- #1
nufeng
- 6
- 0
How to covert this differential equation into a system of one order ODE?
x^2*y''-2*x*y'+2*y = 0;
y(1) = 4; y'(1)=0;
solve for y(x)
I tried to convert it
get
X' = AX
in which
X = [y, z]'
A = [0, 1; 2/x^2, 2/x];
But x exists in A, which cannot solve by dsolve in Matlab.
x^2*y''-2*x*y'+2*y = 0;
y(1) = 4; y'(1)=0;
solve for y(x)
I tried to convert it
get
X' = AX
in which
X = [y, z]'
A = [0, 1; 2/x^2, 2/x];
But x exists in A, which cannot solve by dsolve in Matlab.
