![](data:image/png;base64,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)
Signal description, classification, operation, step signal, impulse signal, signal
decomposition, system model, linear time-invariant system
连续时间系统的时域分析,用时域经典法求解微分方程
Time Domain Analysis of Continuous Time Systems and Solving Differential Equations by
Classical Time Domain Method
零输入响应与零状态响应,冲激响应与阶跃响应,卷积性质及其计算
Zero Input Response and Zero State Response, Impulse Response and Step Response,
Convolution Properties and Their Computation
周期信号的傅里叶分析,典型周期信号的傅里叶级数,傅里叶变换
Fourier analysis of periodic signals, Fourier series of typical periodic signals,
Fourier transform
典型非周期信号的傅里叶变换,傅里叶变换的基本性质,卷积定理
Fourier transform of typical aperiodic signals, basic properties of Fourier transform,
convolution theorem
周期信号的傅里叶变换,抽样信号的傅里叶变换,抽样定理
Fourier Transform of Periodic Signal, Fourier Transform of Sampled Signal, Sampling
Theorem
拉普拉斯变换的定义、收敛域、基本性质,拉普拉斯逆变换
Definition, Convergence Region, Basic Properties of Laplace Transform, Inverse
Laplace Transform
拉普拉斯变换法的模型分析,系统函数(网络函数),零点、极点分布的时域、频响特性
Model analysis of Laplace transform method, system function (network function), time
domain and frequency response characteristics of zero and pole distribution
二阶谐振系统的 s 平面分析,全通函数与最小相移函数的零点、极点分布,线性系统的稳定性
S-plane analysis of second-order resonant system, distribution of zeros and poles of
all-pass function and minimum phase-shift function, stability of linear system
利用系统函数求响应,无失真传输,理想低通滤波器,系统的物理可实现性、佩利-维纳准则
Using system functions to obtain response, undistorted transmission, ideal low-pass
filter, physical realizability of the system, Perry-Wiener criterion
希尔伯特变换及系统函数的约束特性,调制与解调,带通滤波系统,从抽样信号恢复连续信号
Hilbert transform and constraints of system functions, modulation and demodulation,
bandpass filtering system, recovery of continuous signals from sampled signals
z 变换定义、典型序列的 z 变换,z 变换的收敛域,逆 z 变换,z 变换的基本性质
Definition of Z-transform, Z-transform of typical sequence, convergence domain of z-
transform, inverse Z-transform and basic properties of Z-transform
z 变换与拉普拉斯变换的关系,利用 z 变换解差分方程,离散系统的系统函数,序列的傅里叶变换
(DTFT)
The relation between Z transform and Laplace transform, the difference equation is
solved by Z transform, the system function of discrete system and the Fourier
transform of sequence (DTFT)
数字滤波器的原理及设计,随机信号、平稳随机过程、各态遍历随机过程、非平稳随机过程、随
机信号的自相关函数及互相关函数