alejandrito20 Posted November 2, 2009 Posted November 2, 2009 any suggestions to solve the follows differential equations by using maple??? see adjoint figure
the tree Posted November 2, 2009 Posted November 2, 2009 (edited) If you're solving a system of equations then they should be written as an array in the first parameter, the second parameter should be the function you're trying to solve for. (same as using the solve command for non-differential equations). e.g. ec1 := Diff(f(t),t)^2 - 4*f(t) = 0; ec2 := Diff(f(t),t,t) - 2 = 0; dsolve([ec1,ec2],f(t)); Edited November 2, 2009 by the tree
alejandrito20 Posted November 8, 2009 Author Posted November 8, 2009 If you're solving a system of equations then they should be written as an array in the first parameter, the second parameter should be the function you're trying to solve for. (same as using the solve command for non-differential equations). e.g. ec1 := Diff(f(t),t)^2 - 4*f(t) = 0; ec2 := Diff(f(t),t,t) - 2 = 0; dsolve([ec1,ec2],f(t)); i dont understand where I place a(t) ?
the tree Posted November 8, 2009 Posted November 8, 2009 If you're trying to solve for a(t) then you just need dsolve([ec1,ec2],a(t));. Merged post follows: Consecutive posts mergedAlternatively, if you're trying to solve for all three functions at once (not that I'm sure you'd get a solution at all) then you use the PDEtools package to help with that. The relevant help file for doing so is called dsolve,system. PDEtools[declare]((A,a,f)(t), prime = t); ec1 := #whatever ec2 := #whatever dsolve([ec1,ec2]); Note that'll have to use diff when defining the equations this way, rather than the inert Diff.
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