4.2 Mutual impedanceDeveloping MatlabFollowing relations can be derived for computing mutual impedance Z12
of two dipoles. Real part of the mutual impedance R12 is given by:
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( 4.2D.1 )
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Imaginary part of the mutual impedance X12
can be expressed as:
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( 4.2D.2 )
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where
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( 4.2D.3 )
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In these relations, variables given by the user p, q, δ are present:
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( 4.2D.4 )
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Finally, we have to define the following functions:
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( 4.2D.5 )
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Here, u is a parameter, which changes according to the variable,
which is used in our relations.
The above-given relations are programmed. We do not present
here the transcription into the Matlab syntax due to the worse readability. In the program one
of the parameters kl, kh or kd vary.
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