Error estimation and optimization of the method of auxiliary sources (MAS) applied to te scattering by a perfectly conducting circular cylinder
Abstract
Abstract is not available.- Circular Cylinder
- Error Estimate
- Method of Auxiliary Sources
- Engineering, Electrical & Electronic
- Physics, Applied
- Physics, Mathematical
- Algorithms
- Computational complexity
- Error analysis
- Functions
- Linear systems
- Matrix algebra
- Scattering
- Error minimization
- Method of auxiliary sources (MAS)
- Plane wave
- Transverse electric (TE)
- Cylinders (shapes)
- Circular Cylinder
- Error Estimate
- Method of Auxiliary Sources
- Engineering, Electrical & Electronic
- Physics, Applied
- Physics, Mathematical
- Algorithms
- Computational complexity
- Error analysis
- Functions
- Linear systems
- Matrix algebra
- Scattering
- Error minimization
- Method of auxiliary sources (MAS)
- Plane wave
- Transverse electric (TE)
- Cylinders (shapes)
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Last time updated on 03/06/2016
This paper was published in DSpace@NTUA (National Technical Univ. of Athens).
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