Hi friends, I am new to this place. I have system of DE equations to solve. Can anyone help me? Equations are as follows 'D2x=z*Dy-y*Dz' 'D2y=Dz*x-Dx*z' 'D2z=Dx*y-Dy*x' where D2x = time derivative of x, 2 times and Dx = time derivative of x, 1 time

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Hi friends, I am new to this place. I have system of DE equations to solve. Can anyone help me? Equations are as follows 'D2x=z*Dy-y*Dz' 'D2y=Dz*x-Dx*z' 'D2z=Dx*y-Dy*x' where D2x = time derivative of x, 2 times and Dx = time derivative of x, 1 time

Mathematics
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Ok... so how have you tried solving this system?
I tried linearizing ... But I am not able to do so. I am now trying to see the model and change something to simplify.
Yeah, I'm looking at it and having some difficulty as well.

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So, if you integrate D2x, you get Dx=integral of z dy - integral of y dz. Is that correct?
'D2x=z*Dy-y*Dz' is same as below \[(d^2x/dt^2)=z*(dy/dt)-y*(dz/dt)\]
Hmmm... yeah, I'm not sure how to solve it explicitly either.
:-) I think the solution doesnot exists. Anyway thanks a lot my friend.

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