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Can anyone plz tell me how to go about solving this system of coupled ODEs.?

1) (-)(lambda) + vH''' = -2HH' +(H')^2 - G^2

2) vG'' = 2H'G - 2G'H

lambda and v are constants.

And the boundary conditions given are

H(0) = H(d) = 0

H'(0) = omega * ( c1 * H''(0) + c2 * H'''(0) )

G(0) = omega * ( 1 + c1*G'(0) + c2*G''(0) )

H'(d) = omega * ( c3 * H''(d) + c4 * H'''(d) )

G(d) = omega * ( c3 * G'(d) + c4 * G''(d) )

... c1,c2,c3,c4,omega are constants

-Maddy.

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# Coupled ODEs

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