Solving Maxwell's Equations in Laser Cavity | Tips and Troubleshooting

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To solve Maxwell's Equations in a laser cavity, start with the electric field representation E(x,y,z,t) and the corresponding phasor E(x,y,z). The equations to consider are the curl equations involving the electric and magnetic fields, where H is defined as the phasor of the magnetic field. Applying boundary conditions is crucial after deriving the waveguide equations. Seeking guidance from academic resources can also enhance understanding and provide solutions. Properly addressing these steps is essential for effective problem-solving in this context.
atha
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Hello guys,

I've been trying to solve Maxwell's Equations in a laser cavity, with length L.
However I cannot...
I've searched over the net to find a proper solution but I couldn't.

I started by taking a field E(x,y,x,t)=E0 e(x,y)e-jw te-jb z.
I take the phasor E(x,y,z)=e(x,y)e-jb z and I put it in the Maxwell's equations

\nabla x E = -j \omega \mu_0 H
\nabla x H = j \omega \epsilon_0 E

where H=the phasor of the magnetic field=h(x,y)e^{-j \beta z}.

Any ideas? Please...
 
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http://faculty.uml.edu/cbaird/95.658%282011%29/Lecture5.pdf" You start with the waveguide equations and then apply boundary conditions.
 
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