47 Photovoltaic Power Generation System Simulation Method
Author: Source: Datetime: 20161222 15:19:09
Simulation method
In order to optimize the size of the system and the operation of filling, it is necessary to simulate the photovoltaic power generation system. Typically, simulation is based on a period of time (often selected one year) for the time change. The design procedure is roughly as shown in Figure 34. The PV system components are determined verbatim
Solar panels, batteries and loads of nonlinear voltage, current and other characteristics of the operating point. In addition, the probability method is also useful, the reader can refer to the relevant information, here only introduce primary and secondary approximation method.
No battery system
1. The solar panel is directly connected to the DC load and the operating point is determined by the voltagecurrent characteristics of the solar panel and the load.
2. DCDC converter connected to the DC load, such as DCDC converter in the work of the work, the solar panels with the maximum output power, DCDC converter and load characteristics of the grant to run.
3. Connect the AC load through the inverter, in the control of the inverter, the solar panels to the maximum output power, inverter and load characteristics of matching operation.
A battery system,
1. Connect the output of the solar panel to the DC load through the battery, determine the operating point from the currentvoltage characteristics of the solar panel, battery and load, and the operating voltage of the battery is called the most important determinant.
2. DCDC converter connected to the battery and DC load, solar panels with the maximum output power, DCDC converter and load characteristics of matching operation. Therefore, the working voltage on the load side, that is, the operating voltage of the battery, becomes the most important determining factor.
3. By connecting the AC load to the inverter, the solar panel is operated at the voltage determined by the battery terminal voltage, and the inverter is matched with the load characteristics.
Figure 34 Design of the simulation program
Solar cell decisions, usually using the NewtonRaphson method. It is a method of solving nonlinear equations, the outline of which is described below.
In the case of knowing the first approximation of the solution, it can be solved by a linear approximation. The relationship between the voltage and current is denoted by
V = g (I), or I = g(V), and the equation f (x) = 0 is performed at
x = xi for the Taylor case (1). In the first case, Taylor)
Expand, and ignore more than two times, then there
F (x) = f (x_{i}) + (x  x_{i)} f '(x_{i})
= 0 (331)
If f (x_{i}) ≠ 0, the following NewtonRaphson recurrence
formula is obtained:
X_{i} + 1 = F x_{i} = xi  f x_{i} / f ' (332)
The solution of this iterative formula does not converge in any case, and this is left out of the discussion.
For the binary case, ie, G (V, I) = 0, the binary NewtonRaphson method can be used. If x0, y0 is a set of roots, x1 + h = x0, y1 + k = 0, and x0 is the set of roots, Y0, then there
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