Why tem wave does not exist in waveguide derivation?
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The paper you linked to (despite spelling and language errors) is actually pretty good. From page 4 ... " ... all transverse components of E and H can be determined from only the axial components Ez and Hz." For TEM mode support you need to have BOTH Ez=Hz=0 simultaneously. The paper deals with the mathematic reason nicely, what you are looking for is a physical sense of what is being said in the mathematics.
What is comes down to is that the H field is supported by induced currents in the walls and the E field is supported by induced voltages in the walls and in order for the wave to propagate these must reinforce each other, but in a single conductor system they cancel each other. The solution? If you have separate conductors then you can shape them to have the Voltage and Current in the conductors reinforce each other. The conductors will be capacitively and inductively linked, a single conductor can't be.
What is comes down to is that the H field is supported by induced currents in the walls and the E field is supported by induced voltages in the walls and in order for the wave to propagate these must reinforce each other, but in a single conductor system they cancel each other. The solution? If you have separate conductors then you can shape them to have the Voltage and Current in the conductors reinforce each other. The conductors will be capacitively and inductively linked, a single conductor can't be.
Answered by
0
The paper you linked to (despite spelling and language errors) is actually pretty good. From page 4 ... " ... all transverse components of E and H can be determined from only the axial components Ez and Hz." For TEM mode support you need to have BOTH Ez=Hz=0 simultaneously. The paper deals with the mathematic reason nicely, what you are looking for is a physical sense of what is being said in the mathematics.
Hope this helps you ☺️☺️❤️❤️✌️✌️
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