Fasthenry
FASTHENRY: a multipole-accelerated 3-D inductance extraction program. A mesh analysis equation formulation technique combined with a multipole-accelerated Generalized Minimal Residual (GMRES) matrix solution algorithm is used to compute the 3-D frequency dependent inductances and resistances in nearly order n time and memory where n is the number of volume-filaments. The mathematical formulation and numerical solution are discussed, including two types of preconditioners for the GMRES algorithm. Results from examples are given to demonstrate that the multipole acceleration can reduce required computation time and memory by more than an order of magnitude for realistic integrated circuit packaging problems.
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References in zbMATH (referenced in 13 articles )
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Sorted by year (- Jakushokas, Renatas; Popovich, Mikhail; Mezhiba, Andrey V.; Köse, Selçuk; Friedman, Eby G.: Power distribution networks with on-chip decoupling capacitors (2011)
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- Wang, Haitao; Lei, Ting; Li, Jin; Huang, Jingfang; Yao, Zhenhan: A parallel fast multipole accelerated integral equation scheme for 3D Stokes equations (2007)
- Yu, Wenjian; Yan, Changhao; Wang, Zeyi: A mixed surface integral formulation for frequency-dependent inductance calculation of 3D interconnects (2007)
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- Yan, Changhao; Yu, Wenjian; Wang, Zeyi: Application of the complete multiple reciprocity method for 3D impedance extraction with multiple frequency points (2006)
- Engin, A.Ege; Mathis, Wolfgang; John, Werner; Sommer, Grit; Reichl, Herbert: Closed-form network representations of frequency-dependent RLGC parameters (2005)
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- De Ranter, Carl; Steyaert, Michiel: High data rate transmitter circuits. RF CMOS design and techniques for design automation. (2003)
- Guidotti, Patrick: A new first kind boundary integral formulation for the Dirichlet-to-Neumann map in 2D (2003)
- Ledger, P.D.; Morgan, K.; Hassan, O.; Weatherill, N.P.: Arbitrary order edge elements for electromagnetic scattering simulations using hybrid meshes and a PML (2002)
- Silveira, L.Miguel; Kamon, Mattan; Elfadel, Ibrahim; White, Jacob: A coordinate-transformed Arnoldi algorithm for generating guaranteed stable reduced-order models of RLC circuits (1999)