Abstract
Generally, current density solutions of the differentiated electric field integral equation (EFIE) marching-on-in-time (MoT) scheme suffer from stability issues. To
obtain stable results the minimum order of the Dunavant’s symmetric Gaussian quadrature rule is analysed and discussed. Instability related to DC and resonance modes of the scatterer is also addressed.
obtain stable results the minimum order of the Dunavant’s symmetric Gaussian quadrature rule is analysed and discussed. Instability related to DC and resonance modes of the scatterer is also addressed.
Original language | English |
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Pages | 152-152 |
Number of pages | 1 |
Publication status | Published - 16 Feb 2020 |
Event | Scientific Computing in Electrical Engineering 2020 - Eindhoven, the Netherlands, Eindhoven, Netherlands Duration: 16 Feb 2020 → 20 Feb 2020 https://scee-conferences.org/ |
Conference
Conference | Scientific Computing in Electrical Engineering 2020 |
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Abbreviated title | SCEE 2020 |
Country | Netherlands |
City | Eindhoven |
Period | 16/02/20 → 20/02/20 |
Internet address |