Proceedings of 2015 Photonics & Electromagnetics Research Symposium, Prague, July 6 - 9,Page(s)2714-2718
Abstract
The polarimetric response of radar targets can be decomposed into a set of so-called
Huynen-Euler parameters which allow to analyze the physical scattering mechanism occuring at
the target. Required for this technique is a coneigenvalue decomposition, whose characteristics
are not yet fully unterstood. Due to this there are conflicting opinions regarding the question if
one of the Huynen-Euler parameters, the skip angle, can be extracted from the coneigenvalues.
This paper resolves this conflict by discussing the mathematics of coneigenvalues and by giving
a physical interpretation to the coneigenvalue decomposition.
Citation
Thomas Dallmann,
and
Dirk Heberling,
"On the Coneigenvalue Decomposition of Sinclair Matrices," Proceedings of 2015 Photonics & Electromagnetics Research Symposium, Prague, July 6 - 9,Page(s)2714-2718