Mack, Austin N. F. (2004) A Solenoidal Finite Element Approach for Prediction of Radar Cross Sections. Technical Report. Unspecified. (Submitted)

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Abstract
This report considers the solution of problems that involve the scattering of plane electromagnetic waves by perfectly conducting obstacles. Such problems are governed by the Maxwell equations. An interesting facet of the solution of Faraday's law and Ampere's law, which on their own form a complete equation set for the determination of the field intensity components, is that there are the additional conservation statements of Coulomb's law and Gauss's law, which appear to be in excess of requirements. Often, these additional constraints are neglected due to an inability to incorporate them into the solution scheme. With the successful development of a solenoidal finite element for the solution of viscous incompressible flows, such a device now offers a practical means for the solution of the full Maxwell equations. To demonstrate the validity of this assertion, a suitable solution scheme is presented, accompanied by sample results for various test problems.
Item Type:  Technical Report (Technical Report) 

Subjects:  O  Z > Optics, electromagnetic theory H  N > Numerical analysis 
Research Groups:  Numerical Analysis Group 
ID Code:  1184 
Deposited By:  Lotti Ekert 
Deposited On:  18 May 2011 07:14 
Last Modified:  29 May 2015 18:52 
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