For the interpretation of human neuromagnetic data it is necessary to compute the magnetic field of a source (e.g. a dipole) in a volume conductor (e.g. a homogeneous conducting sphere or a homogeneous head model). The Multiple Multipole (MMP) method, which is a semianalytical field calculation meth
Near-field computation using the null-field method
β Scribed by Adrian Doicu; Thomas Wriedt
- Book ID
- 104028940
- Publisher
- Elsevier Science
- Year
- 2010
- Tongue
- English
- Weight
- 395 KB
- Volume
- 111
- Category
- Article
- ISSN
- 0022-4073
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β¦ Synopsis
In this paper we analyze three methods for computing the total field in the near-zone region. These methods use the expansion of the scattered field outside the minimum circumscribing sphere, an integral representation of the scattered field and a vector spherical wave expansion of the near-zone field. Calculations of the total field within the circumscribing sphere are presented for dielectric prolate spheroids to compare the different methods.
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Monte Carlo methods are generally known for solving field problems one point at a time, unlike other numerical methods such as the finite difference and finite element methods which provide the solution at all the grid nodes simultaneously. This paper provides a Monte Carlo technique for obtaining t
## Abstract This paper presents a technique to compress the nearβfield data required to compute the radiated fields using FDTD. This technique is applied to the study of a UWB planar diamond antenna. The results show a 99.8% gain in memory storage, while maintaining good accuracy: less than 1% erro