Polarization change upon Reflection

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SUMMARY

The discussion focuses on how electromagnetic waves change polarization upon reflection from various objects, particularly Perfect Electric Conductors (PEC). It is established that the change in polarization is highly dependent on the geometry of the reflecting object. When reflecting off a PEC, polarization is preserved regardless of the object's geometry. The conversation highlights the importance of understanding the induced currents and the geometric orientation of the reflecting surface in determining the polarization state of the reflected wave.

PREREQUISITES
  • Understanding of electromagnetic wave propagation
  • Familiarity with polarization concepts, specifically Horizontal Linear Polarization (HP)
  • Knowledge of Perfect Electric Conductors (PEC) properties
  • Basic principles of antenna analysis techniques
NEXT STEPS
  • Study the mathematical formalism of polarization changes in electromagnetic waves
  • Explore the effects of geometry on wave reflection using simulation tools like MATLAB or COMSOL Multiphysics
  • Investigate antenna analysis techniques for complex object interactions
  • Learn about the implications of polarization in radar and communication systems
USEFUL FOR

Electromagnetic engineers, physicists, and anyone involved in antenna design or wave propagation analysis will benefit from this discussion.

Xyius
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Hello,

I am trying to determine how an electromagnetic wave changes polarization upon reflection off of an arbitrary object. Here are my confusions in particular.

1. My assumption is that the change in polarization is very much dependent on the geometry of the object, but I don't know the exact mathematical formalism behind it.

2. If the object is a PEC, will polarization be preserved upon reflection independent of geometry?

Thanks in advance.
 
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Xyius said:
Hello,

I am trying to determine how an electromagnetic wave changes polarization upon reflection off of an arbitrary object. Here are my confusions in particular.

1. My assumption is that the change in polarization is very much dependent on the geometry of the object, but I don't know the exact mathematical formalism behind it.

2. If the object is a PEC, will polarization be preserved upon reflection independent of geometry?

Thanks in advance.
I have only a simple view of it which might help slightly, and I have two examples (assume transmitting Horizontal linear polarisation (HP) for illustration):-
1. If we have a rod at an angle to horizontal, then it will have a current induced in it by the component of the field lying along its axis. This current causes radiation polarised in the plane of the rod, and has a vertically polarised field component. The polarisation has been rotated. Complex objects might be studied using antenna analysis techniques.
2. Assume we have a transmitter, plane mirror and receiver all located on a flat table with a wave passing between them. No rotation of polarisation. But if the mirror is raised up so it is not in the plane of the table, and is tilted appropriately, geometry indicates that the reflected wave is now not truly H or V but is rotated. You can also see that an object viewed in the mirror is rotated. This is just geometry, "no physics" involved.
 
tech99 said:
This is just geometry, "no physics" involved.
Yes. That's the bottom line. There is no hint of any violation of any physical conservation law here. In fact it is not at all surprising - except possibly at first sight.
 

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