Efficient FEM-Based Modal Circuit Representation of Arbitrarily Shaped Plate Pairs

Bednarz, Christian; Mantzke, Andreas; Leone, Marco

doi:10.1109/temc.2013.2294542

Cited by 3 publications

(1 citation statement)

References 4 publications

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“…The 2D contour integral equation method is introduced in [21] - [22], which separates arbitrary shape into small segments with the assumption of a uniformly distributed voltage. A FEM -SPICE method is introduced in [23] - [25]. In this approach, the impedance of each part of the power plane is calculated by the finite element method.…”

Section: A Low Power Plane Modelingmentioning

confidence: 99%

An Accurate Modeling Approach to Compute Noise Transfer Gain in Complex Low Power Plane Geometries of Power Converters

Nguyen¹,

Blanchette²,

Wang³

2017

Journal of Power Electronics

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An approach based on a 2D lumped model is presented to quantify the voltage transfer gain (VTG) in power converter low power planes. The advantage of the modeling approach is the ease with which typical noise reduction devices such as decoupling capacitors or ferrite beads can be integrated into the model. This feature is enforced by a new modular approach based on effective matrix partitioning, which is presented in the paper. This partitioning is used to decouple power plane equations from external device impedance, which avoids the need for rewriting of a whole set of equation at every change. The model is quickly solved in the frequency domain, which is well suited for an automated layout optimization algorithm. Using frequency domain modeling also allows the integration of frequency-dependent devices such inductors and capacitors, which are required for realistic computation results. In order to check the precision of the modeling approach, VTGs for several layout configurations are computed and compared with experimental measurements based on scattering parameters.

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Section: A Low Power Plane Modelingmentioning

confidence: 99%

An Accurate Modeling Approach to Compute Noise Transfer Gain in Complex Low Power Plane Geometries of Power Converters

Nguyen¹,

Blanchette²,

Wang³

2017

Journal of Power Electronics

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An Efficient PEEC-Based Method for Full-Wave Analysis of Microstrip Structures

Ma,

Li,

et al. 2024

IEEE Trans. Electromagn. Compat.

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Fast Wide-Band RCS Analysis of the Coated Target Based on PBR Using EFIE-PMCHWT and the Chebyshev Approximation Technique

et al. 2023

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The Chebyshev approximation technique (CAT) combined with the MoM based on the electric-field integral equation (EFIE) and the Poggio–Miller–Chang–Harrington–Wu–Tsai (PMCHWT) integral equation is proposed to efficiently calculate the wide-band radar cross-section (RCS) based on passive bistatic radars (PBR). The EFIE-PMCHWT equations can be used to analyze the electromagnetic scattering of coated targets. The combination with CAT only requires computing the electric and magnetic currents at a few Chebyshev frequency points, which can be employed to obtain the electric and magnetic currents over the entire frequency band. In this study, the RCS values of a coated target calculated by the hybrid EFIE-PMCHWT-CAT based on passive bistatic radar (PBR) were found to be consistent with that calculated by the MoM based on the EFIE-PMCHWT. The validity of the hybrid method is verified by several numerical examples. Compared with the conventional MoM method, the hybrid method can greatly improve the efficiency for electromagnetic scattering problems over a wide frequency band.

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Efficient FEM-Based Modal Circuit Representation of Arbitrarily Shaped Plate Pairs

Cited by 3 publications

References 4 publications

An Accurate Modeling Approach to Compute Noise Transfer Gain in Complex Low Power Plane Geometries of Power Converters

An Accurate Modeling Approach to Compute Noise Transfer Gain in Complex Low Power Plane Geometries of Power Converters

An Efficient PEEC-Based Method for Full-Wave Analysis of Microstrip Structures

Fast Wide-Band RCS Analysis of the Coated Target Based on PBR Using EFIE-PMCHWT and the Chebyshev Approximation Technique

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