零状态响应

系统零状态响应的定限法卷积

The Limited Convolution for Zero-state Response of LTI Systems

讨论了在常见典型信号作用下直接确定线性时不变离散系统零状态响应的一种方法。

A method of directly determining discrete-time system 's zero-state response se-quences under the action of the common typical signals is discussed .

根据一阶RL串联电路的电流零状态响应特性，分析研究了高温超导直线感应电机的起动电流特性。

According to the zero-state current response of the RL series circuit , the starting current characteristics of the HTS LIM are analyzed .

文章主要介绍求解LTI系统零状态响应初始值的一种方法。

This paper mainly introduces a kind of method of finding a solution to the response initial value as LTI system is in the zero mood .

线性网络零状态响应的仪器分析

Instrumental analysis of zero state response of lineal network

卷积积分是计算连续时间系统零状态响应的数学工具。

Convolution integral is a mathematical method applied to calculus the zero state response of continuous-time systems .

本文介绍用动态信号分析仪分析线性网络零状态响应的原理和方法。

This paper introduces the theory and method of analysing zero state response of lineal network by using dynamic signal analyzer .

本文通过在时域下将系统初始状态转换为激励信号，从而使得利用卷积运算不仅能够计算零状态响应而且可以求解完全响应和零输入响应。

By converting initial-state into excitation in time domain , the complete response and zero-input response may also be calculated using convolution operation .

用卷积方程和广义等效电路描述元件和系统，统一解出零状态响应和零输入响应。

Electrical elements and systems are described by using convolution equations and generalized equivalent circuits . Both zero-state solution and zero-input solution are derived directly .

本文在分析计算一阶与二阶系统的单位门函响应的基础上，提出利用杜氏积分求解任意输入下高阶线性系统零状态响应的简捷方法。

In this paper , the unit gate function responses of linear systems are studied , and the zero state responses of linear systems under typical control inputs are solved by means of Du 's integrals .

从信号与系统的观点，Turbo码编码器的输出码字可以看成是零输入响应和零状态响应的叠加，这样可以得出编码器输出码字是由输入信息和几个与编码器结构有关的基本矩阵唯一确定的结论。

The output of the encoder for the Turbo codes consists of zero-input response and zero-state response , thus the conclusion is get that output of the encoder is determined by the input information and several basic matrices related to the structure of the encoder .

四要素法适用于各种信号激励的一阶线性电路完全响应、零输入响应和零状态响应等的计算，它具有普遍意义。

It will have more practical significance for all kinds of the source excitations to the calculation of the total response , the zero-input response and the zero-state response of the first-order linear circuit .