Selection of Photovoltaic Devices Using Weighted Sum Method

Abstract

In this paper, we are going to analyze the parameters involved in the photovoltaic module. It is done by obtaining experimental voltage-intensity cures. In the selection-making principle, the weighted sum model (WSM), also called Weighted Linear Combination (WLC) or Simple Additive Waiting (SAW). Evaluating a couple of alternatives primarily based on a couple of consequences. To discover the mean by weight, each variety has its multiply through weight after which upload the effects. If the weights do no longer fit, multiply the sum of all the variables by their weight and divide by using the sum of the weights. Is defined because the sum of weights. Where X is the solution variable and W is the burden variable. The answer variable and the burden variables have to have the same number of observations. For this command, the weights are not normalized, for every input raster weighted sum jobs through multiplying the assigned area values via a particular weight. This is all to create a release raster input raster as nicely. In this paper we used Weighted Sum Method for ranking the WSM method is the most ideal solution Short-distance and Alternative The solution with the longest distance from the solution Determines, but the comparison of these distances Does not consider importance. characteristic curve A1, A2, A3, A4.Evaluation Parameters in Irradiance C1, Temperature C2, Current(A) C3, Voltage(V)C4Use Attention deficit from the result it is seen that characteristic Curves A2 is got the first rank whereas is the characteristic Curves A4 is having the Lowest rank.