Is it possible to solve implicit differential equations of the form F(t,y(t),y'(t),y''(t), …, y(n))=0 in Matlab? The specific case that I handle is:
a*(y")^2+y' * [y'''+ b*y"+c*y'] +d*(y’)^2+k*y*y" = 0
ode15i documentation refers only to and mentions examples of the case where y' appears in the equations, but is there a way I could solve implicit equations with higher derivatives of y?
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