The  materials  required  in  this  study  are 
bathymetry  data  obtained  from  the  Pusat  Hidro 
Oseanografi  TNI-AL  (Pushidrosal),  tidal  data 
obtained  from  field  observations  using  tidal  palms, 
five  years  of  wind  data  obtained  from  Badan 
Meteorologi  Klimatologi  dan  Geofisika    (BMKG). 
Current data obtained from field observations using 
current  meters  at  depth  of  0.2d,  0.6d,  0.8d. 
Equipment needed to assist data processing in order 
to obtain the results of current patterns in the waters 
of  Kalbut  Port  Situbondo  using  hydrodynamic 
module program. 
The  implementation  of  this  research  is  divided 
into two stages, the first stage is  the  data  collection 
bathimetri,  tides,  winds,  waves,  currents  and 
sediments and then proceed with data processing and 
data  analysis.  The  first  step  is  to  digitize  the 
bathymetry map to get the depth contour. Tidal data 
is processed using Admiralty method to obtain tidal 
harmonic constants (Fikri, et.al, 2013). Wind data as 
a wave generator is used to determine the direction, 
height, and significant period, while the current data 
is processed to determine the current velocity as the 
validation  of  the  model  results.  The  results of  tidal, 
bathymetric,  and  wind  data  processing  as  inputs  to 
create  a  simulation  in  hydrodynamic  module 
(Oktiarini,  2015)  which  will  produce  simulation  in 
the form of pattern and current velocity. 
3  RESULTS 
3.1  Bathymetry 
The  depth  of  Kalbut  Waters  Situbondo  ranged  from 
2-5.2 meters indicated by the gradation of dark orange 
to purple. The depth of the water in the pond is about 
2-2.4, while slightly in front of the pond water depth 
ranging  from 2.8-4  meters. The  average slope  of the 
topography  of  this  area  is  0.02  °  or  1:42.  Based  on 
Verstappen  which  refers  to  the  United  State  Soil 
System  Management  (USSSM)  and  Universal  Soil 
Loss  Equation  (USLE),  a  slope  of  less  than  1  °  is 
included  in  the  almost  flat  category  (Verstappen, 
1953). The  bathymetry profile of The Port of  Kalbut 
waters region as shown in Figure 2.
 
 
 
Figure 2: Bathimetry of The Port of Kalbut Situbondo. 
3.2  Tidal 
The  observed  data  obtained  were  calculated  using 
the  admiralty  method  to  find  the  tidal  harmonic 
constant.  The  harmonic  constant  will  be  used  to 
process  time  series  data  that  will  be  input  into  the 
hydrodynamic  module.  The  harmonic  constants  are 
as shown in Table 1: 
Table 1: Constant tidal harmonics. 
S
o
M
2
S
2
N
2 
K
1
128  38  2  55  22 
  347  20  112  112 
O
1
M
4
MS
4
K
2 
P
1
16  1  2  0.4  7 
296  91  282  20  112 
The values of the  constants M2, S2, O1 and K1 
have relatively larger values than the other constant 
values  because  they  are  the  major  constants  in  the 
tides used as determinants of the type of tides. M2 is 
a constant influenced by the moon, O1 is a constant 
influenced by  the  declaration  of  the  moon,  K1 is  a 
constant influenced by moon and sun declination, 
whereas  S1  is  a  constant  influenced  by  the  sun. 
Among  the  four  constants  M2  and  O1  values  are 
relatively larger  than K1  and  S2,  this  indicates  that 
the moon has a greater influence than the influence 
of the sun in the up and down movement of water in 
Kalbut  Situbondo  waters.  Rthe  tides  are  influenced 
by  the  gravitational  pull  of  celestial  bodies, 
especially  the  moon  and  the  sun,  because  the 
position of the moon closer to the earth, the gravity 
of the earth is stronger so that its influence on tidal 
fluctuations  is  also  more  Great  than  the  sun 
(Pariwono,  1989).  The  value  of  Fromzahl  in  these 
waters is 0.97 which indicates that this type of tidal