61
Ecological Monitoring of the Okura Estuary 2002-2003 TP 216 40 A B C D E F G H I J A B C D E F G H I J A B C D E F G H I J A B C D E F G H I J A B C D E F G H I J Stress = 0.16 a) Estuary and Distance Blue = Puhoi sites A-J Black = Okura sites A-J Red = Orewa sites A-J Pink = Maungamaungaroa sites A-J Green = Waiwera sites A-J Blank triangles = Group A Black circles = Group B Red squares = Group C Stress = 0.16 a) Estuary and Distance b) Faunal groupings Fig. 11. MDS plots of environmental data for all sites in all estuaries. The analyses were based on the Normalised Euclidean dissimilarity measures of data. Observations were pooled at the site level (n=5). Plots show a) Estuary and distance b) environmental groupings. Sites are indicated by a coloured letter, the letter indicates the site within an estuary (A-J), the colour represents an estuary Blue = Puhoi, Green = Waiwera, Red = Orewa, Black = Okura and Pink = Maunagamaungaroa

Blue = Puhoi sites A-J Black = Okura sites A-J Red = Orewa ...€¦ · sdGS1 is not shown due to their small arrow length, i.e. eigenv alues less than 0.2 on both axes. The axes values

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Page 1: Blue = Puhoi sites A-J Black = Okura sites A-J Red = Orewa ...€¦ · sdGS1 is not shown due to their small arrow length, i.e. eigenv alues less than 0.2 on both axes. The axes values

Eco

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of t

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T

P 2

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40

A

B

C

DE

F G

H IJ

A

BC

DE

F GHI

J

AB

C

DE

F

GH

IJ

AB

CD

EF

GH

I

J

AB

C

DE

FG

HI J

Stre

ss =

0.1

6

Blu

e

=Pu

hois

ites

A-J

Bla

ck=

Oku

ra s

ites

A-J

Red

=

Ore

wa

site

s A-

JPi

nk=

Mau

ngam

aung

aroa

site

s A

-JG

reen

=W

aiw

era

site

s A

-J

Bla

nk tr

iang

les

= G

roup

1B

lack

circ

les

=

Gro

up 2

Red

squ

ares

=

Gro

up 3

a) E

stua

ry a

nd D

ista

nce

b) F

auna

l gro

upin

gs

Blu

e

=Pu

hois

ites

A-J

Bla

ck=

Oku

ra s

ites

A-J

Red

=

Ore

wa

site

s A-

JPi

nk=

Mau

ngam

aung

aroa

site

s A

-JG

reen

=W

aiw

era

site

s A

-J

Bla

nk tr

iang

les

= G

roup

AB

lack

circ

les

=

Gro

up B

Red

squ

ares

=

Gro

up C

Stre

ss =

0.1

6a)

Est

uary

and

Dis

tanc

eb)

Fau

nal g

roup

ings

A

B

C

DE

F G

H IJ

A

BC

DE

F GHI

J

AB

C

DE

F

GH

IJ

AB

CD

EF

GH

I

J

AB

C

DE

FG

HI J

Stre

ss =

0.1

6

Blu

e

=Pu

hois

ites

A-J

Bla

ck=

Oku

ra s

ites

A-J

Red

=

Ore

wa

site

s A-

JPi

nk=

Mau

ngam

aung

aroa

site

s A

-JG

reen

=W

aiw

era

site

s A

-J

Bla

nk tr

iang

les

= G

roup

1B

lack

circ

les

=

Gro

up 2

Red

squ

ares

=

Gro

up 3

a) E

stua

ry a

nd D

ista

nce

b) F

auna

l gro

upin

gs

Blu

e

=Pu

hois

ites

A-J

Bla

ck=

Oku

ra s

ites

A-J

Red

=

Ore

wa

site

s A-

JPi

nk=

Mau

ngam

aung

aroa

site

s A

-JG

reen

=W

aiw

era

site

s A

-J

Bla

nk tr

iang

les

= G

roup

AB

lack

circ

les

=

Gro

up B

Red

squ

ares

=

Gro

up C

Stre

ss =

0.1

6a)

Est

uary

and

Dis

tanc

eb)

Fau

nal g

roup

ings

Fi

g. 1

1. M

DS

plo

ts o

f en

viro

nm

enta

l dat

a fo

r al

l sit

es in

all

estu

arie

s. T

he

anal

yses

wer

e b

ased

on

th

e N

orm

alis

ed E

ucl

idea

n d

issi

mila

rity

m

easu

res

of

dat

a. O

bse

rvat

ion

s w

ere

po

ole

d a

t th

e si

te l

evel

(n=

5).

Plo

ts s

ho

w a

) E

stu

ary

and

dis

tan

ce b

) en

viro

nm

enta

l g

rou

pin

gs.

Sit

es a

re i

nd

icat

ed b

y a

colo

ure

d l

ette

r, t

he

lett

er

ind

icat

es t

he

site

wit

hin

an

est

uar

y (A

-J),

th

e co

lou

r re

pre

sen

ts a

n e

stu

ary

Blu

e =

Pu

ho

i, G

reen

= W

aiw

era,

Red

= O

rew

a, B

lack

= O

kura

an

d P

ink

= M

aun

agam

aun

gar

oa

Page 2: Blue = Puhoi sites A-J Black = Okura sites A-J Red = Orewa ...€¦ · sdGS1 is not shown due to their small arrow length, i.e. eigenv alues less than 0.2 on both axes. The axes values

Eco

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051015 Distance

CI

A C

J A

GC

A B

HB

GD

CB

DE

FD

A F

EJ

EF

CD

GB

AB

DE

HI

J J

I H

J E

FG

H I

HI

GF

051015 Distance

CI

A C

J A

GC

A B

HB

GD

CB

DE

FD

A F

EJ

EF

CD

GB

AB

DE

HI

J J

I H

J E

FG

H I

HI

GF

Fig.

12.

Den

drog

ram

for e

nviro

nmen

tal d

ata

from

all

times

of a

ll si

tes

in a

ll es

tuar

ies.

The

ana

lyse

s w

ere

base

d on

the

Nor

mal

ised

Euc

lidea

n m

easu

reca

lcul

ated

from

env

ironm

enta

l dat

a. O

bser

vatio

ns w

ere

pool

ed a

t the

site

leve

l. Si

tes

are

indi

cate

d by

a c

olou

red

lette

r, th

e le

tter i

ndic

ates

the

site

with

in a

n es

tuar

y (A

-J),

the

colo

ur re

pres

ents

an

estu

ary

Blue

=Pu

hoi,

Gre

en =

Wai

wer

a, R

ed =

Ore

wa,

Bla

ck =

Oku

ra a

nd P

ink

=M

auna

gam

aung

aroa

Page 3: Blue = Puhoi sites A-J Black = Okura sites A-J Red = Orewa ...€¦ · sdGS1 is not shown due to their small arrow length, i.e. eigenv alues less than 0.2 on both axes. The axes values

Ecological Monitoring of the Okura Estuary 2002-2003 TP 216 42

Table 3. K-means generated clusters of environmental data. The analyses were based

on the Euclidean measure calculated from normalised environmental data.

Observations were pooled at the site level. The numbers below the group headings

indicate the number of sites in each group.

ESTUARIES Group A Group B Group C 25 17 8 OKURA OB OA OH OC OI OD OJ OE OF OG PUHOI PB PC PA PE PD PJ PH PF PI PG OREWA RF RB RA RH RD RC RI RE RG RJ WAIWERA WA WJ WC WB WH WD WI WE WF WG MAUNGAMAUNGAROA ZD ZA ZE ZB ZF ZC ZG ZH ZI ZJ

Page 4: Blue = Puhoi sites A-J Black = Okura sites A-J Red = Orewa ...€¦ · sdGS1 is not shown due to their small arrow length, i.e. eigenv alues less than 0.2 on both axes. The axes values

Eco

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Fig

. 13

. P

rin

cip

al C

oo

rdin

ates

An

alys

is (

PC

A)

rela

tin

g t

he

envi

ron

men

tal

vari

able

s to

th

e th

ree

envi

ron

men

tal

gro

up

ing

s. T

he

anal

ysis

was

ob

tain

ed f

rom

No

rmal

ised

Eu

clid

ean

envi

ron

men

tal

dat

a. O

bse

rvat

ion

s w

ere

po

ole

d a

t th

e si

te l

evel

. M

emb

ersh

ip o

f g

rou

ps

A,

B a

nd

C a

re s

ho

wn

in

Tab

le 6

. T

he

envi

ron

men

tal

vari

able

s sd

dep

, G

S3,

TG

S4,

an

dsd

TG

S3

wer

e n

ot

sho

wn

on

th

e p

lot

as t

hey

wer

e h

igh

ly c

orr

elat

ed (

corr

elat

ion

co

effi

cien

t >0

.8)

wit

h t

he

vari

able

s A

vdep

, T

GS

3, s

dT

GS

4, a

nd

sd

TG

S2

resp

ecti

vely

. T

he

vari

able

ssd

GS

1 is

no

t sh

ow

n d

ue

to t

hei

r sm

all a

rro

w le

ng

th, i

.e. e

igen

valu

es le

ss t

han

0.2

on

bo

th a

xes.

Th

e ax

es v

alu

es in

gre

y re

late

to

th

e co

rrel

atio

n v

alu

es (

gre

y ar

row

s)

PC

A A

xis

1 =

29.1

% o

f the

var

iatio

n

-6-4

-20

24

68

10

PCA Axis 2 = 12.1% of the variation

-6-4-20246810

B

A

B

B

B

B BA

A

A

C

A

B

B

A

B

BA

AC

C

B

C

BB

A

CA

A

A

BB

C

B

B

B

B

C C

B

B

BB

A A

A

A

AA

A

-0.6

-0.4

-0.2

0.0

0.2

0.4

0.6

0.8

1.0

-0.6

-0.4

-0.20.0

0.2

0.4

0.6

0.8

1.0

dist

Avde

p

Avfin

TGS1

TGS2

TGS3

TGS5

sdTG

S1

sdTG

S2

sdTG

S4

sdTG

S5BH

sdBH

GS1G

S2G

S3

GS4

sdG

S1

sdG

S2

sdG

S3

sdG

S4

PC

A A

xis

1 =

29.1

% o

f the

var

iatio

n

-6-4

-20

24

68

10

PCA Axis 2 = 12.1% of the variation

-6-4-20246810

B

A

B

B

B

B BA

A

A

C

A

B

B

A

B

BA

AC

C

B

C

BB

A

CA

A

A

BB

C

B

B

B

B

C C

B

B

BB

A A

A

A

AA

A

-0.6

-0.4

-0.2

0.0

0.2

0.4

0.6

0.8

1.0

-0.6

-0.4

-0.20.0

0.2

0.4

0.6

0.8

1.0

dist

Avde

p

Avfin

TGS1

TGS2

TGS3

TGS5

sdTG

S1

sdTG

S2

sdTG

S4

sdTG

S5BH

sdBH

GS1G

S2G

S3

GS4

sdG

S1

sdG

S2

sdG

S3

sdG

S4

Page 5: Blue = Puhoi sites A-J Black = Okura sites A-J Red = Orewa ...€¦ · sdGS1 is not shown due to their small arrow length, i.e. eigenv alues less than 0.2 on both axes. The axes values

Ecological Monitoring of the Okura Estuary 2002-2003 TP 216 44

3.1.b. Characterization of sites based on biological communities

A list of all taxa recorded (total = 100) and their total counts are given in Appendix B.

The effect of distance from the mouth of the estuary on faunal assemblages depended

heavily on the particular estuary itself (i.e. a highly significant E x D interaction by

NPMANOVA, Table 4). The factors of Estuary, Distance classification and their interaction

together explained 75.7% of the variation in the assemblage data (as calculated from sums of

squares). Pair-wise comparisons showed that Maungamaungaroa and Okura estuaries

showed the least variation among sites (A-J), as these estuaries showed the least number of

significant differences between sites within an estuary (Table 5). When the distances (A-J)

were compared across estuaries, the outer sites (A-F) were all significantly different from one

another. Inner sites showed less variability, with some non-significant differences among

estuaries seen between sites labelled G, I or J. In addition, for Maungamaungaroa, there was

an indication of a pattern of gradual change along the length of the estuary, with non-

significant pair-wise comparisons occurring mainly just along the sub-diagonal (Table 5). That

is, A did not differ from B, B did not differ from C, but A and C were different, and so on.

These patterns were also seen in MDS ordinations (Fig. 14, Appendices D1-D3). MDS plots

of sites at each time showed clumping of sites (relative similarity among assemblages) within

Okura (in black) and within Maungamaungaroa (in pink), in comparison to the other estuaries

on the plots. The relative similarity among assemblages at sites in the upper reaches of the

estuaries (G, I, J) was also apparent, compared to the wider spread of sites A-F and H in the

plots (Fig. 14, Appendices D1-D3).

Hierarchical agglomerative cluster analyses done separately at the four different times (Fig.

15, Appendices E1-E3) suggested that the assemblages at different sites could be

consistently classified into three groups. Individual sites were therefore classified into one of

three groups using k-means partitioning at each time. Sites were assigned to a group overall

depending on which group they were most frequently assigned to over time (Table 6). These

groups were relatively distinct, especially group 1 (Fig 14b, Appendices D1b-D3b). These

groupings did not necessarily reflect, however, estuarine or distance classifications. For

example, not all sites from Okura were classified together, although sites from the upper

reaches of estuaries (H-J) did tend to be classified in group 1 (Table 6). All estuaries except

Maungamaungaroa had at least one site in each faunal group.

SIMPER analyses showed that group structure was apparently influenced by seven key taxa.

These seven taxa contributed to at least 49% of the similarity within any group and 28% of

Page 6: Blue = Puhoi sites A-J Black = Okura sites A-J Red = Orewa ...€¦ · sdGS1 is not shown due to their small arrow length, i.e. eigenv alues less than 0.2 on both axes. The axes values

Ecological Monitoring of the Okura Estuary 2002-2003 TP 216 45

the dissimilarity between any groups (Appendix F). The patterns in these taxa and the total

number of taxa in groups 1, 2 and 3 are shown in Fig. 16. Group 1 was characterized by high

numbers of worm-like organisms. High numbers of Nereid/Nicon polychaetes, Capitellids and

Oligochaetes and intermediate counts of the polychaete Prionospio sp. were seen in Group

1. Group 2 was characterised by high numbers of the cockle Austrovenus stutchburyi, and the polychaetes Notomastus sp. and Prionospio sp. Group 2 also showed greater total

numbers of taxa compared to the other two groups. Group 3 was the most distinct group

(65% internally similar cf. Groups 1&2 = 49% internally similar each, measures are based on

the average Bray-Curtis similarity measures between groups, Appendix E.a) and was

characterised by high counts of the bivalve Paphies sp. and the crustaceans Colorustylis

lemurum and Waitangi sp.

Table 4. NPMANOVA examining the effects of estuary, distance classification (A-J) and their interaction on

the biological species data at all times of sampling. The analyses were based on the Bray-Curtis dissimilarity

measure calculated from ln (y + 1)-transformed species data. Observations were pooled at the site level. P-

values were obtained using 4999 permutations.

Source df SS MS F P Estuary (E) 4 58101.97 14525.49 25.13 0.001 Distance class (D) 9 60461.77 6717.98 11.62 0.001 E x D 36 151789.30 4216.37 7.29 0.001 Residual 150 86711.77 578.08 Total 199 357064.81

Page 7: Blue = Puhoi sites A-J Black = Okura sites A-J Red = Orewa ...€¦ · sdGS1 is not shown due to their small arrow length, i.e. eigenv alues less than 0.2 on both axes. The axes values

Ecological Monitoring of the Okura Estuary 2002-2003 TP 216 46

Table 5. Pair-wise comparisons (obtained using the NPMANOVA t-statistic and permutations) among estuaries for each distance class (left-hand side) and among distance classes for each estuary (right-hand side). Numbers shown are P-values, with * = P < 0.05. A-J = sites, P= Puhoi, R= Orewa, W= Waiwera, O= Okura and Z = Maungamaungaroa.

Sites A-F Okura P * B *R * * C * *W * * * D 0.09 * *Z * * * * E * * 0.05 *

O P R W F * * * * *G * * * * 0.35 0.06H * * * * 0.06 * *

Site G I * * * * * * * 0.06P * J * 0.21 * * * * * * 0.10R 0.06 * A B C D E F G H IW 0.07 * *Z * * * * Puhoi

O P R W B *C * *D * * *

Site H E * * * *P * F * * * * *R * * G * * * * * *W * * * H * 0.22 * * * * *Z * * * * I * 0.17 * * * * * 0.56

O P R W J * * * * * * * * *A B C D E F G H I

Site I OrewaP * B *R * 0.06 C * *W * * * D * * *Z * * * * E * 0.11 * *

O P R W F * * * * *G * * * * * *H * * * * * * *

Site J I * * * * * * * 0.07P * J * * * * * 0.10 * * 0.05R 0.06 * A B C D E F G H IW * * *Z 0.38 * * * Waiwera

O P R W B *C * *D * * *E * * * *F * * * * *G * * * * 0.17 *H * * * * * 0.12 *I * * * * * * * *J * 0.08 * * * * * 0.42 *

A B C D E F G H I

MaungamaungaroaB 0.61C * 0.06D * * *E * * * 0.23F * * * * *G * * * 0.08 0.16 0.06H * * * * 0.09 * *I * * * * 0.06 * * 0.48J * * * * 0.13 * * 0.68 0.43

A B C D E F G H I

Page 8: Blue = Puhoi sites A-J Black = Okura sites A-J Red = Orewa ...€¦ · sdGS1 is not shown due to their small arrow length, i.e. eigenv alues less than 0.2 on both axes. The axes values

Eco

logi

cal M

onito

ring

of t

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Fig

. 14

. M

DS

plo

t o

f as

sem

bla

ge

dat

a fr

om

Au

gu

st 2

002

sho

win

g a

) es

tuar

y an

d d

ista

nce

in

form

atio

n,

b)

fau

nal

gro

up

ing

s. T

he

anal

yses

wer

e b

ased

on

th

e B

ray-

Cu

rtis

dis

sim

ilari

ty

mea

sure

cal

cula

ted

fro

m ln

(y

+ 1)

-tra

nsf

orm

ed s

pec

ies

dat

a. O

bse

rvat

ion

s w

ere

po

ole

d a

t th

e si

te le

vel (

n=5)

.

A

BC

DE

F G

H I

J

A

B

C

D

E

F

G

H I

J

A

B

C

D

EF

GH

IJ

A

B

C

D

E

F

G

H I

J

AB C

D EFG

H

IJ

Blu

e

=Pu

hois

ites

A-J

Bla

ck=

Oku

ra s

ites

A-J

Red

=

Ore

wa

site

s A

-JPi

nk

= M

aung

amau

ngar

oasi

tes

A-J

Gre

en

=

Wai

wer

a si

tes

A-J

Whi

tetri

angl

es =

Gro

up 1

Bla

ck c

ircle

s

= G

roup

2

Red

squ

ares

=

Gro

up 3

Stre

ss =

0.1

1St

ress

= 0

.11

a). E

stua

ry a

nd D

ista

nce

b). E

nviro

nmen

tal g

roup

ings

A

BC

DE

F G

H I

J

A

B

C

D

E

F

G

H I

J

A

B

C

D

EF

GH

IJ

A

B

C

D

E

F

G

H I

J

AB C

D EFG

H

IJ

Blu

e

=Pu

hois

ites

A-J

Bla

ck=

Oku

ra s

ites

A-J

Red

=

Ore

wa

site

s A

-JPi

nk

= M

aung

amau

ngar

oasi

tes

A-J

Gre

en

=

Wai

wer

a si

tes

A-J

Blu

e

=Pu

hois

ites

A-J

Bla

ck=

Oku

ra s

ites

A-J

Red

=

Ore

wa

site

s A

-JPi

nk

= M

aung

amau

ngar

oasi

tes

A-J

Gre

en

=

Wai

wer

a si

tes

A-J

Whi

tetri

angl

es =

Gro

up 1

Bla

ck c

ircle

s

= G

roup

2

Red

squ

ares

=

Gro

up 3

Whi

tetri

angl

es =

Gro

up 1

Bla

ck c

ircle

s

= G

roup

2

Red

squ

ares

=

Gro

up 3

Stre

ss =

0.1

1St

ress

= 0

.11

a). E

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Ecological Monitoring of the Okura Estuary 2002-2003 TP 216 49

Table 6. Results of k-means partitioning of sites into one of three groups based on assemblage data from all

times of sampling. The analyses were based on the Bray-Curtis dissimilarity measure calculated from ln (y +

1)-transformed species data. Observations were pooled at the site level. The numbers below the group

headings indicate the number of sites in each group. The numbers in brackets indicate the number of times

(out of a possible maximum of 4) that a site was assigned to that group. Three sites OI, OE and WJ were

evenly split between group 2 and another group. In all cases these sites were assigned away from group 2 to

create a greater balance in the number of sites in different groups.

ESTUARIES Group 1 Group 2 Group 3 19 19 12 OKURA OH (4) OA (4) OC(3) OI (2) OB (3) OE (2) OJ (4) OD (4) OF (4) OG (4) PUHOI PB (4) PF (4) PA (4) PC (4) PD (3) PE (4) PG (3) PH (4) PJ (3) PI (4) OREWA RF (3) RB (4) RA (4) RH (4) RE (4) RC (4) RI (4) RG (4) RD (4) RJ (4) WAIWERA WA (4) WE (4) WC (4) WB (4) WG (4) WF (4) WD (4) WI (4) WH (4) WJ (2) MAUNGAMAUNGAROA ZH (4) ZA (4) ZI (4) ZB (4) ZJ (4) ZC (4) ZD (4) ZE (3) ZF (4) ZG (4)

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Ecological Monitoring of the Okura Estuary 2002-2003 TP 216 50

3.2 Relationships of Fauna with Environmental Variables

3.2.a. Models

There were several environmental variables that characterised individual sites and therefore

could be used as a potential model of species data at the site level. These are listed in Table

2 and some combinations of the variables formed natural groupings, also shown in the Table.

As the modelling was done at the site level, there were 4 times of sampling for each of 50

sites, for a total of 200 observations. A total of 100 taxa were recorded from those 200

observations.

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Ecological Monitoring of the Okura Estuary 2002-2003 TP 216 51

Scoloplos cylindifer

High Medium Low

Den

sitie

s pe

r cor

e

0

20

40

60

80

100

120

Austrovenus stutchburyi

High Medium Low

Den

sitie

s pe

r cor

e

0

20

40

60

80

100

120

Nereid/Nicon complex

High Medium Low

Den

sitie

s pe

r cor

e

0

20

40

60

80

100

120

Cossura coasta

High Medium Low

Den

sitie

s pe

r cor

e

0

20

40

60

80

100

120

Anthopleura spp.

High Medium Low

Den

sitie

s pe

r cor

e

0

20

40

60

80

100

120

Capitella sp. and Notomastus sp. and Oligochaetes

High Medium Low

Den

sitie

s pe

r cor

e

0

20

40

60

80

100

120

Fig. 16. Boxplots of densities of individual taxa for all sampling times from 2001-2003 in

High, Medium or Low depositional sites. There were 120 cores within each all group.

When building a model, consideration must be given to the extent to which the

environmental variables overlap in what they explain of the species information. That is, the

environmental variables are, themselves, correlated. Thus, a sequential model was built using

forward selection, which produced the model shown in Table 7b. Nonparametric multivariate

regression (McArdle and Anderson, 2001) showed that 12 variables together explained

36.6% of the variance in the species data, which was highly significant (F = 3.092, P = 0.01,

Table 7). The variable that alone explained the greatest amount of variation in the species

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Ecological Monitoring of the Okura Estuary 2002-2003 TP 216 52

data was the average percentage of trapped fine sediment (<63 µm). The following variables:

TGS3, sdTGS1, TGS2, BH, Sddep, sdGS4, sdBH, sdGS3, D, sdGS1, sdTGS3 did not have a

significant relationship with the species data, when considered after fitting other

environmental variables (P > 0.05 in each case, Table 7). Environmental variables that were

highly correlated with other environmental variables can be seen by those deleted from Fig.

17 (sddep, GS3, TGS3, TGS4), and additionally those that had high % Var. scores in Table 7a

(environmental variables fitted individually), but not Table 7b, e.g., sdTGS3.

The analyses of groups (whole sets) of variables are shown in Table 8. The set of variables

with the greatest explanatory power was the set of ambient grain size variables, which alone

explained 23.4% of the variation in the species data. Once the ambient grain size variables

were fitted, the next most important component was the information from trapped

sediments (i.e. short-term sediment deposition information, TrapTot, TrapSdGS and TrapGS),

which explained another 14% of the variance in the species data (Table 8b). AmbChGS and

Distance explained 2 and 1% of the species’ variation once GS and Trapped variables were

included in the model (Table 8b). Erosion variables were redundant in the model being

statistically non-significant (P > 0.05, Table 8b). All sets of environmental variables were

strongly correlated to each other as evidenced by the > 60% decrease in values for %Var

between Table 8a and 8b (excluding the first fitted variable).

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Ecological Monitoring of the Okura Estuary 2002-2003 TP 216 53

Table 7. Results of non-parametric multiple regression of individual environmental variables on the species

data for (a) each variable taken individually (ignoring other variables) and (b) forward selection of variables,

where the amounts explained by each variable added to the model takes into account the variability

explained by variables already in the model (i.e. those variables listed above it). %Var = the percentage of the

variance in the species data explained by that variable.

(a) Variables taken individually (b) Variables fitted sequentially Variable % Var pseudo-F P Variable pseudo-F P % Var % Var

cumulativeTGS1 14.12 32.56 0.0001 TGS1 32.55 0.0001 14.12 14.12TGS3 12.94 29.42 0.0001 GS1 16.72 0.0001 6.72 20.84GS3 11.99 26.98 0.0001 Avdep 8.37 0.0001 3.24 24.08GS1 11.77 26.42 0.0001 Avfin 7.95 0.0001 2.98 27.06Avdep 10.73 23.79 0.0001 D2 6.70 0.0001 2.43 29.49Sddep 9.47 20.72 0.0001 sdTGS4 4.26 0.0002 1.52 31.01sdTGS2 8.08 17.40 0.0001 GS2 3.00 0.0022 1.06 32.07sdTGS3 7.97 17.15 0.0001 sdTGS2 2.39 0.0142 0.84 32.91GS2 5.75 12.09 0.0001 sdGS2 2.48 0.0107 0.86 33.77sdTGS1 5.63 11.81 0.0001 TGS4 2.69 0.0070 0.93 34.70sdBH 5.20 10.87 0.0001 GS4 2.43 0.0124 0.83 35.54sdTGS4 5.10 10.64 0.0001 GS3 3.09 0.0031 1.05 36.58D2 4.59 9.51 0.0001 TGS3 1.77 0.0616 0.60 37.18D 4.55 9.43 0.0001 sdTGS1 1.67 0.0781 0.56 37.75Avfin 4.53 9.40 0.0001 TGS2 1.77 0.0671 0.59 38.34GS4 4.06 8.37 0.0001 BH 1.50 0.1244 0.50 38.84TGS2 4.04 8.34 0.0001 Sddep 1.40 0.1666 0.47 39.31sdGS4 3.95 8.15 0.0001 sdGS4 1.51 0.1281 0.50 39.81TGS4 3.08 6.30 0.0003 sdBH 1.67 0.0845 0.55 40.36sdGS2 1.95 3.94 0.0016 sdGS3 1.46 0.1365 0.48 40.85BH 1.30 2.60 0.0179 D 1.65 0.0893 0.54 41.39sdGS1 1.26 2.54 0.0213 sdGS1 1.57 0.1043 0.51 41.90sdGS3 0.76 1.52 0.1379 sdTGS3 1.11 0.3285 0.36 42.27

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Ecological Monitoring of the Okura Estuary 2002-2003 TP 216 54

Fig. 17. Distance-based RDA ordination relating the environmental variables to the 87 taxonomic variables

for the August 2002 sampling. The analysis was done on principal coordinate axes obtained from Bray-Curtis

dissimilarities of ln(y + 1) transformed species counts, with correction method 1 for negative eigenvalues (see

Legendre and Anderson 1999). Observations were pooled at the site level. Sites within estuaries are indicated

by a coloured letter as in previous plots. Names of variables are given in Table 5. The environmental

variables sddep, GS3, TGS4, and sdTGS3 were not shown on the plot as they were highly correlated

(correlation coefficient >0.8) with the variables Avdep, TGS3, sdTGS4, and sdTGS2 respectively. The axes

values in grey relate to the bipolt arrows (also in grey).

-8 -6 -4 -2 0 2 4

-8-6

-4-2

02

4

RD

A A

xis

2

A

B

C

D

E

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G

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IJ

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Avdep

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TGS2

TGS3

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sdBH GS1

GS2

GS4

sdGS1

sdGS2

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-0.8

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Avdep

TGS1

TGS2

TGS3

sdTGS1

sdTGS2

TGS4

BH

sdBH GS1

GS2

GS4

sdGS1

sdGS2

sdGS3

sdGS4

RDA Axis 1

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Ecological Monitoring of the Okura Estuary 2002-2003 TP 216 55

Table 8. Results of non-parametric multiple regression of sets of environmental variables on the species data

for (a) each set of variables taken individually (ignoring other sets) and (b) forward selection of sets of

variables, where the amounts explained by each set added to the model takes into account the variability

explained by sets of variables already in the model (i.e. those sets of variables listed above it). %Var = the

percentage of the variance in the species data explained by that set of variables.

(a) Sets taken individually (b) Sets fitted sequentially Variable pseudo- P % Var Variable pseudo- P % Var % Var

F F cumulativeAmbGS 14.93 0.0001 23.44 AmbGS 14.93 0.0001 23.44 23.44TrapGS 11.63 0.0001 19.26 TrapTot 6.63 0.0001 7.19 30.63TrapSdGS 10.52 0.0001 17.75 TrapSdGS 2.90 0.0001 4.03 34.65TrapTot 13.73 0.0001 17.36 TrapGS 2.22 0.0004 3.01 37.66AmbChGS 4.18 0.0001 7.90 AmbChGS 1.74 0.0073 2.32 39.98Erosion 6.79 0.0001 6.45 Distance 1.89 0.0173 1.25 41.23Distance 6.14 0.0001 5.87 Erosion 1.58 0.0574 1.04 42.27

3.2.b. Direct gradient analysis (dbRDA)

To visualize these multivariate patterns, a redundancy analysis was done to compare the

environmental variables to the species data (Fig. 17, Appendices G1-G3). The first two

dbRDA axes on all plots explained 28.1 to 34.3% of the variability in the species data and

48.0 to 55.1% of the relationship between the species and the environmental variables.1 In

dbRDA plots there were no clear patterns with regard to the specific identity of the estuary,

or distance from the mouth. In addition, although correlation among environmental variables

existed, there were axes in many directions in the biplot, indicating that many environmental

factors were exerting influences on the biota in different directions.

The variables that appeared to be most important in driving the environmental-biotic

relationship were reasonably consistent between the dbRDA analysis (Fig. 17) and the

modelling using multivariate multiple regression based on the Bray-Curtis measure (Table 7b).

For example, the dbRDA plot showed GS1, GS2, TGS1, TGS2, sdGS1, sdGS2, sdTGS1 and

sdTGS2 having strong relationships with the axes and all generally pointing towards the

lower right-hand diagonal of the plot. Most of these variables were also included as individual

variables in the forward selection procedure using DISTLM (above) and indicate that the

proportion of sediments of finer grain sizes in either trapped or ambient sediments at a site

are strong indicators of assemblage structure. In addition, the variables GS4, sdGS3, sdGS4,

TGS3, TGS4, Avdep, Avfin, BH and sdBH generally pointed towards the upper left-hand

diagonal of the dbRDA plot. This suggests that the proportion of large grain sizes in ambient

1 Note that these percentages will differ from those seen for the DISTLM linear modelling procedure because the use of a correction for negative eigenvalues required in dbRDA inflates the total variance in the system. See Legendre and Anderson (1999) and McArdle and Anderson (2001) for more details.

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Ecological Monitoring of the Okura Estuary 2002-2003 TP 216 56

or trapped sediments, the total amount of sediment deposited in traps and the amount of

bed height movement (characteristic of high-energy sites) were also important in determining

assemblage structure. The contrast between these two sets of variables, therefore, can

provide a useful model of the biological communities.

3.2.c. Indirect gradient analysis

A further investigation of the relationship between the biological communities and the

environmental data is provided by considering how well the gradient among the sites

obtained using the environmental information alone (as quantified explicitly using PC axis 1

from Fig. 13) relates to patterns in the MDS plot obtained using the assemblage data alone.

We examined this using bubble plots, superimposing the values for sites along the PC axis

(which represents the environmental gradient from relatively high-energy sites to relatively

low-energy sites) onto the biological MDS plot.

There was clearly a strong correlation between the environmental gradient we identified and

the biological communities in these plots (Fig 18, Appendices H1-H3). More specifically, the

more hydrodynamically active sites (coarse sediments, high amounts of sediment deposition

and high variability in bed height) were clearly associated with biological communities on the

right-hand side of the MDS plots (large bubbles). These communities were usually Group 3

communities, which are characterised by high counts of Paphies sp., and the crustaceans

Waitangi sp. and Colorustylis lemurum. The less hydrodynamically active sites (fine

sediments, low amounts of sediment deposition and low variability in bed height) were

associated with biological communities on the left-hand side of the MDS plot (small bubbles).

These communities were usually Group 1 communities, characterised by high counts of

polychaetes, particularly the Nereid/Nicon polychaetes, Capitellids and Oligochaetes. The

communities occurring along intermediate values of the environmental gradient (medium-

sized bubbles) showed high counts of the cockle Austrovenus stutchburyi, and the

polychaetes Notomastus sp. and Prionospio sp. These also showed larger numbers of taxa

than either of the biological communities occurring at the hydrodynamic extremes. A map

showing which sites are in which environmental groupings is shown in fig. 19.

3.2.d. Estuary-specific effects

We considered that there could be special effects due to individual estuaries that were not

taken into account by modelling sites using the measured environmental variables alone. The

sums of squares in Table 4 indicate that the variation in the species data explained by the

individual estuaries (ignoring everything else) is 16.27%. However, after taking into account

the variation explained by the environmental variables (42.27%), the variation explained by

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Ecological Monitoring of the Okura Estuary 2002-2003 TP 216 57

individual estuaries was reduced to 3.6% (Table 9). Although only a small percentage, this

was, nevertheless, statistically significant (Table 9), indicating that there were slight

environmental differences among estuaries that were not measured by the environmental

variables included in this study.

Stress: 0.11

Fig. 18. Bubble plots showing the correlation of PCA axis 1 from Figure 13 (environmental data) with the

biological data from August 02. The analysis was done on principal coordinate axes obtained from

Normalised Euclidean environmental data, with correction method 1 for negative eigenvalues (see Legendre

and Anderson 1999). Environmental data was normalized then underwent a Euclidean dissimilarity measure.

Small bubbles to the left of the plot and large bubbles to the right indicate a strong correlation between theenvironmental and biological data.

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Ecological Monitoring of the Okura Estuary 2002-2003 TP 216 58

Table 9. Results of non-parametric multivariate analysis of covariance on effects of different estuaries on the

species data over and above what was explained by environmental variables. %Var = the percentage of the

variance in the species data explained.

Source df % Var. MS F P Environmental variables (covariables) 23 42.27 3219.10 Estuaries given Environmental variables 4 3.61 1123.63 2.86 0.0003 Residual 172 54.13 Total 199 Table 10. Results of NPMANOVA investigating the effects Season and Precipitation macrofaunal species

abundance and composition within the different assmblage groups (a = group 1, b = group 2, c = group 3).

The analysis was based on Bray-Curtis dissimilarities on data for 100 variables (taxa) transformed to ln(y + 1).

P-values were obtained using 4999 permutations of units shown in the far right-hand column.

a) Group 1

Source df SS MS F P

Season (Se) 1 4496.773 4496.773 3.5676 0.002 Precipitation (P) 1 2465.303 2465.303 1.9559 0.046 SexP 1 1267.42 1267.42 1.0055 0.411 Residual 72 90752.27 1260.448 Total 75 98981.77

b) Group 2

Source df SS MS F P Season (Se) 1 2713.008 2713.008 3.059 0.001 Precipitation (P) 1 1420.272 1420.272 1.6014 0.086 SexP 1 757.6154 757.6154 0.8542 0.607 Residual 72 63856.03 886.8893 Total 75 68746.93

c) Group 3

Source df SS MS F P Season (Se) 1 1564.429 1564.429 1.1514 0.287 Precipitation (P) 1 1119.675 1119.675 0.824 0.532 SexP 1 536.477 536.477 0.3948 0.939 Residual 44 59785.9 1358.77 Total 47 63006.48

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Ecological Monitoring of the Okura Estuary 2002-2003 TP 216 59

Fig. 19. Maps of all estuaries showing which sites belong to which environmental groupings.

Group A “High-energy sites” Group B “Intermediate-energy sites” Group C “Low-energy sites”

Waiwera

Okura

Orewa Puhoi

Orewa

Maungamaungaroa

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Ecological Monitoring of the Okura Estuary 2002-2003 TP 216 60

3.3. Temporal patterns across all estuaries

The assemblage groupings identified in section 3.1.b. provide us with biologically similar

communities across all estuaries that we can examine to determine whether any seasonal or

rain related patterns are present. These groupings will eliminate much of the spatial variability

and should allow us to detect weaker effects than would have been possible using the entire

dataset. Each assemblage grouping (1,2 and 3) underwent an NPMANOVA using Season and

Precipitation as factors (Table 10). In general the more hydrodynamically energetic

assemblages showed fewer significant effects than the less hydrodynamically energetic

assemblages. Assemblage group 1 showed significant effects of Season (P = 0.002) and

Precipitation (P = 0.046). Assemblage group 2 showed significant effects of Season (P =

0.001) only. Assemblage group 3 showed no significant effects of Season or Precipitation.

3.3.a. Seasonal effects

Significant seasonal affects were seen in assemblage groups 1 and 2 (Table 10a,b) Allocation

successes scores from the CAP analysis for the different season show that the seasonal

affect appears relatively consistent between the two assemblage groups (75-81% for both

assemblage groups Table 11a). A comparison of the MDS plot (which shows the axes of

most variation) and CAP plots (which show the axes most correlated with the seasonal

difference (Fig 20-21)) indicates that although seasonal effects are significant and present

they are not the main source of variation in either of these assemblages. Taxa that showed

strong correlations with seasonal effects in assemblage 1 (Sipunculids, Zeacumantus sp.

Chaetognaths and Scolecolepis sp.) were all rare taxa (on average <1 per site, and in total no

more than 11 over the sampling year 2002-2003) and differences in these taxa on average

between seasons were small (<0.2 organisms). In contrast, two taxa were present in

assemblage 2 that showed strong correlations with seasonal effects but were not rare (>1 on

average per site) and showed much larger average differences between seasons (>2

organisms). The small bivalve Arthritica bifurcata and the crabs in the Helice/Hemigrapsus

complex both showed higher densities in Winter/Spring (3.2 and 7.4 on average per site) then

in Late Summer (0.5 and 2.6 on average per site).

3.3.b. Effects of rainfall

The effect of rainfall was significant on biota in assemblage 1 only (Table 10b). Allocation

success scores for the CAP analysis shows that the rainfall effect (71%) is of similar strength

to the seasonal effects (75%) for biota in assemblage 1 (Table 11a and b). A comparison of

the MDS plot (which shows the axes of most variation) and CAP plots (which show the axes

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Ecological Monitoring of the Okura Estuary 2002-2003 TP 216 61

most correlated with the precipitation difference (Fig. 22)) indicates that although effect of

heavy rainfall was significant and present it is not the main source of variation in either of

these assemblages. The taxa that showed the strongest correlation with precipitation effects

in assemblage 1 (Psuedosphaeroma sp. and Theora sp.) were both rare species (on average

<1 per site). Psuedosphaeroma sp. showed higher average densities in dry samplings (0.08)

than in rain samplings (0.05). Theora sp. showed higher average densities after heavy rain

(0.7) than in dry samplings (0.2).

Table 11. Results of CAP analyses examining effects of a) Season and b) Precipitation within each

assemblage grouping. m = the number of principal coordinate (PCO) axes used in the CAP procedure, %Var =

the percentage of the total variation explained by the first m PCO axes, Allocation success = the percentage of

points correctly allocated into each group, 2

1δ is the first squared canonical correlations. P-values were

obtained using 4999 random s.

a) Season Allocation success (%) m %Var W/S LS Total P Assemblage Group 1 8 82.2 78 81 79 0.467 0.001 Assemblage Group 2 14 90.9 75 75 75 0.445 0.002

b) Precipitation Allocation success (%) m %Var Dry Rain Total P Assemblage Group 1 14 97.6 67 75 71 0.323 0.024

21δ

21δ

Page 23: Blue = Puhoi sites A-J Black = Okura sites A-J Red = Orewa ...€¦ · sdGS1 is not shown due to their small arrow length, i.e. eigenv alues less than 0.2 on both axes. The axes values

Eco

logi

cal M

onito

ring

of t

he O

kura

Est

uary

200

2-20

03

T

P 2

16

62

Stre

ss: 0

.18

Win

ter/S

prin

Late

Sum

mer

CA

P P

lot

MD

S Pl

ot

Fig

. 20

. N

on

-met

ric

MD

S p

lot

(lef

t-h

and

sid

e) a

nd

CA

P p

lot

(rig

ht-

han

d s

ide)

sh

ow

ing

th

e ef

fect

s o

f S

easo

n i

n a

ssem

bla

ge

gro

up

1 f

or

the

2002

-200

3 ye

ar.

An

alys

es w

ere

bas

ed o

n B

ray-

Cu

rtis

dis

sim

ilari

ties

of

80 v

aria

ble

s th

at w

ere

tran

sfo

rmed

to

ln

(y+

1).

Eac

h p

oin

t re

pre

sen

ts

po

ole

d in

form

atio

n f

rom

n =

5 c

ore

s

W/

LS-0

.20

-0.1

5

-0.1

0

-0.0

5

0.00

0.05

0.10

0.15

0.20

Axis 1 δ1

2 = 0.467

Page 24: Blue = Puhoi sites A-J Black = Okura sites A-J Red = Orewa ...€¦ · sdGS1 is not shown due to their small arrow length, i.e. eigenv alues less than 0.2 on both axes. The axes values

Eco

logi

cal M

onito

ring

of t

he O

kura

Est

uary

200

2-20

03

T

P 2

16

63

Win

ter/S

prin

Late

Sum

mer

Stre

ss: 0

.2

CA

P P

lot

MD

S P

lot

Axis 1 δ1

2 = 0.445

Fig

. 21

. N

on

-met

ric

MD

S p

lot

(lef

t-h

and

sid

e) a

nd

CA

P p

lot

(rig

ht-

han

d s

ide)

sh

ow

ing

th

e ef

fect

s o

f S

easo

n i

n a

ssem

bla

ge

gro

up

2 f

or

the

2002

-200

3 ye

ar.

An

alys

es w

ere

bas

ed o

n B

ray-

Cu

rtis

dis

sim

ilari

ties

of

92 v

aria

ble

s th

at w

ere

tran

sfo

rmed

to

ln

(y+

1).

Eac

h p

oin

t

rep

rese

nts

po

ole

d in

form

atio

n f

rom

n =

5 c

ore

s

W/S

LS-0

.20

-0.1

5

-0.0

5

0.00

0.05

0.10

0.15

Page 25: Blue = Puhoi sites A-J Black = Okura sites A-J Red = Orewa ...€¦ · sdGS1 is not shown due to their small arrow length, i.e. eigenv alues less than 0.2 on both axes. The axes values

Eco

logi

cal M

onito

ring

of t

he O

kura

Est

uary

200

2-20

03

T

P 2

16

64

Stre

ss: 0

.18

Dry

Rai

CA

P P

lot

MD

S P

lot

Fig

. 22.

No

n-m

etri

c M

DS

plo

t (l

eft-

han

d s

ide)

an

d C

AP

plo

t (r

igh

t-h

and

sid

e) s

ho

win

g t

he

effe

cts

of

Pre

cip

itat

ion

in a

ssem

bla

ge

gro

up

1 f

or

the

2002

-200

3

year

. A

nal

yses

wer

e b

ased

on

Bra

y-C

urt

is d

issi

mila

riti

es o

f 80

var

iab

les

that

wer

e tr

ansf

orm

ed t

o l

n(y

+ 1)

. E

ach

po

int

rep

rese

nts

po

ole

d i

nfo

rmat

ion

fro

m n

= 5

co

res

Dry

Rai

n0

-0.1

5

-0.1

0

-0.0

5

0.00

0.05

0.10

0.15

0.20

Axis 1 δ1

2 = 0.323

Page 26: Blue = Puhoi sites A-J Black = Okura sites A-J Red = Orewa ...€¦ · sdGS1 is not shown due to their small arrow length, i.e. eigenv alues less than 0.2 on both axes. The axes values

Ecological Monitoring of the Okura Estuary 2002-2003 TP 216 65

3.4. Temporal and spatial effects within Okura estuary

3.4.a. Overall results

The past two years of monitoring Okura estuary provided an opportunity to examine the

potential temporal effects of year, season and precipitation events on assemblages and how

these factors’ effects may have differed among different sites and depositional

environments. The following NPMANOVA used data from 2 years of (2001-2002, 2002-2003)

monitoring in Okura estuary: two seasons (Winter/Spring and Late Summer), two levels of

precipitation (Rain and Dry), three levels of deposition (High, Medium and Low), three sites

nested within each level of deposition and 5 replicate cores from each site. There was

important small-scale spatial variability in the soft-sediment assemblages (i.e. from site to site

for each time of sampling), as evidenced by the significant 5-way interaction for Year by

Season by Precipitation by Site by Deposition (i.e. P < 0.05 for YexSexPxSi(D), Table 12). The

order in the strength of the effects, as suggested by the analysis (i.e. relative sizes of

components of variation, estimated using the mean squares in Table 12), was that

depositional effects were the strongest, followed by site effects, followed by year effects

then seasonal effects and, finally, effects of precipitation, which were the weakest Table 13.

Differences in the sizes of effects were also apparent visually in an MDS plot of the entire

data set, which included samples from the 2000-2001 year (Fig. 23). Here, a single

observation on the plot corresponds to the counts combined across 10 cores (5 cores in each

of 2 sites). This plot shows clear definition between assemblages occurring in High

depositional areas and those in Medium or Low depositional areas. The separation between

assemblages in Medium and Low depositional areas was less distinct, as seen in previous

investigations (Anderson et al. 2002). As the strength of effects decreases (see Figs. 23a-d,

sequentially) the distinction among the groups decreases. That is, the separation between

deposition classifications (Fig. 23a) is more clear than the separation between years (Fig.

23b), which is clearer than the separation between seasons (Fig. 23c), which is clearer than

the separation between rain and dry samplings (Fig. 23d).

Depositional classification affected assemblage type significantly and consistently over this

two-year period (significant Dep effect P = 0.0205, Table 12). The significant YexP interaction

(P = 0.0302, Table 12) means that the effect of rainfall in Okura needs to be considered

separately within each Year.

Page 27: Blue = Puhoi sites A-J Black = Okura sites A-J Red = Orewa ...€¦ · sdGS1 is not shown due to their small arrow length, i.e. eigenv alues less than 0.2 on both axes. The axes values

Eco

logi

cal M

onito

ring

of t

he O

kura

Est

uary

200

2-20

03

T

P 2

16

66

Tab

le 1

2. R

esu

lts

of

NP

MA

NO

VA

inve

stig

atin

g t

he

effe

cts

of

Yea

r, S

easo

n, P

reci

pit

atio

n, D

epo

siti

on

an

d S

ite

on

mac

rofa

un

al s

pec

ies

abu

nd

ance

an

d c

om

po

siti

on

at

Oku

ra e

stu

ary

ove

r

tim

e. T

he

anal

ysis

was

bas

ed o

n B

ray-

Cu

rtis

dis

sim

ilari

ties

on

dat

a fo

r 44

var

iab

les

(tax

a) t

ran

sfo

rmed

to

ln

(y +

1).

P-v

alu

es w

ere

ob

tain

ed u

sin

g 4

999

per

mu

tati

on

s o

f u

nit

s sh

ow

n i

n

the

far

rig

ht-

han

d c

olu

mn

. Mo

nte

Car

lo P

-val

ues

(sh

ow

n in

ital

ics)

wer

e u

sed

wh

enev

er t

he

nu

mb

er o

f p

erm

uta

ble

un

its

was

to

o s

mal

l to

get

a r

easo

nab

le p

erm

uta

tio

n t

est.

So

urce

df

SS

M

S F

P(pe

rm)

Den

om M

S Pe

rmut

able

uni

ts

Yea

r =Y

1

1.26

01.

2595

3.55

50.

0322

Yex

Si(D

e)

18 Y

exS

i(De)

uni

ts

Sea

son

=Se

11.

128

1.12

775.

400

0.00

80 S

exS

i(De)

18

Sex

Si(D

e) u

nits

P

reci

pita

tion

= P

1

0.55

20.

5515

3.76

20.

0031

PxS

i(De)

18

PxS

i(De)

uni

ts

Dep

ositi

on =

D

217

.433

8.71

644.

326

0.00

03 S

i(De)

9

Si(D

e) u

nits

S

i(De)

= S

i(D)

612

.088

2.01

4726

.506

0.00

01 R

es

360

Raw

dat

a un

its

Yex

Se

10.

207

0.20

681.

297

0.27

97 Y

exS

exS

i(De)

36

Yex

Sex

Si(D

e) u

nits

Y

exP

1

0.35

60.

3561

3.60

60.

0302

Yex

PxSi

(De)

36

Yex

PxSi

(De)

uni

ts

Yex

De

20.

720

0.36

021.

017

0.42

93 Y

exS

i(De)

18

Yex

Si(D

e)

62.

126

0.35

434.

661

0.00

01 R

es

360

Raw

dat

a un

its

Sex

P

10.

167

0.16

651.

075

0.36

43 S

exP

xSi(D

e)

36 S

exP

xSi(D

e) u

nits

S

exD

e 2

0.46

10.

2303

1.10

30.

3837

Sex

Si(D

e)

18 S

exS

i(De)

uni

ts

Sex

Si(D

e)

61.

253

0.20

882.

747

0.00

01 R

es

360

Raw

dat

a un

its

PxD

e 2

0.44

20.

2209

1.50

70.

2262

PxS

i(De)

18

PxS

i(De)

uni

ts

PxS

i(De)

6

0.88

00.

1466

1.92

90.

0016

Res

36

0 R

aw d

ata

units

Y

exS

exP

1

0.16

00.

1592

1.27

90.

2921

Yex

Sex

PxS

i(De)

72

Yex

Sex

PxS

i(De)

uni

ts

Yex

Sex

De

20.

388

0.19

421.

218

0.32

31 Y

exS

exS

i(De)

36

Yex

Sex

Si(D

e) u

nits

Y

exS

exS

i(De)

6

0.95

70.

1595

2.09

80.

0006

Res

36

0 R

aw d

ata

units

Y

exP

xDe

20.

405

0.20

272.

052

0.09

69 Y

exP

xSi(D

e)

36 Y

exP

xSi(D

e) u

nits

Y

exP

xSi(D

e)

60.

593

0.09

881.

299

0.11

18 R

es

360

Raw

dat

a un

its

Sex

PxD

e 2

0.19

10.

0953

0.61

50.

0731

Sex

PxS

i(De)

36

Sex

PxS

i(De)

uni

ts

Sex

PxS

i(De)

6

0.92

90.

1549

2.03

80.

0011

Res

36

0 R

aw d

ata

units

Y

exS

exP

xDe

20.

193

0.09

650.

775

0.62

74 Y

exS

exP

xSi(D

e)

72 Y

exS

exP

xSi(D

e) u

nits

Y

exS

exP

xSi(D

e)

60.

747

0.12

451.

639

0.01

20 R

es

360

Raw

dat

a un

its

Res

idua

l 28

821

.891

0.07

60

To

tal

359

65.5

24

Page 28: Blue = Puhoi sites A-J Black = Okura sites A-J Red = Orewa ...€¦ · sdGS1 is not shown due to their small arrow length, i.e. eigenv alues less than 0.2 on both axes. The axes values

Eco

logi

cal M

onito

ring

of t

he O

kura

Est

uary

200

2-20

03

T

P 2

16

67

Fig

. 23.

No

n-m

etri

c M

DS

plo

ts o

f O

kura

ass

emb

lag

es m

on

ito

red

th

rou

gh

tim

e fr

om

200

0 –

2003

. Th

e an

alys

is w

as b

ased

on

th

e B

ray-

Cu

rtis

dis

sim

ilari

ty

mea

sure

cal

cula

ted

fro

m l

n (y

+ 1

)-tr

ansf

orm

ed s

pec

ies

dat

a. O

bse

rvat

ion

s (n

=10)

wer

e p

oo

led

at

the

leve

l o

f d

epo

siti

on

wit

hin

eac

h s

amp

ling

tim

e (i

.e.

5 re

ps

in e

ach

of

2 si

tes)

.

Sep

arat

e p

lots

sh

ow

lab

els,

wh

ich

iden

tify

co

mp

aris

on

s ac

cord

ing

to

par

ticu

lar

fact

ors

in t

he

anay

sis:

A. D

epo

siti

on

, B. Y

ear,

C. S

easo

n, D

. Pre

cip

itat

ion

.

Stre

ss: 0

.16

Hig

hLo

wM

ediu

m

Stre

ss: 0

.16

2001

-200

220

02-2

003

Stre

ss: 0

.16

Late

Sum

mer

Win

ter/S

prin

g

Stre

ss: 0

.16

Rai

nD

ry

A. B.

C. D.

Stre

ss: 0

.16

Hig

hLo

wM

ediu

m

Stre

ss: 0

.16

2001

-200

220

02-2

003

Stre

ss: 0

.16

Late

Sum

mer

Win

ter/S

prin

g

Stre

ss: 0

.16

Rai

nD

ry

Stre

ss: 0

.16

Hig

hLo

wM

ediu

m

Stre

ss: 0

.16

Hig

hLo

wM

ediu

m

Hig

hLo

wM

ediu

m

Stre

ss: 0

.16

2001

-200

220

02-2

003

Stre

ss: 0

.16

2001

-200

220

02-2

003

2001

-200

220

02-2

003

Stre

ss: 0

.16

Late

Sum

mer

Win

ter/S

prin

g

Stre

ss: 0

.16

Late

Sum

mer

Win

ter/S

prin

gLa

te S

umm

erW

inte

r/Spr

ing

Stre

ss: 0

.16

Rai

nD

ryR

ain

Dry

A. B.

C. D.

Page 29: Blue = Puhoi sites A-J Black = Okura sites A-J Red = Orewa ...€¦ · sdGS1 is not shown due to their small arrow length, i.e. eigenv alues less than 0.2 on both axes. The axes values

Ecological Monitoring of the Okura Estuary 2002-2003 TP 216 68

Table 13. Percentages of variance explained by the main effects of the NPMANOVA in

Table 7.

Source % variance % cummulative explained variance explained Deposition 26.61 26.61 Site 18.45 45.06 Year 1.92 46.98 Season 1.72 48.70 Precipitation 0.84 49.57

3.4.b. Effects of Deposition

CAP analyses (Table 14) showed that communities from High depositional sites were

consistently clear and differentiable from communities in Medium or Low depositional

environments (allocation success = 100%, Fig. 24). However, communities from Medium or

Low depositional sites were less distinct (64% and 81% allocation success, respectively). In

contrast, when we examine the different depositional classifications over the two years of

sampling, the High and Low depositional sites were the most variable, while from sampling

time 5-10 the Medium depositional sites were highly similar (Fig. 25). The six taxa that

showed the strongest correlations (|r| > 0.6) with the first canonical axis corresponding to

depositional differences are shown graphically in Fig. 26. High depositional sites showed the

greatest denisities of Nereid/Nicon polychaetes, Cossura coasta and Capitella sp. plus

Notomastus sp. plus Oligochaetes. Medium deposition sites were characterised by high

densities of cockles Austrovenus stutchburyi and the orbinid polychaete Scoloplos cylindifer.

Low deposition sites showed the highest densities of the anemone Anthopleura sp.

Table 14. Results of CAP analyses examining effects of Deposition within each combination of Year and

Deposition. m = the number of principal coordinate (PCO) axes used in the CAP procedure, %Var = the

percentage of the total variation explained by the first m PCO axes, Allocation success = the percentage of

points correctly allocated into each group, 21δ and 2

2δ are the first two squared canonical correlations. P-

values were obtained using 4999 random permutations.

Allocation success (%) m %Var H M L Total 2

1δ 22δ P

2001 – 2003 Data 11 93.7 100 64 81 82 0.838 0.256 0.001

Page 30: Blue = Puhoi sites A-J Black = Okura sites A-J Red = Orewa ...€¦ · sdGS1 is not shown due to their small arrow length, i.e. eigenv alues less than 0.2 on both axes. The axes values

Eco

logi

cal M

onito

ring

of t

he O

kura

Est

uary

200

2-20

03

T

P 2

16

69

Fig

. 24

. N

on

-met

ric

MD

S p

lot

(lef

t-h

and

sid

e) a

nd

CA

P p

lot

(rig

ht-

han

d s

ide)

sh

ow

ing

th

e ef

fect

s o

f D

epo

siti

on

fo

r al

l ti

mes

of

sam

plin

g a

cro

ss b

oth

yea

rs (

2001

-200

2 an

d 2

002-

2003

).

An

alys

es w

ere

bas

ed o

n B

ray-

Cu

rtis

dis

sim

ilari

ties

of

44 v

aria

ble

s th

at w

ere

tran

sfo

rmed

to

ln(y

+ 1

). E

ach

po

int

rep

rese

nts

po

ole

d in

form

atio

n f

rom

n =

5 c

ore

s

Hig

hLo

wM

ediu

m

Stre

ss: 0

.17

a) M

DS

Plo

t

Axi

s 1δ

2 1= 0

.838

-0.1

5-0

.10

-0.0

50.

000.

050.

100.

15

Axis 2 δ2

2 = 0.256

-0.1

5

-0.1

0

-0.0

5

0.00

0.05

0.10

0.15

b) C

AP

Plo

t

Hig

hLo

wM

ediu

m

Hig

hLo

wM

ediu

m

Stre

ss: 0

.17

a) M

DS

Plo

t

Axi

s 1δ

2 1= 0

.838

-0.1

5-0

.10

-0.0

50.

000.

050.

100.

15

Axis 2 δ2

2 = 0.256

-0.1

5

-0.1

0

-0.0

5

0.00

0.05

0.10

0.15

b) C

AP

Plo

t

Page 31: Blue = Puhoi sites A-J Black = Okura sites A-J Red = Orewa ...€¦ · sdGS1 is not shown due to their small arrow length, i.e. eigenv alues less than 0.2 on both axes. The axes values

Ecological Monitoring of the Okura Estuary 2002-2003 TP 216 70

Fig. 25. MDS plot of effects of Deposition (High, Medium or Low), Time (all sampling times in years 2001-

2003) and Precipitation (Rain or Dry). The coloured lines join points from the same Deposition status in order

of time, the R and D indicate Rain and Dry samplings respectively. Distances between points represent Bray-

Curtis dissimilarities on summed abundances from the 5 cores x 3 sites for each combination of the above

factors for 44 taxa, transformed to ln(y + 1).

Black = High DepositionRed = Medium DepositionBlue = Low Deposition

Stress: 0.11

-2 -1 0 1 2

-1

0

1

R

R

R

D

D

D

D

D

D

R R

R

DDDR R

R

D

D

D

R

R

R

R

R

R

DD

D

Black = High DepositionRed = Medium DepositionBlue = Low Deposition

Black = High DepositionRed = Medium DepositionBlue = Low Deposition

Stress: 0.11

-2 -1 0 1 2

-1

0

1

R

R

R

D

D

D

D

D

D

R R

R

DDDR R

R

D

D

D

R

R

R

R

R

R

DD

D

-2 -1 0 1 2

-1

0

1

R

R

R

D

D

D

D

D

D

R R

R

DDDR R

R

D

D

D

R

R

R

R

R

R

DD

D

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Ecological Monitoring of the Okura Estuary 2002-2003 TP 216 71

Fig. 26. Boxplots of densities of individual taxa for all sampling times from 2001-2003 in High, Medium or Low

depositional sites. There were 120 cores within each all group.

3.4.c. Effects of Rainfall

CAP analyses (Table 15, Fig. 27) showed that there was a statistically significant difference

between assemblages sampled after rain compared to those sampled after dry periods in

both years. The taxa that showed the strongest correlations with the difference between

Rain and Dry samplings showed differences in different directions in different years. The

Capitellids, Oligochates and Notomastus complex had an average density of 14.3 per core at

dry samplings and 8.7 per core in rain samplings in 2001-2002. In 2002–2003 this pattern was

Scoloplos cylindifer

High Medium Low

Den

sitie

s pe

r cor

e

0

20

40

60

80

100

120

Austrovenus stutchburyi

High Medium Low

Den

sitie

s pe

r cor

e

0

20

40

60

80

100

120

Nereid/Nicon complex

High Medium Low

Den

sitie

s pe

r cor

e

0

20

40

60

80

100

120

Cossura coasta

High Medium Low

Den

sitie

s pe

r cor

e

0

20

40

60

80

100

120

Anthopleura spp.

High Medium Low

Den

sitie

s pe

r cor

e

0

20

40

60

80

100

120

Capitella sp. and Notomastus sp. and Oligochaetes

High Medium Low

Den

sitie

s pe

r cor

e

0

20

40

60

80

100

120

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Ecological Monitoring of the Okura Estuary 2002-2003 TP 216 72

reversed with these taxa having average densities of 20.5 per core at dry samplings and 14.3

per core in rain samplings. The next largest difference for a single taxon between rain and dry

samplings was in the 2002-2003 year where polychaetes of the genus Psuedopolydora were

more numerous in dry samplings (average density of 4.0) than in rain samplings (average

density of 0.9). No other species showed average density differences as large as 1.5

individuals per core between rain and dry samplings.

Table 15. Results of CAP analyses examining effects of Precipitation within each year. m = the number of

principal coordinate (PCO) axes used in the CAP procedure, %Var = the percentage of the total variation

explained by the first m PCO axes, Allocation success = the percentage of points correctly allocated into each

group, 21δ and 2

2δ are the first two squared canonical correlations. P-values were obtained using 4999

random permutations.

Allocation success (%) Year x Deposition m %Var Dry Rain Total 2

1δ P 2001-2 9 89.7 73 58 66 0.168 0.001 2002-2 7 84.6 68 60 64 0.115 0.006

3.4.d. Long term patterns for Okura

Multivariate control charts for all 36 months of monitoring in Okura estuary to date, from April

2000 to April 2003, are shown in Fig. 28. Control charts emphasizing sudden changes in

assemblages (i.e. the (t – 1) charts on the right-hand side of Fig. 28) showed that sharp

changes in assemblage structure (above the 95% confidence bound) appeared more

frequently at Low depositional sites than at Medium or High depositional sites. The tendency

of most sites to return to below the 95% confidence bound indicated that such changes to

assemblage structure were transitory. Control charts designed to detect cumulative change

(i.e. the t = 1 charts on the left-hand side of Fig. 28) suggested a gradual change in

assemblage structure may be occurring at the Low and Medium depositional sites, but not at

the High depositional sites. At this stage, however, deviations have not exceeded the 95%

upper bound. Ongoing monitoring will be needed to allow future reassessment of any further

directional changes of assemblages at Okura.

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-0.1

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-0.0

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-0.0

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2001

-200

2

2002

-200

3

Dry

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.12

-0.1

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-0.0

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Ecological Monitoring of the Okura Estuary 2002-2003 TP 216 74

Fig. 28. Control Charts for the different deposition environments at Okura estuary. The analysis was done on

principal coordinate axes obtained from Bray-Curtis dissimilarities of ln(y + 1) transformed species counts.

The heading t=1 refers to control charts where the deviation is calculated from the first sampling time only;

these charts will tend to emphasise trends over time in assemblage . The heading t-1 refers to control charts

where the deviation is calculated from the all samplings up until the sampling in question; these charts will

tend to sudden changes in assemblage structure (Anderson and Thompson 2003). C.I. = Confidence Intervals.

Medium

High

Low

Criterion = distance from previous (t-1) observations

0 0 4 8 8 17 18 19 20 22 23 28 30 35 360.0

0.1

0.2

0.3

0.4

0.5

0.6

0.70.8

0.9

0 0 4 8 8 17 18 19 20 22 23 28 30 35 360.0

0.1

0.2

0.3

0.4

0.5

0.6

0.7

0.80.9

0 4 8 8 17 18 19 20 22 23 28 30 35 360.1

0.2

0.3

0.4

0.5

0.6

0.7

0.8

0.9

Site ESite G

0 4 8 8 17 18 19 20 22 23 28 30 35 360.1

0.2

0.3

0.4

0.5

0.6

0.7

0.8

0.9

Site BSite ISite J

Site ASite CSite F

Months after monitoring start

0 0 4 8 8 17 18 19 20 22 23 28 30 35 360.0

0.1

0.2

0.3

0.4

0.5

0.6

0.7

0.8

0.9

Median95%.

Median95%

Median95%

0

0

Month after monitoring started

0 4 8 8 17 18 19 20 22 23 28 30 35 360.1

0.20.3

0.4

0.5

0.6

0.7

0.8

0.9

0

Criterion = distance from first (t=1) observations

Dis

sim

ilarit

yD

issi

mila

rity

Dis

sim

ilarit

y

Medium

High

Low

Criterion = distance from previous (t-1) observations

0 0 4 8 8 17 18 19 20 22 23 28 30 35 360.0

0.1

0.2

0.3

0.4

0.5

0.6

0.70.8

0.9

0 0 4 8 8 17 18 19 20 22 23 28 30 35 360.0

0.1

0.2

0.3

0.4

0.5

0.6

0.7

0.80.9

0 4 8 8 17 18 19 20 22 23 28 30 35 360.1

0.2

0.3

0.4

0.5

0.6

0.7

0.8

0.9

Site ESite G

0 4 8 8 17 18 19 20 22 23 28 30 35 360.1

0.2

0.3

0.4

0.5

0.6

0.7

0.8

0.9

Site BSite ISite J

Site ASite CSite F

Months after monitoring start

0 0 4 8 8 17 18 19 20 22 23 28 30 35 360.0

0.1

0.2

0.3

0.4

0.5

0.6

0.7

0.8

0.9

Median95%.

Median95%

Median95%

0

0

Month after monitoring started

0 4 8 8 17 18 19 20 22 23 28 30 35 360.1

0.20.3

0.4

0.5

0.6

0.7

0.8

0.9

0

Criterion = distance from first (t=1) observations

Dis

sim

ilarit

yD

issi

mila

rity

Dis

sim

ilarit

y

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Ecological Monitoring of the Okura Estuary 2002-2003 TP 216 75

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Ecological Monitoring of the Okura Estuary 2002-2003 TP 216 76

4. DISCUSSION

Sampling of biota in the Okura estuary has been ongoing for 3 years by Auckland Uniservices

under the Okura Estuary monitoring programme. In 2000 – 2001 the sampling characterized

the benthic infuanal assemblages (Anderson et al. 2001). In 2001 – 2002 the sampling again

characterized the assemblages, but also linked the benthic assemblages to the

environmental characteristics (particularly measures of ambient and deposited sediment) in

the Okura estuary. This year the sampling has again encompassed these first two goals, but

also expanded to try and place Okura estuary in a regional context so that impacts upon the

whole estuary can be detected in the future.

The discussion will focus first upon the questions that relate to all 5 estuaries, where we

have gathered one years worth of information. Questions relating to differential impacts

within Okura estuary (where we have greater than one years information) will then be

addressed.

Okura estuary is intermediate to the extremes measured in the other four estuaries in terms

of ambient sediment grain size, quantity of trapped sediment, the grain size of trapped

sediment and bed height change. This dataset therefore makes it possible to see a larger

gradient in environmental factors than is seen in just the Okura estuary. For example, sites H,

I and J at Maungamaungaroa show highly similar community types (Fig. 12), high rates of

fine sediment deposition and a high percentage of fine sediments in the bed. If more fine

sediments become present in Okura estuary the assemblage at sites H, I and J at Okura may

become more similar to sites H, I and J at Maungamaungaroa. In this data set there are also

sites of similar characteristics to Okura sites i.e. Okura site D and Waiwera site F, Okura site

H and Puhoi site I (see Fig 12) which allow strong statements to be made regarding estuarine

specific impacts. For example, if all Okura sites change in terms of environmental

characteristics and assemblages but the highly environmentally similar sites at other

estuaries do not change then we have strong evidence linking change in Okura estuary to

something happening in that catchment as opposed to in that region.

A gradient of environmental factors was seen across all estuaries. Three classes of sites

could be defined that correlated to high, medium and low-energy environments. Three

corresponding assemblage types could be defined from the assemblage data. Communities

in the most energetic environments were charcterised by high counts of Paphies spp., and

the crustaceans Waitangi sp. and Colorustylis lemurum. The least hydrodynamically active

sites were characterised by high counts of polychaetes, particularly the Nereid/Nicon

complex, and Capitellids and Oligocaheates. The intermediate communities in terms of

environmental variables show high counts of the cockle Austrovenus stuchburyi, and the

polychaetes Notomastus sp. and Prionospio sp and more taxa then either biological

community at the hydrodynamic extremes. This classification scheme allows Okura to be

placed into context as an estuary with medium to low-energy hydrodynamic sites. It also

allows new sites to be placed along this gradient due to their environmental characteristics,

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Ecological Monitoring of the Okura Estuary 2002-2003 TP 216 77

which aids in comparing this work to other studies. For example, the study of Hewitt et al.

(2003) showed that areas that are more hydrodynamically active will recolonise more quickly

from disturbances. The classification of low-energy sites used in this study therefore shows

us sites more likely to exhibit slow colonisation following disturbance, e.g., sedimentation.

The variation that was estuarine specific was small compared to the amount that could be

explained by environmental factors. Consideration of greater than one estuary meant that a

lower proportion of assemblage variation could be explained in this report (71% last year just

for Okura estuary Anderson et al. (2002), compared to 46 % in this report for 5 estuaries)

than in the previous report. The decrease in variation explained in this year compared to the

previous year is predictable given the greater range of factors likely to be influencing

assemblage structure when more estuaries are sampled. The environmental factors most

strongly correlated with assemblage differences were the average amount and variation in

the finer grain sizes of both the ambient and trapped sediments (GS1, GS2, TGS1, TGS2,

sdGS1, sdGS2, sdTGS1 and sdTGS2). This pattern was highly consistent between times due

to the relatively small impact of temporal factors when compared to spatial factors (Table 13).

Approximately 3.5% of the 46% of variation explained this year was attributable to estuarine

specific factors. The small estuarine specific component of variation meant that biological

communities appeared to respond to environmental factors relatively consistently across the

region.

Temporal effects were small compared to spatial effects, over all estuaries, however

significant spatial effects were still observed (Table 10). Temporal effects were examined

across all estuaries within the three different assemblage groupings in order to better detect

these more subtle effects. The assemblages at “low-energy sites” showed the most

significant temporal effects, showing both effects of Season and Precipitation, whereas the

assemblages at high-energy sites showed no significant temporal effects. Intermediate-

energy sites showed fewer significant temporal effects than low-energy sites and more

significant temporal effects than high-energy sites. Temporal affects were mainly associated

small differences between rare species (>1 on average per site) in different seasons or in rain

versus dry samplings. This low temporal variation means a relatively stable baseline exists

which we can then compare impacts against.

The longer time-series of data from the Okura estuary allowed us to examine the consistency

of effects in Okura over time. The order of strength of effect from strongest to weakest was

deposition, site, year, season and precipitation. Spatial effects (deposition and site) were

much stronger than temporal effects (year, season and precipitation). The strength of

depositional effects and precipitation effects are similar in this report as seen in previous

years. Depositional effects accounted for between 20.6 and 22.4 percent of the variation in

the assemblage data previously (Anderson et al. 2001b, 2002), in this report they account for

26.6 percent of the variation. Precipitation effects accounted for 0.5% of the variation in the

assemblage data previously (Anderson et al. 2002) in this report they account for 0.8 percent

of the variation. Percentages of variation explained by the different factors were calculated

from Sums of Squares in NPMANOVA tables in the respective reports.

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Ecological Monitoring of the Okura Estuary 2002-2003 TP 216 78

This report confirmed the finding of Anderson et al. (2002) that the depositional classification

of Cooper et. al. (1999) was still relevant in terms of classifying benthic communities in the

Okura estuary. High deposition sites showed the greatest denisities of the polychaetes:

Nereid/Nicon complex, Cossura coasta and Capitella sp. plus Notomastus sp. plus

Oligochaetes. Medium deposition sites were characterised by high densities of cockles

Austrovenus stutchburyi and the orbinid polychaete Scoloplos cylindifer. Low deposition sites

showed the highest densities of the anemone Anthopleura sp. The depositional effects are

relatively consistent in terms of which taxa characterise High Medium and Low Depositional

sites within Okura estuary. In all three monitored years 2000-2001, 2001-2002 and 2002-2003

capitellid polychaetes and have been more numerous in High deposition areas than Medium

or Low depositional areas. Whilst Medium and Low depositional areas have been

characterised by higher numbers of bivalves, most particularly the cockle Austrovenus

stutchburyi. Rarer taxa have been reported as characteristic of these environments in

different reports, however the capitellids and the cockle have consistently been present in

high densities and characteristic of these depositional environments across all years

sampled. By contrast the taxa correlated with the weaker precipitation effects differed

between last years sampling (Anderson et al. 2002b) and the present report. In the present

report the polychaetes of the capitellid family and the Psuedopolydora complex were more

numerous in dry samplings. In 2001-2002 (Anderson et al. 2002b) the bivalve Nucula

hartvigiana was more numerous in dry samplings.

Assessing trends over years in entire communities is difficult given seasonal trends and only

three years data. When these separate depositional communities (High, Medium and Low

deposition) are tracked over time (2000 – 2003) we can, however, start to get an idea of how

each community is changing. High and Low deposition communities appeared to be

changing in a similar direction in contrast to Medium deposition sites, which appeared to be

more stable. Ongoing monitoring is needed to extend this time series so that assertions

about trends in community structure can be made more strongly. Sharp changes in

community structure were seen in all depositional environments, however these effects

appear transitory, with communities usually returning to a more ‘normal’ composition at the

following sampling. These sharp changes in community structure did not appear related to

any of our monitored environmental parameters, including rainfall events.

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Ecological Monitoring of the Okura Estuary 2002-2003 TP 216 79

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Ecological Monitoring of the Okura Estuary 2002-2003 TP 216 80

5. REFERENCES Anderson, M.J. 2001a. A new method for non-parametric multivariate analysis of variance.

Austral Ecology 26, 32-46.

Anderson, M.J. 2001b. Permutation tests for univariate or multivariate analysis of variance and regression. Canadian Journal of Fisheries and Aquatic Sciences 58, 626-639.

Anderson, M.J. and Clements, A.M. 2000. Resolving environmental disputes: a statistical method for choosing among competing cluster models. Ecological Applications 10, 1341-1355.

Anderson, M.J. and Robinson, J. 2003. Generalized discriminant analysis based on distances. Australian & New Zealand Journal of Statistics 45, 301-318.

Anderson, M.J. and ter Braak, C.J.F. 2003. Permutation tests for multi-factorial analysis of variance. Journal of Statistical Computation and Simulation 73, 85-113.

Anderson, M.J. and Thompson, A.A. in review. Multivariate control charts for ecological and environmental monitoring. Ecological Applications.

Anderson, M.J. and Willis, T.J. 2003. Canonical analysis of principal coordinates: a useful method of constrained ordination for ecology. Ecology 84, 511-525.

Anderson, M.J., Saunders, J.E. and Creese, R.G. 2001a. Ecological monitoring of the Okura Estuary. Report 1: Results of a Pilot Study. Report prepared for the Auckland Regional Council (ARC). Department of Statistics and School of Environmental and Marine Science, University of Auckland.

Anderson, M.J., Saunders, J.E., Donovan, C.R., Mackenzie, M.L. 2001b. Ecological monitoring of the Okura Estuary. Report 2: Final report for the year 2001-2002. Report prepared for the Auckland Regional Council (ARC). Department of Statistics and School of Environmental and Marine Science, University of Auckland.

Anderson, M.J., Ford, R.B., Honeywill, C. and Feary, D.A. 2002. Ecological monitoring of the Okura Estuary. Report 3: Final report for the year 2001-2002. Report prepared for the Auckland Regional Council (ARC). Department of Statistics and Leigh Marine Laboratory, University of Auckland.

Belbin, L. and McDonald, C. 1993. Comparing three classification strategies for use in ecology. Journal of Vegetation Science 4, 341-348.

Benedetti-Cecchi, L., Pannacciulli, F., Bulleri, F., Moschella, P. S., Airoldi, L., Relini, G. and Cinelli, F. 2001. Predicting the consequences of anthropogenic disturbance: large-scale effects of loss of canopy algae on rocky shores. Marine Ecology Progress Series 214, 137-150.

Clarke, K.R. 1993. Nonparametric multivariate analyses of changes in community structure. Australian Journal of Ecology 18, 117-143.

Clarke, K.R. and Gorley, R.N. 2001. PRIMER version 5: User Manual/Tutorial. PRIMER-E: Plymouth, United Kingdom.

Clifton, H.E. 1969. Beach lamination: Nature and Origin. Marine Geology 7, 553-559.

Cooper, A.B., Green, M.O., Norkko, A., Oldman, J.W., Stroud, M.J. and Thrush, S.F. 1999. Assessment of sediment impacts on Okura estuary associated with catchment development: Synthesis. NIWA Client Report No. ARC90241/2. National Institute of Water and Atmospheric Research, Hamilton, New Zealand.

Davison, A.C. and Hinkley, D.V. 1997. Bootstrap methods and their application. Cambridge University Press, Cambridge, United Kingdom.

Page 42: Blue = Puhoi sites A-J Black = Okura sites A-J Red = Orewa ...€¦ · sdGS1 is not shown due to their small arrow length, i.e. eigenv alues less than 0.2 on both axes. The axes values

Ecological Monitoring of the Okura Estuary 2002-2003 TP 216 81

Dyer, K.R. 1986. Coastal and estuarine sediment dynamics. Chichester, Wiley-Interscience, New York, USA.

Edgar, G. and Barrett, N. 2000. Effects of catchment activities on macrofaunal assemblages in Tasmanian estuaries. Estuarine Coastal & Shelf Science 50, 639-654.

Efron, B. and Tibshirani, R.J. 1993. An introduction to the bootstrap. Chapman and Hall, New York, USA.

Ford, R. B., C. Honeywill, P. Brown, L. Peacock (2003). Review of sampling and analysis methodologies used in ARC benthic ecology programmes and reccomendations on rationalisation, Auckland Uniservices Publication: 27.

GESAMP 1990. Joint group of experts on the scientific aspects of marine pollution: the state of the environment. Blackwell Scientific Publications, Oxford, England.

Green, M.O. and Oldman, J.W. 1999. Deposition of flood-borne sediment in Okura estuary. NIWA Client Report No. ARC90242. National Institute of Water and Atmospheric Research, Hamilton, New Zealand.

Greenwood, B. and Hale, P.B. 1980. Depth of activity, sediment flux, and morphological change in a barred nearshore environment. in McCann, S.B., editor, The Coastline of Canada, Geological Survey of Canada, Ottawa. 80–10; 89-109.

Griffiths, G. 1981. Some suspended sediment yields from South Island catchments, New Zealand. Water Resources Bulletin 17: 662-671.

Griffiths, G. 1982. Spatial and temporal variability in suspended sediment yields of North Island basins, New Zealand. Water Resources Bulletin 18: 575-583.

Griffiths, G. (1990). Water Resources. Climate Changes impacts on New Zealand - implications for the environment, economy, and society. Wellington, New Zealand, Ministry for the Environment: 38-43.

Hicks, D. M. 1990. Suspended sediment yields from pasture and exotic forest basins. New Zealand Hydrological Symposium, Taupo.

Hicks, D.M. and Griffiths, G. 1992. Sediment load. Pages 229-248 in Mosley, M., editor. Waters of New Zealand. Caxton Press, Christchurch, New Zealand.

Hewitt, J.E., Cummings, V.J. and Norkko, A. 1998. Monitoring of Okura estuary for biological effects of road construction December 1997-July 1998. NIWA Client Report No. ARC80231. National Institute of Water and Atmospheric Research, Hamilton, New Zealand.

Hewitt, J.E., Cummings, V.J., Ellis, J.I., Funnell, G., Norkko, A., Talley, T.S., and Thrush, S.F. 2003. The role of waves in the colonization of terrestrial sediments deposited in the marine environment. Journal of Experimental Marine Biology and Ecology 290, 19-47.

Honeywill, C., R. B. Ford, R. Babcock. 2002. Long Bay - Okura Marine Reserve ecological baseline summary report. Auckland, Auckland Uniservises Report Prepared for the North Shore City Council: 41.

Ihaka, R. and Gentleman, R. 1996. R: A language for data analysis and graphics. Journal of Computational and Graphical Statistics 5, 299-314.

Kruskal, J.B. and Wish, M. 1978. Multidimensional scaling. Sage Publications, Beverly Hills, California, USA.

Legendre, P. and Anderson, M.J. 1999. Distance-based redundancy analysis: testing multispecies responses in multifactorial ecological experiments. Ecological Monographs 69, 1-24.

Legendre, P. and Legendre, L. 1998. Numerical ecology, 2nd English edition. Elsevier Science, Amsterdam.

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Ecological Monitoring of the Okura Estuary 2002-2003 TP 216 82

MacQueen, J. 1967. Some methods for classification and analysis of multivariate observations. Pages 281-279 in Le Cam, L.M. and Neyman, J., editors. Proceedings of the Fifth Berkeley Symposium on Mathematical Statistics and Probability, Volume 1. University of California Press, Berkeley, California, USA.

McArdle, B.H. and Anderson, M.J. 2001. Fitting multivariate models to community data: a comment on distance-based redundancy analysis. Ecology 82, 290-297.

Milligan, G.W. 1996. Clustering validation: results and implications for applied analyses. Pages 341-375 in Arabie, P., Hubert, L.J. and De Soete, G., editors. Clustering and classification. World Scientific Publishers, River Edge, New Jersey, USA.

Montgomery, D.C. 1996. Introduction to statistical quality control, 3rd edition. John Wiley and Sons, New York, New York, USA.

Morrisey, D.J., Turner, S.J., Mills, G.N., Williamson, R.B. and Wise, B.E. 2003. Factors affecting the distribution of benthic macrofauna in estuaries contaminated by urban runoff. Marine Environmental Research 55, 113-136.

Norkko, A., Thrush, S.F., Hewitt, J.E., Norkko, J.T., Cummings, V.J., Ellis, J.I., Funnell, G.A. and Schultz, D. 1999. Ecological effects of sediment deposition in Okura estuary. NIWA Client Report No. ARC90243. National Institute of Water and Atmospheric Research, Hamilton, New Zealand.

Saunders, J. and Creese, R.G. 2000. Baseline monitoring of the Long Bay – Okura marine reserve. Contract Report for the Department of Conservation. Leigh Marine Laboratory, University of Auckland, New Zealand.

Shewhart, W.A. 1931. Economic control of quality control. Reinhold, Princeton, New Jersey, USA.

Stroud, M.J. and Cooper, A.B. 2000. Assessment of sediment impacts on Okura estuary associated with catchment development: effects of sediment controls on Scenario 1. NIWA Client Report No. ARC00261. National Institute of Water and Atmospheric Research, Hamilton, New Zealand.

Stroud, M.J., Cooper, A.B., Bottcher, A.B., Hiscock, J.G. and Pickering, N.B. 1999. Sediment runoff from the catchment of Okura estuary. NIWA Client Report No. ARC90241/1. National Institute of Water and Atmospheric Research, Hamilton, New Zealand.

Swales, A., Ovenden, R., Hawken, J., Stroud, M. and MacDonald, I. 1999. Monitoring of Okura estuary for physical effects of motorway construction December 1997 - July 1998. NIWA Client Report No. ARC80231. National Institute of Water and Atmospheric Research, Hamilton, New Zealand.

ter Braak, C.J.F. 1995. Ordination. Pages 91-173 in Jongman, R.H.G., ter Braak, C.J.F. and van Tongeren, O.F.R, editors. Data analysis in community and landscape ecology, 2nd edition. Cambridge University Press, Cambridge, United Kingdom.

Underwood, A.J. 1991. Beyond BACI: Experimental designs for detecting human environmental impacts on temporal variations in natural populations. Australian Journal of Marine and Freshwater Research 42, 569-587.

Underwood, A.J. 1992. Beyond BACI: the detection of environmental impacts on populations in the real, but variable, world. Journal of Experimental Marine Biology and Ecology 161, 145-178.

Underwood, A.J. 1994. On Beyond BACI: Sampling designs that might reliably detect environmental disturbances. Ecological Applications 4, 1-5.

USEPA (1973). Methods for identifying and evaluating the nature and extent of nonpoint sources of pollution, US Environmental Protection Agency: 261.

Wald, A. 1947. Sequential analysis. John Wiley and Sons, New York, New York, USA.

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Ecological Monitoring of the Okura Estuary 2002-2003 TP 216 83

Wetherill, G.B. 1975. Sequential methods in statistics. Chapman and Hall, London, United Kingdom.

White, J. 1990. The use of sediment traps in high-energy environments. Marine Geophysical Researches 12, 145-152.

Page 45: Blue = Puhoi sites A-J Black = Okura sites A-J Red = Orewa ...€¦ · sdGS1 is not shown due to their small arrow length, i.e. eigenv alues less than 0.2 on both axes. The axes values

Eco

logi

cal M

onito

ring

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kura

Est

uary

200

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03

T

P 2

16

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Appe

ndix

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lobal

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ioning

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tem

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) coo

rdina

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s

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coo

rdin

ates

are

giv

en in

the

fol

low

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form

at: C

ompa

ss d

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ion(

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th (S

) or

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t (E

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174

), m

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). P

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utes

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99).

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174

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36 3

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E

174

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6 S

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174

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0 G

S

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174

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174

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174

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E

174

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S

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174

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E

174

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174

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J

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94

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4 56

.79

Page 46: Blue = Puhoi sites A-J Black = Okura sites A-J Red = Orewa ...€¦ · sdGS1 is not shown due to their small arrow length, i.e. eigenv alues less than 0.2 on both axes. The axes values

Eco

logi

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Est

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200

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03

T

P 2

16

85

Appe

ndix

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Page 47: Blue = Puhoi sites A-J Black = Okura sites A-J Red = Orewa ...€¦ · sdGS1 is not shown due to their small arrow length, i.e. eigenv alues less than 0.2 on both axes. The axes values

Eco

logi

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onito

ring

of t

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kura

Est

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200

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03

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P 2

16

86

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sh

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ces

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sect

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Page 48: Blue = Puhoi sites A-J Black = Okura sites A-J Red = Orewa ...€¦ · sdGS1 is not shown due to their small arrow length, i.e. eigenv alues less than 0.2 on both axes. The axes values

Ecological Monitoring of the Okura Estuary 2002-2003 TP 216 87

Appendix. C. Mean percentage of ambient sediments of different grain sizes for April 2003

Appendix. C. Mean (+S.E., n=6) percentage of ambient sediments of different grain sizes for the April 2003

sampling of all sites in all estuaries.

Maungamaungaroa

siteA B C D E F G H I J

0

20

40

60

80

100 Maungamaungaroa

siteA B C D E F G H I J

0

20

40

60

80

100

<63um 63 - 125um 125 - 250um 250 - 500um >500um

Okura

0

20

40

60

80

100

<63um 63 - 125um 125 - 250um 250 - 500um >500um

Okura

0

20

40

60

80

100

Orewa

0

20

40

60

80

100 Orewa

0

20

40

60

80

100

Puhoi

0

20

40

60

80

100 Puhoi

0

20

40

60

80

100

Waiwera

Perc

enta

ge(b

y w

eigh

t) of

sed

imen

t fra

ctio

n

0

20

40

60

80

100

Page 49: Blue = Puhoi sites A-J Black = Okura sites A-J Red = Orewa ...€¦ · sdGS1 is not shown due to their small arrow length, i.e. eigenv alues less than 0.2 on both axes. The axes values

Eco

logi

cal M

onito

ring

of t

he O

kura

Est

uary

200

2-20

03

T

P 2

16

88

Appe

ndix

D. M

DS pl

ots o

f ass

embl

age d

ata f

rom

Octo

ber 2

002,

Marc

h 200

3 and

Apr

il 20

03

AB

CD

E

FGH

I

JA

B

C

D

E

FG

HI

J

A

B

C

D

E

F

G

H

I

J

A

B

C

D E

F

G

HIJ

AB

C

DE

FG

HI J

Blu

e

=Pu

hois

ites

A-J

Bla

ck=

Oku

ra s

ites

A-J

Red

=

Ore

wa

site

s A-

JPi

nk

=

Mau

ngam

aung

aroa

site

s A

-JG

reen

= W

aiw

era

site

s A

-J

Whi

tetri

angl

es =

Gro

up 1

Blac

k ci

rcle

s

= G

roup

2

Red

squ

ares

=

Gro

up 3

Stre

ss =

0.1

4St

ress

= 0

.14

a) E

stua

ry a

nd D

ista

nce

b) F

auna

l gro

upin

gs

AB

CD

E

FGH

I

JA

B

C

D

E

FG

HI

J

A

B

C

D

E

F

G

H

I

J

A

B

C

D E

F

G

HIJ

AB

C

DE

FG

HI J

Blu

e

=Pu

hois

ites

A-J

Bla

ck=

Oku

ra s

ites

A-J

Red

=

Ore

wa

site

s A-

JPi

nk

=

Mau

ngam

aung

aroa

site

s A

-JG

reen

= W

aiw

era

site

s A

-J

Whi

tetri

angl

es =

Gro

up 1

Blac

k ci

rcle

s

= G

roup

2

Red

squ

ares

=

Gro

up 3

Stre

ss =

0.1

4St

ress

= 0

.14

a) E

stua

ry a

nd D

ista

nce

b) F

auna

l gro

upin

gs

Ap

pen

dix

D1.

MD

S p

lot

of

asse

mb

lag

e d

ata

fro

m O

cto

ber

200

2 sh

ow

ing

a)

estu

ary

and

dis

tan

ce i

nfo

rmat

ion

, b

) fa

un

al g

rou

pin

gs.

Th

e an

alys

es w

ere

bas

ed o

n t

he

Bra

y-C

urt

is

dis

sim

ilari

ty m

easu

re c

alcu

late

d f

rom

ln (

y +

1)-t

ran

sfo

rmed

sp

ecie

s d

ata.

Ob

serv

atio

ns

wer

e p

oo

led

at

the

site

leve

l (n=

5).

Page 50: Blue = Puhoi sites A-J Black = Okura sites A-J Red = Orewa ...€¦ · sdGS1 is not shown due to their small arrow length, i.e. eigenv alues less than 0.2 on both axes. The axes values

Eco

logi

cal M

onito

ring

of t

he O

kura

Est

uary

200

2-20

03

T

P 2

16

89

A

BC

DE

F

GH

IJ

AB

C

D

E

F

GH

IJ

A

B

C

D

E

F

G

H

I

J

A

B

C

D

E

FG

H

IJ A

BC

D

E F

GH

I J

Whi

tetri

angl

es =

Gro

up 1

Blac

k ci

rcle

s

= G

roup

2

Red

squ

ares

=

Gro

up 3

Stre

ss =

0.1

4St

ress

= 0

.14

a) E

stua

ry a

nd D

ista

nce

b) F

auna

l gro

upin

gs

Blu

e

=Pu

hois

ites

A-J

Bla

ck=

Oku

ra s

ites

A-J

Red

=

Ore

wa

site

s A

-JPi

nk

=

Mau

ngam

aung

aroa

site

s A

-JG

reen

= W

aiw

era

site

s A

-J

A

BC

DE

F

GH

IJ

AB

C

D

E

F

GH

IJ

A

B

C

D

E

F

G

H

I

J

A

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C

D

E

FG

H

IJ A

BC

D

E F

GH

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Whi

tetri

angl

es =

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up 1

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k ci

rcle

s

= G

roup

2

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squ

ares

=

Gro

up 3

Stre

ss =

0.1

4St

ress

= 0

.14

a) E

stua

ry a

nd D

ista

nce

b) F

auna

l gro

upin

gs

Blu

e

=Pu

hois

ites

A-J

Bla

ck=

Oku

ra s

ites

A-J

Red

=

Ore

wa

site

s A

-JPi

nk

=

Mau

ngam

aung

aroa

site

s A

-JG

reen

= W

aiw

era

site

s A

-J

Blu

e

=Pu

hois

ites

A-J

Bla

ck=

Oku

ra s

ites

A-J

Red

=

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wa

site

s A

-JPi

nk

=

Mau

ngam

aung

aroa

site

s A

-JG

reen

= W

aiw

era

site

s A

-J

A

pp

end

ix D

2. M

DS

plo

t o

f as

sem

bla

ge

dat

a fr

om

Mar

ch 2

003

sho

win

g a

) es

tuar

y an

d d

ista

nce

in

form

atio

n,

b)

fau

nal

gro

up

ing

s. T

he

anal

yses

wer

e b

ased

on

th

e B

ray-

Cu

rtis

dis

sim

ilari

ty m

easu

re c

alcu

late

d f

rom

ln (

y +

1)-t

ran

sfo

rmed

sp

ecie

s d

ata.

Ob

serv

atio

ns

wer

e p

oo

led

at

the

site

leve

l (n=

5).

Page 51: Blue = Puhoi sites A-J Black = Okura sites A-J Red = Orewa ...€¦ · sdGS1 is not shown due to their small arrow length, i.e. eigenv alues less than 0.2 on both axes. The axes values

Eco

logi

cal M

onito

ring

of t

he O

kura

Est

uary

200

2-20

03

T

P 2

16

90

Ap

pen

dix

D3.

MD

S p

lot

of

asse

mb

lag

e d

ata

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m A

pri

l 200

3 sh

ow

ing

a)

estu

ary

and

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tan

ce in

form

atio

n, b

) fa

un

al g

rou

pin

gs.

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e an

alys

es w

ere

bas

ed o

n t

he

Bra

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urt

is d

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cula

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(y

+ 1)

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ies

dat

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rvat

ion

s w

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ole

d a

t th

e si

te le

vel (

n=5)

.

A

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GH

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C

D

E

F

GH

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A

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D

E

F

G

H

I

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A

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C

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E

FG

H

IJ A

BC

D

E F

GH

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angl

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up 1

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k ci

rcle

s

= G

roup

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squ

ares

=

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up 3

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ss =

0.1

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ress

= 0

.14

a) E

stua

ry a

nd D

ista

nce

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auna

l gro

upin

gs

Blu

e

=Pu

hois

ites

A-J

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ck=

Oku

ra s

ites

A-J

Red

=

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wa

site

s A

-JPi

nk

=

Mau

ngam

aung

aroa

site

s A

-JG

reen

= W

aiw

era

site

s A

-J

A

BC

DE

F

GH

IJ

AB

C

D

E

F

GH

IJ

A

B

C

D

E

F

G

H

I

J

A

B

C

D

E

FG

H

IJ A

BC

D

E F

GH

I J

Whi

tetri

angl

es =

Gro

up 1

Blac

k ci

rcle

s

= G

roup

2

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squ

ares

=

Gro

up 3

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ss =

0.1

4St

ress

= 0

.14

a) E

stua

ry a

nd D

ista

nce

b) F

auna

l gro

upin

gs

Blu

e

=Pu

hois

ites

A-J

Bla

ck=

Oku

ra s

ites

A-J

Red

=

Ore

wa

site

s A

-JPi

nk

=

Mau

ngam

aung

aroa

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-JG

reen

= W

aiw

era

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e

=Pu

hois

ites

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ck=

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ra s

ites

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=

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wa

site

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-JPi

nk

=

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ngam

aung

aroa

site

s A

-JG

reen

= W

aiw

era

site

s A

-J

Page 52: Blue = Puhoi sites A-J Black = Okura sites A-J Red = Orewa ...€¦ · sdGS1 is not shown due to their small arrow length, i.e. eigenv alues less than 0.2 on both axes. The axes values

Eco

logi

cal M

onito

ring

of t

he O

kura

Est

uary

200

2-20

03

T

P 2

16

91

Appe

ndix

E. De

ndro

gram

s for

asse

mblag

e dat

a fro

m Oc

tobe

r 200

2, Ma

rch 2

003 a

nd A

pril

2003

Ap

pen

dix

E1.

Den

dro

gra

m f

or

asse

mb

lag

e d

ata

fro

m O

cto

ber

200

2 o

f al

l si

tes

in a

ll es

tuar

ies.

Th

e an

alys

es w

ere

bas

ed o

n t

he

Bra

y-C

urt

isd

issi

mila

rity

mea

sure

cal

cula

ted

fro

m ln

(y

+

1)-t

ran

sfo

rmed

sp

ecie

s d

ata.

Ob

serv

atio

ns

wer

e p

oo

led

at

the

site

leve

l. S

ites

are

ind

icat

ed b

y a

colo

ure

d l

ette

r, t

he

lett

er i

nd

icat

es t

he

site

wit

hin

an

est

uar

y (A

-J),

th

e co

lou

r re

pre

sen

ts a

n e

stu

ary

Blu

e =

Pu

ho

i, G

reen

= W

aiw

era,

Red

= O

rew

a, B

lack

= O

kura

an

d P

ink

=

Mau

nag

amau

ng

aro

a

Bray-Curtis Similarity 10080604020

D F

HA

D C

CA

DB

I

GG

I J

G H

A

ED

GC

BC

FA

D F

F

E A

BG

EB

BC

H

I F

EJ

I H

J J

JI

E H

Bray-Curtis Similarity 10080604020

D F

HA

D C

CA

DB

I

GG

I J

G H

A

ED

GC

BC

FA

D F

F

E A

BG

EB

BC

H

I F

EJ

I H

J J

JI

E H

10080604020

D F

HA

D C

CA

DB

I

GG

I J

G H

A

ED

GC

BC

FA

D F

F

E A

BG

EB

BC

H

I F

EJ

I H

J J

JI

E H

Page 53: Blue = Puhoi sites A-J Black = Okura sites A-J Red = Orewa ...€¦ · sdGS1 is not shown due to their small arrow length, i.e. eigenv alues less than 0.2 on both axes. The axes values

Eco

logi

cal M

onito

ring

of t

he O

kura

Est

uary

200

2-20

03

T

P 2

16

92

Ap

pen

dix

E2.

Den

dro

gra

m f

or

asse

mb

lag

e d

ata

fro

m M

arch

200

3 o

f al

l sit

es in

all

estu

arie

s. T

he

anal

yses

wer

e b

ased

on

th

e B

ray-

Cu

rtis

dis

sim

ilari

ty m

easu

re c

alcu

late

d f

rom

ln (

y +

1)-

tran

sfo

rmed

sp

ecie

s d

ata.

Ob

serv

atio

ns

wer

e p

oo

led

at

the

site

leve

l. S

ites

are

ind

icat

ed b

y ac

olo

ure

d le

tter

, th

e le

tter

ind

icat

es t

he

site

wit

hin

an

est

uar

y (A

-J),

th

e co

lou

r re

pre

sen

ts a

n

estu

ary

Blu

e =

Pu

ho

i, G

reen

= W

aiw

era,

Red

= O

rew

a, B

lack

= O

kura

an

d P

ink

= M

aun

agam

aun

gar

oa

10080604020

BH

FF

B

I G

H D

G E

J B

IE

EG

F C

A B

D F

IH

EA

BI

J H

JD

I J

G J

CC

GF

HA

DC

AA

C E

D10

080604020

BH

FF

B

I G

H D

G E

J B

IE

EG

F C

A B

D F

IH

EA

BI

J H

JD

I J

G J

CC

GF

HA

DC

AA

C E

D

Bray-Curtis Similarity

Page 54: Blue = Puhoi sites A-J Black = Okura sites A-J Red = Orewa ...€¦ · sdGS1 is not shown due to their small arrow length, i.e. eigenv alues less than 0.2 on both axes. The axes values

Eco

logi

cal M

onito

ring

of t

he O

kura

Est

uary

200

2-20

03

T

P 2

16

93

10080604020

Bray-Curtis similarity

D F

HA

D C

CA

D B

I G

GI

JJ

G H

A E

D G

C B

C F

A D

F F

E A

BG

EB

BC

HI

FE

J I

HJ

J

J I

E H

10080604020

Bray-Curtis similarity

D F

HA

D C

CA

D B

I G

GI

JJ

G H

A E

D G

C B

C F

A D

F F

E A

BG

EB

BC

HI

FE

J I

HJ

J

J I

E H

A

pp

end

ix E

3. D

end

rog

ram

fo

r as

sem

bla

ge

dat

a fr

om

Ap

ril 2

003

of

all s

ites

in a

ll es

tuar

ies.

Th

e an

alys

es w

ere

bas

ed o

n t

he

Bra

y-C

urt

isd

issi

mila

rity

mea

sure

cal

cula

ted

fro

m ln

(y

+ 1)

-

tran

sfo

rmed

sp

ecie

s d

ata.

Ob

serv

atio

ns

wer

e p

oo

led

at

the

site

leve

l. S

ites

are

ind

icat

ed b

y ac

olo

ure

d le

tter

, th

e le

tter

ind

icat

es t

he

site

wit

hin

an

est

uar

y (A

-J),

th

e co

lou

r re

pre

sen

ts a

n

estu

ary

Blu

e =

Pu

ho

i, G

reen

= W

aiw

era,

Red

= O

rew

a, B

lack

= O

kura

an

d P

ink

= M

aun

agam

aun

gar

oa

Page 55: Blue = Puhoi sites A-J Black = Okura sites A-J Red = Orewa ...€¦ · sdGS1 is not shown due to their small arrow length, i.e. eigenv alues less than 0.2 on both axes. The axes values

Ecological Monitoring of the Okura Estuary 2002-2003 TP 216 94

Appendix F. SIMPER Analysis results for assemblage groups from all times

Appendix F.a Similarity scores for individual groups. Analyses were based on Bray-Curtis similarities of taxa

transformed to ln(y + 1).Av. Abund. = Average abundance of the taxa in the specified group, Contrib. =

Percentage contribution of that taxa to the similarity within that group, Cumm. Contrib. = Cummulative

percentage contribution of all taxa up to that point to the similarity within that group.

Group Similarity Taxa Av. Abund. Contrib. Cumm. Contrib.

1 32.75 Capitella sp. + Oligochaetes 17.01 24.73 24.73 Prionospio complex 8.63 13.90 38.63 Nereid/Nicon complex 3.75 10.45 49.08 2 41.61 Austrovenus stutchburyi 22.32 25.03 25.03 Prionospio complex 16.08 15.42 40.45 Notomastus sp. 8.23 8.91 49.36 3 37.55 Paphies australis 46.74 28.15 28.15 Waitangi sp. 18.02 19.59 47.74

Colorustylis lemurum 11.72 17.64 65.38 Appendix F.b Dissimilarity scores between groups. Analyses were based on Bray-Curtis similarities of taxa

transformed to ln(y + 1)Av. Abund. = Average abundance of the taxa in the specified group, Contrib. =

Percentage contribution of that taxa to the dissimilarity between groups, Cumm. Contrib. = Cummulative

percentage contribution of all taxa up to that point to the dissimilarity between groups.

Groups Dissimilarity Taxa Av. Abund. Contrib. Cumm. Contrib.

A B A B 1 2 73.03 Austrovenus stutchburyi 3.20 22.32 8.79 8.79 Prionospio complex 8.63 16.08 6.71 15.51 Capitella sp. + Oligochaetes 17.01 3.82 6.70 22.21 Notomastus sp. 6.99 8.23 5.99 28.20 1 3 85.30 Paphies australis 0.10 46.74 11.28 11.28 Waitangi sp. 0.04 18.02 8.65 19.93 Colorustylis lemurum 0.46 11.72 7.20 27.13 Capitella sp. + Oligochaetes 17.01 1.85 6.97 34.10 Austrovenus stutchburyi 3.20 9.79 5.79 39.89 Prionospio complex 8.63 1.60 5.56 45.46

2 3 Paphies australis 1.89 47.64 8.83 8.83 Waitangi sp. 0.61 18.02 7.06 15.89 Prionospio complex 16.08 1.60 6.70 22.59 Austrovenus stutchburyi 22.32 9.79 6.54 29.12 Colorustylis lemurum 4.04 11.72 5.51 34.63 Notomastus sp. 8.23 0.82 5.07 39.70

Page 56: Blue = Puhoi sites A-J Black = Okura sites A-J Red = Orewa ...€¦ · sdGS1 is not shown due to their small arrow length, i.e. eigenv alues less than 0.2 on both axes. The axes values

Ecological Monitoring of the Okura Estuary 2002-2003 TP 216 95

Appendix G. Distance-based RDA ordinations for October 2002, March 2003 and April 2003.

Appendix G1. Distance-based RDA ordination relating the environmental variables to the 77 taxonomic

variables for the October 2002 sampling. The analysis was done on principal coordinate axes obtained from

Bray-Curtis dissimilarities of ln(y + 1) transformed species counts, with correction method 1 for negative

eigenvalues (see Legendre and Anderson 1999). Observations were pooled at the site level. Sites within

estuaries are indicated by a coloured letter as in revious plots. Names of variables are given in Table 5. The

environmental variables sddep, GS3, TGS4, and sdTGS3 were not shown on the plot as they were highly

correlated (correlation coefficient >0.8) with the variables Avdep, TGS3, sdTGS4, and sdTGS2 respectively.

The axes values in grey relate to the bipolt arrows (also in grey).

-8 -6 -4 -2 0 2 4

-8-6

-4-2

02

4

Axis 1

Axi

s 2

A

B

C

D

E

F

G

H

IJ

A

B

C

D

E

F

G H I

J

A B

C

DE

F

G

HI

J

AB

C

D

EFG

H

I

J

A

B

C

D

E

FG

HI

J

-0.8 -0.6 -0.4 -0.2 0.0 0.2 0.4

-0.8

-0.6

-0.4

-0.2

0.0

0.2

0.4

distAvdep

Avfin

TGS1

TGS2

TGS3

sdTGS1

sdTGS2

sdTGS4

BH

sdBH GS1

GS2

GS4

sdGS1

AchGS2

sdGS3

sdGS4

-8 -6 -4 -2 0 2 4

-8-6

-4-2

02

4

Axis 1

Axi

s 2

A

B

C

D

E

F

G

H

IJ

A

B

C

D

E

F

G H I

J

A B

C

DE

F

G

HI

J

AB

C

D

EFG

H

I

J

A

B

C

D

E

FG

HI

J

-0.8 -0.6 -0.4 -0.2 0.0 0.2 0.4

-0.8

-0.6

-0.4

-0.2

0.0

0.2

0.4

distAvdep

Avfin

TGS1

TGS2

TGS3

sdTGS1

sdTGS2

sdTGS4

BH

sdBH GS1

GS2

GS4

sdGS1

AchGS2

sdGS3

sdGS4

Page 57: Blue = Puhoi sites A-J Black = Okura sites A-J Red = Orewa ...€¦ · sdGS1 is not shown due to their small arrow length, i.e. eigenv alues less than 0.2 on both axes. The axes values

Ecological Monitoring of the Okura Estuary 2002-2003 TP 216 96

Appendix G2. Distance-based RDA ordination relating the environmental variables to the 72 taxonomic

variables for the March 2003 sampling. The analysis was done on principal coordinate axes obtained from

Bray-Curtis dissimilarities of ln(y + 1) transformed species counts, with correction method 1 for negative

eigenvalues (see Legendre and Anderson 1999). Observations were pooled at the site level. Sites within

estuaries are indicated by a coloured letter as in revious plots. Names of variables are given in Table 5. The

environmental variables sddep, GS3, TGS4, and sdTGS3 were not shown on the plot as they were highly

correlated (correlation coefficient >0.8) with the variables Avdep, TGS3, sdTGS4, and sdTGS2 respectively.

The axes values in grey relate to the bipolt arrows (also in grey).

-8 -6 -4 -2 0 2 4

-8-6

-4-2

02

4

Axis 1

Axi

s 2

A

B

C

D

E

F

G

H

IJ

A

B

C

D

E

F

G H I

J

A B

C

DE

F

G

HI

J

AB

C

D

EFG

H

I

J

A

B

C

D

E

FG

HI

J

-0.8 -0.6 -0.4 -0.2 0.0 0.2 0.4

-0.8

-0.6

-0.4

-0.2

0.0

0.2

0.4

distAvdep

Avfin

TGS1

TGS2

TGS3

sdTGS1

sdTGS2

sdTGS4

BH

sdBH GS1

GS2

GS4

sdGS1

AchGS2

sdGS3

sdGS4

-8 -6 -4 -2 0 2 4

-8-6

-4-2

02

4

Axis 1

Axi

s 2

A

B

C

D

E

F

G

H

IJ

A

B

C

D

E

F

G H I

J

A B

C

DE

F

G

HI

J

AB

C

D

EFG

H

I

J

A

B

C

D

E

FG

HI

J

-0.8 -0.6 -0.4 -0.2 0.0 0.2 0.4

-0.8

-0.6

-0.4

-0.2

0.0

0.2

0.4

distAvdep

Avfin

TGS1

TGS2

TGS3

sdTGS1

sdTGS2

sdTGS4

BH

sdBH GS1

GS2

GS4

sdGS1

AchGS2

sdGS3

sdGS4

Page 58: Blue = Puhoi sites A-J Black = Okura sites A-J Red = Orewa ...€¦ · sdGS1 is not shown due to their small arrow length, i.e. eigenv alues less than 0.2 on both axes. The axes values

Ecological Monitoring of the Okura Estuary 2002-2003 TP 216 97

Appendix G3. Distance-based RDA ordination relating the environmental variables to the 78 taxonomic

variables for the April 2003 sampling. The analysis was done on principal coordinate axes obtained from

Bray-Curtis dissimilarities of ln(y + 1) transformed species counts, with correction method 1 for negative

eigenvalues (see Legendre and Anderson 1999). Observations were pooled at the site level. Sites within

estuaries are indicated by a coloured letter as in revious plots. Names of variables are given in Table 5. The

environmental variables sddep, GS3, TGS4, and sdTGS3 were not shown on the plot as they were highly

correlated (correlation coefficient >0.8) with the variables Avdep, TGS3, sdTGS4, and sdTGS2 respectively.

The axes values in grey relate to the bipolt arrows (also in grey).

-8 -6 -4 -2 0 2 4

-8-6

-4-2

02

4

Axis 1

Axi

s 2

A

B

C

D

E

F

G

H

I

J

A

B

C

D

E

F

G H I

J

AB

C

D E

F

GH

I

J

AB

C

D

EFG

H

I

J

A

B

C

DE

FG

HI

J

-0.8 -0.6 -0.4 -0.2 0.0 0.2 0.4

-0.8

-0.6

-0.4

-0.2

0.0

0.2

0.4

distAvdep

AvfinTGS1

TGS2

TGS3

TGS4

sdTGS1

sdTGS2

sdTGS4

BH

sdBH GS1

GS2

GS4

sdGS1

sdGS2

sdGS3

sdGS4

Page 59: Blue = Puhoi sites A-J Black = Okura sites A-J Red = Orewa ...€¦ · sdGS1 is not shown due to their small arrow length, i.e. eigenv alues less than 0.2 on both axes. The axes values

Ecological Monitoring of the Okura Estuary 2002-2003 TP 216 98

Appendix H. Bubble plots for October 2002, March 2003 and April 2003.

Appendix H1. Bubble plots showing the correlation of PCA axis 1 from Figure 13 (environmental data) with

the biological datafrom October 2002. The analysis was done on principal coordinate axes obtained from

Normalised Euclidean environmental data, withcorrection method 1 for negative eigenvalues (see Legendre

and Anderson 1999). Environmental data was normalized thenunderwent a Euclidean dissimilarity measure.

Small bubbles to the left of the plot and large bubbles to the right indicate a strongcorrelation between the

environmental and biological data

Stress: 0.12

Page 60: Blue = Puhoi sites A-J Black = Okura sites A-J Red = Orewa ...€¦ · sdGS1 is not shown due to their small arrow length, i.e. eigenv alues less than 0.2 on both axes. The axes values

Ecological Monitoring of the Okura Estuary 2002-2003 TP 216 99

Appendix H2. Bubble plots showing the correlation of PCA axis 1 from Figure 13 (environmental data) with

the biological datafrom March 2003. The analysis was done on principal coordinate axes obtained from

Normalised Euclidean environmental data, withcorrection method 1 for negative eigenvalues (see Legendre

and Anderson 1999).Environmental data was normalized thenunderwent a Euclidean dissimilarity measure.

Small bubbles to the left of the plot and large bubbles to the right indicate a strongcorrelation between the

environmental and biological data.

Stress: 0.14

Page 61: Blue = Puhoi sites A-J Black = Okura sites A-J Red = Orewa ...€¦ · sdGS1 is not shown due to their small arrow length, i.e. eigenv alues less than 0.2 on both axes. The axes values

Ecological Monitoring of the Okura Estuary 2002-2003 TP 216 100

Appendix H3. Bubble plots showing the correlation of PCA axis 1 from Figure 13. (environmental data) with

the biological data from April 2003. The analysis was done on principal coordinate axes obtained from

Normalised Euclidean environmental data, with correction method 1 for negative eigenvalues (see Legendre

and Anderson 1999). Environmental data was normalized then underwent a Euclidean dissimilarity measure.

Small bubbles to the left of the plot and large bubbles to the right indicate a strong correlation between the

environmental and biological data.

Stress: 0.14