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METHOD AND SYSTEM FOR APPROACHING DISTRIBUTED CONSTANTS

机译:分配常数的方法和系统

摘要

A lumped constant line approximating system capable of approximating a distributed constant line with required accuracy. The system receives inputs of object circuit information and analysis conditions (Steps 310, 320), calculates a product gamma l of the propagation constant gamma and the line length l (Step 340), and calculates cash gamma l and sinh gamma l by using the product gamma l (Step 360) to obtain functions an( gamma l), bn( gamma l) and cn( gamma l). Then, absolute values delta 1, delta 2 and delta 3 of the differences between these functions and cosh gamma l or sinh gamma l are obtained, and compares the maximum delta among them with an error tolerance epsilon . If delta epsilon , the processing ends, while if delta epsilon is not satisfied, the number of division is increased by 1, and the above processing is repeated, until the number n of division for approximation is determined (Step 370). Using the determined number of division, a ladder circuit is defined, for example, by cascading PI circuits (Step 380), and stored (Step 400). IMAGE
机译:一种集总常数线近似系统,能够以所需的精度近似分布的常数线。系统接收对象电路信息和分析条件的输入(步骤310、320),计算传播常数γ与线长l的乘积γl(步骤340),并通过使用以下公式计算现金γl和正弦γl:乘积γ1(步骤360)以获得函数an(γ1),bn(γ1)和cn(γ1)。然后,获得这些函数与coshγl或sinhγl之间的差的绝对值delta 1,delta 2和delta 3,并将其中的最大delta与容错epsilon进行比较。如果delta <epsilon,则处理结束,而如果不满足delta <epsilon,则将分割数增加1,并且重复上述处理,直到确定近似分割数n为止(步骤370)。使用所确定的除法数,例如,通过级联PI电路来定义梯形电路(步骤380),并且将其存储(步骤400)。 <图像>

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