How can i solve equation but adding a constant (d^2u/dt^2)+4*(du/dt)-(3*u)+5=0)
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mariam eltohamy
le 7 Déc 2018
Commenté : mariam eltohamy
le 8 Déc 2018
i attached the code , but can i make a modification to solve this equation
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James Tursa
le 7 Déc 2018
Modifié(e) : James Tursa
le 8 Déc 2018
The general solution is the homogeneous solution (to the "= 0" equation) which you already have plus any particular specific solution to your actual equation (with the "+5" part). One specific solution to your actual equation is obviously just u = 5/3 (i.e., u is the constant 5/3). So just add 5/3 to your homogeneous solution to get the general solution.
For the comment you posted to Star's thread, a particular solution is again just y = -beta/alpha (i.e., y is the constant -beta/alpha). So just add this to the homogeneous solution (i.e., the solution you get by setting beta = 0).
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