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• Results-Graphs:            
- Condition Number x System Size
- Current Density Graphs
• For Linear one Strip
• For Curvy one Strip
• For Linear Double Strips
- Far Field and Kirchhoff Farfield
• For Linear one Strip
• For Linear Double Strips
- Radar Cross Section Graph
 
• Pictures:
- Near Field Pictures
• For Linear one Strip
• For Curvy one Strip
• For Linear Double Strips
• For Linear Curvy Strips
• For Quatro Strips
- Phase Field Picutures
• For Linear one Strip
 
• Animations:
- Near Field Animations   
• For Linear one Strip
• For Curvy one Strip
• For Linear Double Strips
• For Linear Curvy Strips
• For Quatro Strips
- 3D Animations
• For Linear one Strip

 

 

   

.: E-Polarized Wave Scattering from from Infinitely Thin and Finitely Width Strip Systems

   

.: Results-Graphs- Animations

• Pictures:                 
- Near Field Pictures
• For Double Strips - Plane Wave

According to theory if the distance between to obstacle is proportional to the wave length lambda, the system will goes to resonance.


a) Resonance Picture for Double Strip Scattered Field Picture k=1 Plane Wave Angle=0, L1=2PI, L2=2PI, Distance=2PI, Mash=30x30

 

 

b) Resonance Picture for Double Strip Scattered Field Picture k=1 Plane Wave Angle=0, L1=2PI, L2=2PI, Distance=2PI, Mash=30x30

 

 

c) Resonance Picture for Double Strip Total Field Picture k=1 Plane Wave Angle=0, L1=2PI, L2=2PI, Distance=4PI, Mash=30x30

 

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