信号与线性系统PPT (3).pdf
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1、Purpose of the experimentExperiment contentPreparatory knowledge Analysis of experimental resultsExperiment report writingExperimental steps1.Through this experiment,grasp the realization method of continuous time signal Laplace transform and inverse Laplace transform and programming idea,master the
2、 drawing method of zero pole diagram of system function.2.Understand the call format and function of function laplace()and function ilaplace().3.Understand the drawing of zero pole diagram of continuous system and the method of judging system stability by using zero pole diagram.1.Confirmatory exper
3、iment (1)Call correlation function programming to realize the Laplace transform of signal,and draw the surface graph of Laplace transform of signal;(2)By using correlation function programming,the inverse Laplace transform of the signal is realized,and the zero state response of the system is determ
4、ined by transform domain analysis;(3)Using MATLAB language programming,draw the zero pole diagram of the system function of continuous LTI system,and judge the stability of the system from the zero pole diagram.2.Program design experiment(1)Function call formatCall formats of functions laplace()and
5、ilaplace()Laplace transform of signal f(T)can be realized by using the function laplace().The calling format is as follows:L=Laplace(f)is the Laplace transform of the symbolic function f,and the default return function L is the function about s.L=Laplace(F,t)is the Laplace transform of the sign func
6、tion f,and the return function L is the function about t.L=Laplace(F,W,z)is the Laplace transform of the function f of W,and the return function L is the function of Z.The inverse Laplace transform of signal f(s)can be realized by using the function ilaplace().The call format is as follows:F=ilaplac
7、e(L)is the inverse Laplace transform of function L(s),and the default return function f is the function about t.f=ilaplace(L,y)is the inverse Laplace transform of function L(s),and the return function f is a function about y.f=ilaplace(L,y,x)returns that function f is a function about X.(2)Judging t
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