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System, method and program for solving ordinary differential equations

机译:求解常微分方程的系统,方法和程序

摘要

Problem to be solved: to provide a method for solving the ordinary differential equations with high accuracy, high speed and small scale circuits by solving the embedded type Runge Kutta method efficiently.In the single clock of the FPGA 207, the switching circuit 302 selects one bite width from the M pitch width stored in each of the first to m-th storage sections and inputs it to the first operation unit.The first operation unit performs calculation using one input width.In the same clock, the calculation section in which the width of the first to nth operating sections is input is input to one of the following arithmetic units.Each of the following arithmetic operations is performed using the input cutting width, and after the calculation is finished in the first operation unit to the n-th operation unit for all the cutting widths, an error determination of the operation result by the first operation unit to the n-th operation part is made, and based on the cutting width that the error judgment becomes possible. The value of m width of each of the M memories stored in the first memory section to the M storage section is determined.Diagram
机译:要解决的问题:提供一种用高精度,高速和小刻度电路求解常规方程的方法,通过求解嵌入式速率Kutta方法。在FPGA 207的单个时钟中,切换电路302选择一个从存储在第一到第m个存储部分中的每一个中的M间距宽度的宽度宽度,并将其输入到第一操作单元。第一操作单元使用一个输入宽度执行计算。在相同的时钟中,其中的计算部分输入第一至第n个操作部分的宽度被输入到以下算术单元之一。使用输入切割宽度执行以下算术运算,并且在第一个操作单元中完成完成后的计算之后用于所有切割宽度的操作单元,制作由第一操作单元到第n个操作部件的操作结果的误差确定,并基于ER的切割宽度ROR判断是可能的。确定了存储在第一存储部分中的每个M个存储器的M宽度的值为diagram

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