5
NAME OF PROJECT : DESIGN DATA : 1 Full supply discharge of distributory 0.116 Cumec 2 Full supply level of distributory 269.800 m 3 Bed level of distributory 269.460 m 4 Bed width of distributory 0.300 m 5 Average bed level of parent channel 270.440 m 6 F.S.L. of parent channel 271.300 m 7 Safe exit gradient for canal bed material 0.200 8 Lacey's silt factor 0.700 9 270.230 (1) FIXATION OF CREST LEVEL AND WATERWAY : Generally the crest level of the distributory head regulator is kept .3 M higher than Bed level of Distributory. Adopt crest level of the regulator = 270.440 + 0.300 = 270.740 Waterway shall be worked out with the following formula Q = C.B e H e 3/2 Where, h d = 271.300 - 269.800 = 1.500 m H e = 271.300 - 270.740 = 0.560 m h d H e From fig. 6.5,Varshney vol-II, The ratio of modified coefficient to free discharge works out to Cs C Thus the coefficient of discharge = 1.820 X 0.993 = 1.807 (The value of 1.82 is for sharp crest free fall) Substituting the values, B e = 0.154 m Thus clear waterway required = 0.154 m Provide 1 bays of 0.154 m giving a clear water way of 0.154 m Hence O.K. (2) LEVEL AND LENGTH OF DOWNSTREAM FLOOR The discharge and length of waterway is given by, Q= 0.116 Cumec, l = 0.154 m 0.116 Discharge intensity q = --------- = 0.757 cumec/m 0.154 Head loss = u.s. F.S.L. - d.s. F.S.L. = 271.300 - 269.800 = 1.500 m [email protected] 0.993 = 0.800 Average N.S.L. pkn =

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NAME OF PROJECT :

DESIGN DATA :

1 Full supply discharge of distributory 0.116 Cumec

2 Full supply level of distributory 269.800 m

3 Bed level of distributory 269.460 m

4 Bed width of distributory 0.300 m

5 Average bed level of parent channel 270.440 m

6 F.S.L. of parent channel 271.300 m

7 Safe exit gradient for canal bed material 0.200

8 Lacey's silt factor 0.700

9 270.230

(1) FIXATION OF CREST LEVEL AND WATERWAY :

Generally the crest level of the distributory head regulator is kept .3 M higher than Bed level of Distributory.

Adopt crest level of the regulator = 270.440 + 0.300

= 270.740

Waterway shall be worked out with the following formula

Q = C.BeHe3/2

Where,

hd = 271.300 - 269.800 = 1.500 m

He = 271.300 - 270.740 = 0.560 m

hd

He

From fig. 6.5,Varshney vol-II, The ratio of modified coefficient to free discharge works out to

Cs

C

Thus the coefficient of discharge = 1.820 X 0.993

= 1.807

(The value of 1.82 is for sharp crest free fall)

Substituting the values,

Be = 0.154 m

Thus clear waterway required = 0.154 m

Provide 1 bays of 0.154 m giving a clear water way of 0.154 m

Hence O.K.

(2) LEVEL AND LENGTH OF DOWNSTREAM FLOOR

The discharge and length of waterway is given by,

Q= 0.116 Cumec, l = 0.154 m

0.116

Discharge intensity q = --------- = 0.757 cumec/m

0.154

Head loss = u.s. F.S.L. - d.s. F.S.L.

= 271.300 - 269.800

= 1.500 m

[email protected]

0.993

= 0.800

Average N.S.L.

pkn

=

for, q = 0.757 cumec/m and HL = 1.500 m

D/s specific energy Ef2 (from Blench curves) = 1.003 m

Cistern floor level required = D/s F.S.L. - Ef2

= 269.800 - 1.003

= 268.797 m

U/s specific energy , Ef1 = Ef2 + HL

= 1.003 + 1.500

= 2.503 m

from energy of flow curves

Prejump Depth D1 corresponding to Ef1 = 0.111 m

Postjump Depth D2 corresponding to Ef2 = 0.972 m

Length of cistern floor required = 5 (D2 - D1)

4.306 m

The downstream floor may be provided at R.L. 268.797 with a horizontal length

of 5.000 m. (from energy consideration)

(4) Depth of sheet piles from scour considerations :

U/S sheet pile :

As per IS 6531 : 1994, on the upstream side of the head regulator, cut-off should be provided

to the same depth as the cut-off stream of diversion work, if it exists or may be calculated as

below :-

Discharge intensity 'q' = 0.757 cumec/m

Depth of scour 'R' = 1.35{q2/f}

1/3 = 1.263 m

Anticipated scour = 1.25 R = 1.579 m

R.L. of the bottom of scour hole = 271.300 - 1.579

= 269.721 m

269.230

Bottom R.L. of cut off =

= 269.230

D/S sheet pile :

Discharge intensity 'q' = 0.757 cumec/m

Depth of scour 'R' = 1.35{q2/f}

1/3 = 1.263 m

Anticipated scour = 1.5 R = 1.895 m

R.L. of the bottom of scour hole = 269.800 - 1.895

= 267.905 m

yd

2.000

(where yd is water depth im m at d/s ) = 0.670 m

R.L. of the bottom of scour hole = 268.790 m

(by minimum depth consideration) (Min. 1 m below cistern bed) = 267.797 m

Provide sheet pile line down to elevation = 267.797

(5) Total floor length and exit gradient

The floor shall be subjected to the maximum static head when full supply is being maintained in the

upstream for running the parent channel and there is no flow through the distributary head.

Maximum static head = 271.300 - 268.797

= 2.503 m

Depth of d.s. cut off = 269.460 - 267.797

= 1.663 m

Since, H 1

GE = ---- ---------

d

Hence,

1 GE.d

------------- = -------------- = 0.133

H [email protected]

Minimum depth of d/s cutoff below bed level =

Provide U/S cut off depth = 1m minimum

+ 0.500

From Khosla's exit gradient curve a = 10.428

Hence requirement of total floor length b = a.d

= 17.343 m

Adopt total floor length = 18.000 m

Therefore,

length of d/s floor = 2/3 X total impervious length

= 12.000 m

The floor length shall be provided as below:-

Downstream horizontal floor = 12.000 m

D/s glacis length with ( 2.000 :1 slope) = 3.886 m

Crest width = 0.373 m

U/s glacis length with ( 1.000 :1 slope) = 0.300 m

Upstream floor = 3.000 m

Total = 19.560 m

(6) Pressure calculations

Let the floor thickness in the u/s be 0.300 m and near the downstream cutoff

be 0.550 m.

(i) Upstream sheet pile

Let the thickness of sheet pile = 0.500 m

d = 269.460 - 269.230

= 0.230 m

b = 19.560 m

1 d 0.230 ----- = ------ = -------- = 0.012

a b 19.560

From Khosla's Pressure curves

= 43.024

fD= 0.931

fC= 0.903 ; fD-fC = 0.029

Correction for Depth = 0.037 (+ ve)

b' = 18.560

fCcorrected = 0.903 + 0.037

= 0.940

(ii) Downstream sheet pile

d = 269.460 - 267.797

= 1.663 m

b = 19.560 m

1 d 1.663

------ = ------ = --------- = 0.085

a b 19.560

From Khosla's Pressure curves

= 6.401

fE1= 0.259

fD1= 0.180 ; fE1-fD1 = 0.078

Correction for Depth = 0.026 (- ve)

b' = 18.560

fE1corrected = 0.259 - 0.026

= 0.233

Toe of Glacis Pressure =

0.667

(7) Floor thicknessMinimum Thickness of U/S Floor = 0.300

Thickness under the crest = 0.600 m

Thickness under the toe of Glacis = 1.346 m Provide thickness for a distance 3.000 from toe of Glacies 1.35 m

Provided 1.35 m

% Pressure = 0.558

1.127 m

Provide the thickness for a distance 6.000 from toe of Glacies 1.13 m

Provided 1.15 m

% Pressure = 0.450

0.908 m

Provide the thickness for a distance 9.000 from toe of Glacies 0.91 m

Provided 0.95 m

% Pressure = 0.341

0.689

Provide the thickness for a distance 12.000 from toe of Glacies 0.69 m

Provided 0.55

[email protected]

NOT FOR EXECUTION 1 All dimensions in m

2 The drawing is not to the scale

3 The barrels detail is as below

271.30 No. of barrels = 1 No.

Width of each barrel = 0.154 m

D/S F.S.L. 269.80 Clear waterway = 0.154 m

CREST 270.74 M

1 2 :1 d/s glacis

:1 u/s Cistern Level 268.80

0.30 m 0.55

1.35 1.15 0.95

267.80

3.00 0.30 0.37 3.89 3.00 3.00 3.00 3.00

19.6 m

1 Full supply discharge of distributory 0.116 Cumec

2 Full supply level of distributory 269.800 m

3 Bed level of distributory 269.460 m

4 Bed width of distributory 0.300 m

5 Average bed level of parent channel 270.440 m

6 F.S.L. of parent channel 271.300 m

7 Safe exit gradient for canal bed material 0.200

8 Lacey's silt factor 0.700

Data supplied by S.E. Irrigation Circle Sriganganagar vide No.RWSRP/4089/15.10.04

Assumed data are very important for design, if it differs from above,than the design will be reviewed.Submit copy of Test results.

ACCEPTED

A.En Ex.En Director Canal Chief Engineer (North) Chief Engineer

Gates Gates Dn ID&R Irrg Unit Hanumangarh. ID&R Irrg Unit

Jaipur Jaipur

269.23

pkn

U/S F.S.L.

270.44U/S Bed Level

DETERMINATION OF CONJUGATE DEPTH(Refer IS 4997-1968)

HL/DC = 0.231 0.235 0.240 0.244 0.249 0.254 0.259 0.264

D1/DC = 0.6 0.598 0.596 0.594 0.592 0.59 0.588 0.586

HL = 1.50

q = 0.76DC = 0.39

HL/DC = 3.87

D1/DC = 0.29

D1 = 0.11

D2 = 0.97

Ef1 = 2.48

Ef2 = 1.00

0.2

0.3

0.4

0.5

0.6

0.7

D1/D

C

Sequent depth determination