Piston motion mathematical model in the tube influenced by burning gas

A. V. Herreinstein, N. S. Midonocheva, N. Mashrabov
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Abstract

The article deals with mathematical models of the pneumatic system with piston moving under the influence of the pressure of the compressed gas under heating. To determine the piston motion parameter, the mathematical model of the system has been built in several ways: by means of ordinary differential equations and using the gas dynamic equations. Both cases under consideration allow obtaining the approximate value of the piston motion parameters when the piston reaches the open end of the tube or peak velocity. The first method provides quite simple and much faster solution in comparison with the second method, but the second one takes into consideration gas molecular characteristics which makes it more accurate. The purpose of the study is to compare the results obtained by using both methods on performance and accuracy criteria, and to make recommendations on each method feasibility.
燃烧气体对管内活塞运动影响的数学模型
本文研究了活塞在加热条件下受压缩气体压力影响而运动的气动系统的数学模型。为了确定活塞运动参数,采用常微分方程和气体动力学方程建立了系统的数学模型。所考虑的两种情况都允许获得活塞运动参数的近似值,当活塞达到管道的开口端或峰值速度时。与第二种方法相比,第一种方法提供了相当简单和快速的解决方案,但第二种方法考虑了气体分子特性,使其更加准确。本研究的目的是比较两种方法在性能和精度标准上得到的结果,并对每种方法的可行性提出建议。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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