Solving an ODE second order
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Hi, I have to solve an ODE second order in Matlab, like this:
a*y''(x)=b
Where x is the space coordinate, a and b are costants. The initial condition is y value at x=0. At the end I must obtain the evolution of y in function of space.
How can I model it? Should I use a certain ode solver?
Thank you!
采纳的回答
change to the initial conditions as you need:
% symbolic variables
syms a b y(x)
% Define derivatives
Dyx = diff(y,x,1)
D2yx = diff(y,x,2)
% ode
ode = a* D2yx == b
% initioal conditions
conds = [y(0)==1, Dyx(0)==0]
% solve
sol = dsolve(ode,conds)
5 个评论
Elia Paini
2021-4-20
Elia Paini
2021-4-20
Change the conds:
% symbolic variables
syms a b y(x)
% Define derivatives
Dyx = diff(y,x,1)
D2yx = diff(y,x,2)
% ode
ode = a* D2yx == b
% initioal conditions
conds = [y(0)==1, y(5)==0]
% solve
sol = dsolve(ode,conds)
Elia Paini
2021-4-20
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