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Parameters in Modal Domain

By applying modal transformation, differential equations in a multiconductor are given as [Pg.46]

Equation 1.152 in a modal domain takes the same form as that in a phase domain. In a modal domain, the impedance and admittance are defined by Equation 1.153. [Pg.47]

In order for a product of two matrices to be a diagonal matrix, the two matrices have to be diagonal matrices. Since Q is a diagonal matrix, z and y are diagonal matrices (Wedepohl [14]). [Pg.47]

For a semi-infinite line, the following equation is satisfied  [Pg.47]

The characteristic impedance and admittance in a modal domain are defined [Pg.47]


See other pages where Parameters in Modal Domain is mentioned: [Pg.8]    [Pg.76]    [Pg.46]   


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Modal parameters

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