solve second order ODE equation
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I try to symbolic the function psi_m(y) and psi_m(x) and solve the equation b with matlab obe solver. The results should come out as equation c.
However my matlab script indicate the error. Could you help me take a look my matlab code below to debug?
Thank you very much!!
clc
clear
syms psi_m(y) psi_m(x) lamda_m psi(x,y) s_sqar
psi(x,y)=psi_m(y)*sin(lamda_m*x)-psi_m(x)*sin(lamda_m*y)
delta_psi(x,y)=diff(psi(x,y),x,2)+diff(psi(x,y),y,2)
ode=delta_psi(x,y)-s_sqar*psi(x,y)==0
psi_mSol(x)=dsolve(ode)
2 commentaires
Walter Roberson
le 28 Mai 2022
I do not think you can have the same function with two different variables
Torsten
le 29 Mai 2022
psi_m (x) = sinh(k_m*x)
is not a solution of the differential equation
psi_m''(x) + (lambda_m^2+s^2)*psi_m(x) = 0,
but of the differential equation
psi_m''(x) - (lambda_m^2+s^2)*psi_m(x) = 0
if k_m is set to
k_m = sqrt(lambda_m^2+s^2)
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