solving a differential equation coupling together in matrix and vector form with ode45
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I have two problem:
1) I used two functions for solving a set of equation not in matrix or vector form but like
[x(2);3+x(4)+x(3);x(4);....................]
then [t,x] = ode45(@(t,x) lili(t,x),tspan,x0);
now I need the vector of dx=[x(2) x(4) x(6)]
but it doesnt return this vector.
2) i want to solve equation like this D2y=d2x+cross(m,n)
its clear cross product is in vector form
how could i solve matrix form of differential equation?
especially initial values is a vector
1 Comment
Torsten
on 6 Dec 2018
1) Unclear what you have done and what your problem is. Please provide the code you are using and possibly the error message you get.
2) ODE45 expects the differential equations to be given in vector format. So convert your equations from matrix form to vector form.
Best wishes
Torsten.
Accepted Answer
roya afshar
on 7 Dec 2018
2 Comments
Torsten
on 7 Dec 2018
You solve
x1'' = x1
x2'' = x2 + 1
x3'' = x3 + 2
with initial conditions
x1(0)=1, x2(0)=8, x3(0)=9, x1'(0)=2, x2'(0)=3, x3'(0)=4
and plot x1, x2 and x3 in plot 1 and x1', x2' and x3' in plot 2.
Is it that what you wanted to achieve ?
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