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A New Simulation Method for the Transient Responce of Composite Fluid Line Systems (lst Report, Basic Computation Techniques and Obtained Waveforms of the Step Response)

机译:复合流体管路系统瞬态响应的一种新的仿真方法(第一报告,基本计算技术和阶跃响应的获得波形)

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摘要

A new simulation method for obtaining the transient response of composite fluid line systems, such as city gas transport networks, air brake systems, pressure instrument lines and fluid control systems, has been presented. This method is based on the wave diagram of traveling waves in the system, Brown's approximate step response of semi-infinite lines, and the reflection and transmission coefficients at all joins and ends in the system. It is shown that the output pressure at any point of the fluid line system to a transient input can be expressed as the sum of the pressure of the infinite wave series traveling through the output point. Each term of the series is made up the product of "the pressure of simple wave" and "the function of reflection and transmission coefficients at the joins and ends in the system". The pressure of simple wave, the function of reflection and transmission coefficients, and the arrival time of each wave to the output point are computed by the wave diagram simulation of the fluid line system, and the output pressure is obtained by these quantities.
机译:提出了一种新的模拟方法来获得复合流体管线系统的瞬态响应,例如城市燃气输送网络,空气制动系统,压力仪表管线和流体控制系统。该方法基于系统中行波的波形图,Brown的半无限线的近似阶跃响应以及系统中所有接合点和末端的反射系数和透射系数。结果表明,在流体管线系统的任何点到瞬态输入的输出压力可以表示为通过输出点传播的无限波序列的压力之和。该系列的每个术语由“单波压力”和“系统连接点和末端的反射和透射系数的函数”的乘积组成。通过流体管路系统的波形仿真计算出单波压力,反射系数和透射系数的函数以及各波到达输出点的时间,并通过这些量获得输出压力。

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