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STUDY ON OPTIMIZATION OF TROPICAL FISH HARVESTING OF A SRI LANKAN FISH FARM
3 METHODOLOGY polynomial until it gives considerable R
square value.
In order to develop a model, the chosen
fish varieties were analyzed through the key Then correlation between the dependent
factors that assumed to be affecting on the variable (DOH) and independent variables
fish population. Mainly the data related to (temperature, salinity, pH level and
these key factors have been analyzed for alkalinity) were checked. Finally, the model
five consecutive years. was constructed by selecting the significant
factors that affect for deaths on house.
In this study the population dynamics of
each fish farm was considered with key 4 DATA COLLECTION AND
factors which include deaths on house, local ANALYSIS
purchasing quantity, breeding, import,
deaths on arrival and shipment. As the initial step of this study, secondary
data were collected from each type of farm.
It is noteworthy to mention that there is From collected data fish variety is randomly
no import process in fresh water farm and selected from each farm because the analysis
no breeding process in marine water farm. has to be made for a selected fish variety to
Beside those, deaths on arrival from the avoid the effect of different mortalities.
import process are out of the scope of this Then data from five consecutive years had
research. It is obvious that since the study is been investigated to check whether there
carried out for a farm and not for a natural was a pattern in the monthly population of
resource. the farm.
Therefore, the conditions such as 5 RESULTS AND DISCUSSION
predators etc were disregarded. Deaths on
the house (DOH) had been examined The monthly fish population was found
through four key factors, temperature, from the population of the last day of the
salinity, pH level and alkalinity in order to month as it was the population of the farm.
reduce the deaths on house. Alkalinity was
measured by the amount of acid needed to
bring the water sample to pH level 4.2. The
result was recorded as milligrams per liter
(mg/l) of calcium carbonate.
The mathematical software was used for
the analysis. Initially, import the data set to
the workspace. To avoid the overload only
the monthly fish population in the farm
during 5 years was selected for further
analysis. Then the graph of monthly fish
population with respect to days were plotted
to examine a pattern. Figure 1: Monthly Wreck fish population
for the year 2016
Curve fitting toolbox was used to fit the
polynomial equation. Auto fit option; center Figure 1 illustrates the monthly Wreck
and scale were selected to avoid the errors fish population in the farm with respect to
of the model. In addition, option Robust time. There is a high population during the
Bisquare, which gives the minimum weight month September and low population in
to the points away from the prediction April and July. It is necessary to notice that
bound or the points that considered as the reasons for low population might be the
outliers were selected. Best fitted model was shipments beside the high DOH. The fitted
obtained by giving different degrees to the polynomial model is shown given by
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