Analytical Technique to Evaluate the Asymptotic Part of the Impedance Matrix of Microstrip Dipole on a Uniaxial Substrate | Zendy

Kun Li | Zendy; S.-O. Park | Zendy; H. Lee | Zendy; J. Ma | Zendy; B.-C. Kim | Zendy; H.-D. Choi | Zendy

Open Access

Analytical Technique to Evaluate the Asymptotic Part of the Impedance Matrix of Microstrip Dipole on a Uniaxial Substrate

Author(s) -

Kun Li,

S.-O. Park,

H. Lee,

J. Ma,

B.-C. Kim,

H.-D. Choi

Publication year - 2002

Publication title -

electromagnetic waves

Language(s) - English

Resource type - Journals

SCImago Journal Rank - 0.437

H-Index - 89

eISSN - 1559-8985

pISSN - 1070-4698

DOI - 10.2528/pier01061501

Subject(s) - microstrip , electrical impedance , impedance parameters , dipole , substrate (aquarium) , matrix (chemical analysis) , materials science , physics , mathematical analysis , mathematics , composite material , engineering , optics , electrical engineering , geology , quantum mechanics , oceanography

The integral transform method with the asymptotic extraction technique is formulated to evaluate a Sommerfeld type integral for the analysis microstrip dipole on a uniaxial substrate. The infinite double integral of the asymptotic part of the impedance matrix with triangular subdomain basis function with edge condition can be reduced to a finite one-dimensional integral. This finite one-dimensional integral can be easily evaluated numerically after the singular part of the integral is treated analytically. It is demonstrated the efficiency and accuracy of the proposed method to evaluate the asymptotic part of impedance matrix.

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