Linear system with high-speed feedback and nonlocal boundary conditions

I. Bajčičáková
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Abstract

This submission deals with the study of linear dynamic systems with high-speed feedback with the boundary conditions. By the solution to differential equations (DE) we obtain the time course of the output of the dynamic systems at the defined input and initial conditions. The use of Laplace transform (LT) to solve the differential equations is one of the possibilities. The use of LT is an analogy to the use of logarithms by numerical calculations, where the more complex operations of multiplication and division are transformed via logarithm into simpler operations of addition and subtraction [2].
具有高速反馈和非局部边界条件的线性系统
本文研究具有边界条件的具有高速反馈的线性动态系统。通过微分方程的求解,得到了在给定输入和初始条件下动态系统输出的时间过程。利用拉普拉斯变换(LT)来求解微分方程是一种可能性。LT的使用类似于数值计算中对数的使用,其中更复杂的乘法和除法操作通过对数转换为更简单的加法和减法操作[2]。
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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