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Peek inductor (38891)

Spiral inductor with part of overhanging copper plane. Figure 1 

Spiral Inductor PEEC Model (38891)

 
Authors:

Jing-Rebecca Li, INRIA-Rocquencourt, Projet Ondes, Domaine de Voluceau - Rocquencourt - B.P. 105, 78153 Le Chesnay Cedex, France jingrebecca.li at inria.fr

Mattan Kamon, Coventor, Inc. 625 Mt. Auburn St, Cambridge, Ma 02138, USA matt at coventor.com

 

Figure 1: Spiral inductor with part of overhanging copper plane.

Files
File 1   155.8 kB  
description text (.pdf): PEEC model of a spiral inductor generated by Fasthenry
File 2   10.5 MB  
Matrices (order 1434, in Matrix Market Format) : "E" dx/dt = "A"x+"B"u, y = "B"^Tx.
File 3   3.5 kB  
Plots of Resis(w). The complex impedence is Z(w) = Resis(w)+i*w*Induc(w) = (G(i*w))^(-1)=(B^T(-A+i*w*E)^(-1)B)^(-1)
File 4   3.7 kB  
Plots of Induc(w). The complex impedence is Z(w) = Resis(w)+i*w*Induc(w) = (G(i*w))^(-1)=(B^T(-A+i*w*E)^(-1)B)^(-1)
File 5   5.9 kB  
Short matlab files to 1. plot Resis(w) and Induc(w) 2. perform a PRIMA reduction of order 50 3. produce symmetrized standard state-space system: dx/dt = "A_symm"x+"B_symm"u, y = "B_symm"^Tx, where A_symm is symmetric.
File 6   88.7 kB  
Picture (pdf) of "Spiral inductor with part of overhanging copper plane".
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