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Coplanar Waveguide: Difference between revisions

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test 1,2
[[Category:benchmark]]
[[Category:parametric system]]
[[Category:linear system]]
[[Category:time invariant]]
[[Category:geometrical parameters]]
[[Category:two parameters]]
[[Category:second order system]]
 
==Model Description==
 
A coplanar waveguide is a microwave semiconductor device, which is governed by maxwell's equations.
The coplanar waveguide considered with dielectric overlay, i.e. a transmission line shielded within two layers of multilayer board with 0.5mm thickness are buried in a substrate with 10mm thickness and relative permittivity
<math> \epsilon_r = 4.4 </math> and relative permeability <math> \mu_r = 1 </math>, and low conductivity <math> \sigma = 0.02 S/m </math>. The low-loss upper layer has low permittivity <math> \epsilon_r = 1.07 </math> and
<math> \sigma = 0.01 S/m </math>. The whole structure is enlosed in a metallic box of dimension 140mm by 100mm by 50mm. The discrete port with 50ohm lumped load imposes 1 A current as the input to the one side of the strip. The voltage along the discrete port 2 at the end of the other side of coupled lines is integrated as the output.
 
[[File:CoplanarWaveguide.jpg]]
 
 
==Matrices and Data==
 
==References==

Revision as of 13:37, 12 November 2012


Model Description

A coplanar waveguide is a microwave semiconductor device, which is governed by maxwell's equations. The coplanar waveguide considered with dielectric overlay, i.e. a transmission line shielded within two layers of multilayer board with 0.5mm thickness are buried in a substrate with 10mm thickness and relative permittivity ϵr=4.4 and relative permeability μr=1, and low conductivity σ=0.02S/m. The low-loss upper layer has low permittivity ϵr=1.07 and σ=0.01S/m. The whole structure is enlosed in a metallic box of dimension 140mm by 100mm by 50mm. The discrete port with 50ohm lumped load imposes 1 A current as the input to the one side of the strip. The voltage along the discrete port 2 at the end of the other side of coupled lines is integrated as the output.


Matrices and Data

References