On the representational nonuniqueness of uniform waveguide eigenvalue formulas

IEEE Transactions on Microwave Theory and Techniques(1992)

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摘要
It is found that, for uniform perfectly conducting waveguides characterized by rectilinear boundaries and exact eigenvalue formulas, such formulas are not representationally unique. They are specific examples of general homogeneous polynomials of degree p in q variables, known as q-ary, p-ic forms. Using the concepts of equivalence and congruence, it is found that an infinite number of eigenvalue ...
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Eigenvalues and eigenfunctions,Indium phosphide,Capacitance,Indium gallium arsenide,Microwave devices,Indium compounds,Heterojunction bipolar transistors,Harmonic distortion,Bipolar transistors,Electron devices
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