Question
Numericall solving of differential equation with multiple derivatives and time dependant components
I am using Mathcad Release 15.0 and DatecodeM030
Hello, I would like to numerically solve a system of partial differential equations of this kind for voltages and currents:
i.e.:
U1(t)=R1*i1(t)+L*d/dt(i1(t)+M1*d/dt(i2(t))+d/dt(M2(t))*Ik
U2(t)=R1*i2(t)+L*d/dt(i2(t)+M1*d/dt(i1(t))+d/dt(M3(t))*Ik
The equations contain several differentials of different currents and also time dependant components
How could this be solved in mathcad?
Hello, I would like to numerically solve a system of partial differential equations of this kind for voltages and currents:
i.e.:
U1(t)=R1*i1(t)+L*d/dt(i1(t)+M1*d/dt(i2(t))+d/dt(M2(t))*Ik
U2(t)=R1*i2(t)+L*d/dt(i2(t)+M1*d/dt(i1(t))+d/dt(M3(t))*Ik
The equations contain several differentials of different currents and also time dependant components
How could this be solved in mathcad?

