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Interdigital capacitor

This is an example of the interdigital capacitor simulation, performed with QuickField software in both 2D and 3D formulations.

Problem type:
Plane-parallel problem of Electrostatics,
3D extrusion model of Electrostatics.

Geometry:

Interdigital capacitor model

All dimensions are in microns.

Given:
Relative permittivity of the dielectric substrate ε = 4.7;
The voltages applied to capacitor plates are -0.5 and +0.5 V.

Task:
Determine the self capacitance of the interdigital capacitor.

Solution:
Interdigital capacitor is designed to be made by the microstrip lines on the PCB. Its capacitance is defined by the air gap between the electrodes. To correctly simulate the intergidital capacitor we need a full 3D analysis.
However, for brief evaluation of the capacitance we may use 2D approach. We can virtually straighten the capacitor and calculate the capacitance between two planar electrodes in 2D. As the length of the model, we take the length of the mid-line along the capacitor gap, which equals to L = 7250 micrometers.
Capacitor capacitance in both 2D and 3D formulations can be obtained from the energy of the electric field W and the potential difference U:
C = 2W / U2

Results:
Interdigital capacitor capacitance in 2D: C = 2 * 1.54e-13 / 12= 0.31 pF.
Interdigital capacitor electric stress

Interdigital capacitor capacitance in 3D: C = 2 * 1.27e-13 / 12 = 0.25 pF.
Interdigitated capacitor capacitance

Download Download simulation files (files may be viewed using any QuickField Edition).

There are no restrictions applied to the QuickField Student Edition postprocessors.
You can view field maps, make plots, calculate integrals and print pictures in the same way that the Professional Edition users do.