BROAD-BAND VERTICAL INTERCONNECTS USING SLOT-COUPLED SHIELDED MICROSTRIP LINES Academic Article

abstract

• A full-wave space-domain integral equation analysis of aperture coupled shielded microstrip lines is presented based on the Equivalence Principle. The formulation includes the capability to model multilayered substrates through the derivation of the associated dyadic Green's functions which represent the layers through impedance boundary conditions. The method of moments, is used to solve for the line currents and slot voltage with even and odd mode excitations which are then interpreted through transmission line analysis to determine the two-port scattering parameters. A parametric study together with experimental data is presented which demonstrates the behavior of the coupler and the accuracy of the technique.<>

authors

• Katehi, Linda

published proceedings

• IEEE TRANSACTIONS ON MICROWAVE THEORY AND TECHNIQUES

author list (cited authors)

• VANDENBERG, N. L., & KATEHI, L.

citation count

• 37

complete list of authors

• VANDENBERG, NL||KATEHI, LPB

publication date

• January 1992

publisher

• Institute of Electrical and Electronics Engineers (IEEE)  Publisher

published in

• IEEE Transactions on Microwave Theory and Techniques  Journal

keywords

• Aperture Coupled
• Apertures
• Boundary Conditions
• Broadband Interconnects
• Dyadic Green's Functions
• Equivalence Principle
• Even Mode Excitations
• Full-wave
• Green's Function Methods
• Impedance
• Impedance Boundary Conditions
• Integral Equation Analysis
• Integral Equations
• Line Currents
• Method Of Moments
• Microstrip
• Model
• Moment Methods
• Moments Method
• Multilayered Substrates
• Odd Mode Excitations
• S-parameters
• Scattering Parameters
• Shielded Microstrip Lines
• Slot Voltage
• Slot-coupled
• Space-domain
• Strip Line Components
• Strip Lines
• Transmission Line Analysis
• Transmission Lines
• Two-port Scattering Parameters
• Vertical Interconnects
• Voltage
• Waveguide Couplers
• Waveguide Theory

Digital Object Identifier (DOI)

• 10.1109/22.108326

start page

• 81

end page

• 88

volume

• 40

issue

• 1

URL

• http://dx.doi.org/10.1109/22.108326