EM Modeling of surfaces with STOP or GO characteristics-artificial magnetic conductors and soft and
By Per-Simon Kildal, Ahmed A. Kishk. 2003
139 citations recorded by the source corpus.
View Paper: https://www.semanticscholar.org/paper/6dadfe19e4df83289693748d2a5dc089f30b027a
How researchers see this paper
The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.
- Ashraf Uz Zaman
- Per-Simon Kildal
- Eva Rajo-Iglesias
- E. Alfonso
- Alejandro Valero-Nogueira
- Mahsa Ebrahimpouri
- Davoud Zarifi
- S. A. Razavi
Citations in the corpus
- Numerical studies of bandwidth of parallel-plate cut-off realised by a bed of nails, corrugations and mushroom-type electromagnetic bandgap for use in gap waveguides (2011, background): “The ideal soft and hard surfaces can be interpreted as grids of parallel PEC and PMC strips [9].”
- Local Metamaterial-Based Waveguides in Gaps Between Parallel Metal Plates (2009, background): “The PMC strips can be realized as metal grooves with effectively quarter-wavelengths depth or by equivalent means [4].”
- Parallel Plate Cavity Mode Suppression in Microstrip Circuit Packages Using a Lid of Nails (2010, background): “The soft and hard surfaces are ideally grids of parallel perfect electric conducting (PEC) and perfect magnetic conducting (PMC) strips [5].”
- Three metamaterial-based gap waveguides between parallel metal plates for mm/submm waves (2009, background): “The ideal soft and hard surfaces were later conveniently described as PEC/PMC strip grids (PEC = Perfect Electric Conductor, PMC = Perfect Magnetic Conductor), representing an ideal soft surface when waves are incident normal to the strips (STOP case), and a hard surface when they are incident in th”