Inductance calculation of planar multi-layer and multi-wire coils: An analytical approach
β Scribed by Christian Peters; Yiannos Manoli
- Book ID
- 104092439
- Publisher
- Elsevier Science
- Year
- 2008
- Tongue
- English
- Weight
- 557 KB
- Volume
- 145-146
- Category
- Article
- ISSN
- 0924-4247
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β¦ Synopsis
This paper describes for the first time an analytical algorithm for calculating the inductance of planar multi-wire coils with arbitrary number of parallel wires and layers. The special topology of multi-wire coils, with many parallel wires connected at both endings, allows efficient telemetric energy transfer and low Joule losses due to a reduced DC resistance. The algorithm is based on an integral solution starting from Biot-Savart's law and allows a fast calculation of the coil inductance.
The algorithm is verified with a large number of fabricated and measured coils with inductance values ranging from 45 nH to 10 H. The small coils are microfabricated on a polyimide foil with electroplated gold wires. The larger coils are realized on a printed circuit board. The coils have up to seven parallel wires and two layers. The inductance is measured at 1 MHz and shows good agreement to the calculation results. The error between calculation and measurement is less than 10% and proves the correctness of the presented algorithm.
π SIMILAR VOLUMES
An analytical model has been developed in this paper for perforation of ceramic/multi-layer woven fabric targets by blunt projectiles. In previous Chocron-Galvez analytical model the semi-angle of ceramic conoid is constant and the strain rate effects are also neglected in the stress-strain behavior