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The 11th International Student Conference at Ibaraki University,
Ibaraki, Japan, December 5-6, 2015
DESIGN OF ZERO RUNOFF SYSTEM AT IPB DRAMAGA CAMPUS,
BOGOR, WEST JAVA ○ Muhammad Ihsan*, Budi Indra Setiawan**, Nora H. Pandjaitan***
*, **, ***Civil and Environmental Engineering Department, Faculty of Agricultural Technology,
Bogor Agricultural University
E-Mail: *[email protected], ** [email protected], ***[email protected]
Keywords: drainage, flood, runoff, water pocket, ZROS
1. Introduction Bogor Agricultural University (IPB) Campus is an
urban area that experienced flooding when heavy
rain occurred, especially at Graha Widya Wisuda
(GWW)’s parking lot, Kamper Street (FEMA), Meranti
Street, and Tanjung Street. The documentation of
flooding in GWW’s parking lot and Kamper Street
are presented in Fig. 1 .The drainage system of IPB
campus is a conventional system. It drain surface
runoff as fast as possible to the outlet. Zero Runoff
System (ZROS) is one of technologies to minimize
runoff using water storage. The advantages of ZROS
are runoff minimization, local aquifer’s recharge, and
damage mitigation on public facilities. This research
aimed to design ZROS at IPB Campus that capable
to minimize surface runoff.
(a) (b)
Fig. 1. Floodings Documentation in: (a) GWW’s parking
lot; and (b) Kamper Street
2. Methods This research was conducted from February to
August 2015. The scope locations of this research
are Graha Widya Wisuda (GWW)’s parking lot,
Kamper Street (FEMA), Meranti Street, and Tanjung
Street. The research methods consist of Water
Catchment Area (WCA) delineation, maximum rain
(R24) analysis, surface runoff and drainage channels
analysis, infiltration rate analysis, and ZROS water
pocket design.
2.1. Water Catchment Area Delineation WCA boundaries were delineated based on
topographical and drainage network system map.
Topographical map was created by surveying using
total station and Global Positioning System (GPS).
Drainage network system map was created by doing
direct observation in the field. The maps then
overlayed using GIS and delineated into WCA maps.
2.2. Maximum Rain (R24) Analysis R24 was analyzed using Normal, Log Normal,
Log Person III, dan Gumbel distribution analysis
based on 2004-2013 Dramaga Maximum Daily
Rainfall data. Bhim et al. (2012) [3] stated that every
distribution analysis have statistical parameters
requirement, which are Skewness and Kurtosis
Coefficient. Suripin (2004) [7] also stated that WCA
with area of 10-100 ha can use R24 with 2 years
return period.
2.3. Surface Runoff and Drainage
Analysis Asquith et al. (2011) [2] stated that rational
method can be used to analyze surface peak runoff
(Qpeak) in relatively small area. Runoff coefficient (C),
rainfall intensity (I), and WCA (A) are considered in
rational method. C was calculated based on land use
map. Rainfall intensity was calculated using
Mononobe equation (Suyono and Takeda 1983) [8].
Qpeak then compared with drainage channels
capacity to evaluate drainage system capability.
Drainage channels capacity were calculated using
Manning equation (Suripin 2004) [7]. Drainage
system evaluation was conducted in area that
experienced flooding.
2.4. Infiltration Rate Analysis Infiltration measurements were conducted in
three locations, which are GWW’s parking lot,
Kamper Street (FEMA), and Meranti-Tanjung Street
(near CCR building). Cumulative infiltration
measured using mini disc infiltrometer. Cumulative
infiltration data used to determine infiltration rate
using Philip model (Philip 1969) [6].
2.5. ZROS Water Pocket Design Campisano et al. (2014) [5] stated that the
dimension of drainage structures influence the
runoff minimization. Design of ZROS water pocket
referred to Indonesian National Standard or SNI
03-2453-2002 about Design Procedure of Rainwater
Recharge Well for Yards (BSN 2002) [4] with
modification of rainwater harvesting storage.
The 11th International Student Conference at Ibaraki University,
Ibaraki, Japan, December 5-6, 2015
3. Results and Discussion
3.1. Water Catchment Area Based on WCA delineation, the study location
was divided into 8 WCA, 13 sub-WCA, and 22
sub-sub WCA. The flooding location located in
sub-sub-WCA 1-1C (GWW’s parking lot, 3 locations),
sub-sub-WCA 1-1B (Kamper Street), sub-sub-WCA
2-1B (Meranti Street, CCR) and sub-sub-WCA 2-2A
(Tanjung Street, CCR). The area of flooding WCA and
the source of runoff presented in Table 1.
Table 1. Area of flooding WCA and source of runoff
WCA Area (ha) Source of Runoff
1-1B 5.900 1-1B
1-1C 1.984 1-1; 1-2
2-1B 7.810 2-1B
2-2A 2.955 2-2A
3.2. Maximum Rain (R24) Based on distribution analysis results,
determined R24 value is 125.68 mm with 2 years
return period from Gumbel distribution. This value
will be used to determine Qpeak and water pocket
dimensions.
3.3. Surface Runoff and Drainage
Evaluation Qpeak calculated from rational method will be
compared with drainage channel capacity (Qchannel)
to determine the capability of drainage system.
Based on calculation results in Table 2, all flooding
WCAs were evaluated not having appropriate
drainage capacity. The drainage system will be
modified with addition of ZROS water pockets to
minimize the runoff.
Table 2. Comparison of Qpeak and Qchannel
Sub-sub-WCA Qchannel (m3/s) Qpeak (m3/s)
1-1B 2.737 2.979
1-1C 0.189 0.424
2-1B 0.747 1.381
2-2A 0.092 0.461
3.4. Infiltration Rate Soil infiltration rate is an important factor in
ZROS design since the main concept of ZROS is to
store rainwater and infiltrate it to the soil. The
cumulative infiltration measurement result in three
locations are presented in Fig. 2. Infiltration rates (K)
acquired from Philip model analysis based on
measurement results are also presented in Fig. 2.
GWW’s parking lot has the slowest K (0.513
cm/hour), followed by CCR building area (7.856
cm/hour), and FEMA area (18.955 cm/hour). Arsyad
(2010) [1] stated that soil with infiltration rate ranged
from 2 – 6.5 cm/hour were categorized as
intermediate rate, and more than 6.5 cm/jam were
categorized as fast rate.
Fig. 2 Cumulative infiltration and infiltration rate
3.5. ZROS Water Pocket Design The schematic design of ZROS water pocket is
presented in Fig. 3. Total water pockets designed to
minimize the runoff are 44 units in the flooding
areas. The water pocket dimensions are presented in
Table 3.
Fig. 3 Schematic design of ZROS Water Pocket
Table 3. Water pocket dimension in flooding areas
Sub-sub-
WCA
Water
pocke
t
L
(m)
H
(m)
Stored
(m3)
Infiltrated
(m3)
1-1C (A) 9
1.6
0 2.83 27.90 1.373
1-1C (B) 8
1.6
0 2.88 24.80 1.238
1-1C (C) 10
1.6
0 2.82 31.00 1.522
1-1B 7
1.2
0 3.40 8.40 13.535
The 11th International Student Conference at Ibaraki University,
Ibaraki, Japan, December 5-6, 2015
2-1B 5
1.2
0 2.98 6.00 20.850
2-2A 5
1.2
0 2.41 6.00 17.554
4. Conclusion Based on ZROS analysis, to reduce runoff with
maximum rainfall of 125.68 mm, 44 units of ZROS
water pocket is needed. The dimension of water
pocket are 1.20 m of length (sub-sub-WCA 1-1B,
2-1B, and 2-2A), 1.60 m of length (sub-sub-WCA
1-1C), and depth ranged from 2.41 m to 3.40 m).
References [1]. Arsyad S. 2010. Konservasi Tanah dan Air Edisi Revisi.
Bogor(ID): IPB Press.
[2]. Asquith WH, Cleveland TG, dan Roussel MC. 2011. A
method for estimating peak and time of peak
streamflow from excess rainfall for 10- to 640-acre
watersheds in the Houston, Texas, metropolitan area:
U.S. Geological Survey Scientific Investigations
Report. 41 :2011–5104
[3]. Bhim S, Deepak R, Amol V, dan Jitendra S. 2012.
Probability analysis for estimation of annual one day
maximum rainfall of Jhalarapatan area of Rajasthan,
India. Plant Archives. 12(2): 1093-1100. ISSN:
0972-5210.
[4]. [BSN] Badan Standardisasi Nasional. 2002. Standar
Nasional Indonesia Nomor 03-2453-2002 tentang
Tata Cara Perencanaan Sumur Resapan Air Hujan
Untuk Lahan Pekarangan. Jakarta (ID): BSN
[5]. Campisano A, Di Liberto D, Modica C, dan Reitano S.
2014.Potential for peak flow reduction by rainwater
harvesting tanks. Journal of Procedia Engineering.
89:1507-1514.
[6]. Philip, J.R. "Theory of infiltration." (1969). Advances
in Hydroscience. v. 5, p. 215-296.
[7]. Suripin. 2004. Sistem Drainase Perkotaan yang
Berkelanjutan. Yogyakarta: Andi.
[8]. Suyono S, dan Takeda K, 1983. Hidrologi Untuk
Pengairan. Jakarta: Pradnya Paramita.