(Solved) : 61 Numerical Computation Laplace Transform Numerical Integration Matlab Used Approximate L Q37428668 . . .
6.1 Numerical computation of the Laplace Transform Numerical integration in MATLAB can be used to approximate the Laplace transform of a function fWrite a function numericallaplace that takes as input My Solutions .f,a MATLAB anonymous function with independent variable t (there should be no other undefined variables besides t) . s, a matrix of locations in the complex plane at which to approximate the Laplace Transform of f The function should return .F, a matrix the same size as s with the corresponding complex-valued Laplace Transform samples Note that due to numerical integration limitations, your function might give Inf or Nan values if s is either outside the region of convergence, or deep within the region of convergence (le., virtualy O). The input function should be negligbly small outside of f-100, 100 Your Function C Reset ㎜ MATLAB Documentation Save function F numericallaplacelf, s) Determine size of s array IM,N)sizels) 71% ror each desired s, compute symbolic Laplace integral 9 for i 1:M for j#1:N F(i,j) -integral( -100, 100); , end end Code to call your function C Reset Mat Lab Assignments Mat Lab 5 Exponential growth Your Script Save Reset叩MATLAB Documentation 1 syns k t;、DO NOT CHANGE CODE ON THIS LINE 2 expgrs; 、Enter the formula above as a symbolic expression, replacing C with the initial value (in millions) 3 findk-subs(); % Substitute the time where y is known 4 ke-sotve) Solve (for k) the equation findk known y vatue (remember to usefor the equal sign) s sotnesubs() Substitute the values of k and t into expgr 6 yrdouble(soln) % DO NOT CHANGE CODE ON, THIS LINE (Convert to decinal approximation) Run Script Assessment: Run Pretest 0 Submit Test for correct value of y (Pretest) Test Code: 1 tot le-10 2assert(abs (y-20.784609698826528)ctol, “Student code gives incorrect value for y’) Test for correct value of k0 (Pretest) Show transcribed image text
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Answer to 61 Numerical Computation Laplace Transform Numerical Integration Matlab Used Approximate L Q37428668 . . .
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