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**Harvard**

Jacobsson, P. och Rylander, T. (2009) *Shape optimization of conformai array antennas*.

** BibTeX **

@conference{

Jacobsson2009,

author={Jacobsson, Per and Rylander, Thomas},

title={Shape optimization of conformai array antennas},

booktitle={3rd European Conference on Antennas and Propagation, EuCAP 2009; Berlin; Germany; 23 March 2009 through 27 March 2009},

isbn={978-300024573-2},

pages={2713-2717},

abstract={We present a shape optimization method for the minimization of the active reflection coefficient for conformai array antennas. Our formulation is based on the continuum form of Maxwell's equations, where the gradient of the goal function is expressed in terms of the solution to the original field problem and the solution to an adjoint field problem. The computational work for the goal function and its gradient amounts to the computation of the scattering matrix, which makes our method independent of the number of degrees of freedom used to parameterize the geometry. In addition, the field solver is decoupled from the optimization process, which offers great freedom in the choice of field solver. The method is tested in two dimensions for an array antenna that conforms to a circular cylinder. An optimum is found in approximately 10 iterations when four degrees of freedoms are used to describe the antenna geometry and in approximately 30 iterations when 40 degrees of freedoms are used.},

year={2009},

}

** RefWorks **

RT Conference Proceedings

SR Print

ID 253086

A1 Jacobsson, Per

A1 Rylander, Thomas

T1 Shape optimization of conformai array antennas

YR 2009

T2 3rd European Conference on Antennas and Propagation, EuCAP 2009; Berlin; Germany; 23 March 2009 through 27 March 2009

SN 978-300024573-2

SP 2713

OP 2717

AB We present a shape optimization method for the minimization of the active reflection coefficient for conformai array antennas. Our formulation is based on the continuum form of Maxwell's equations, where the gradient of the goal function is expressed in terms of the solution to the original field problem and the solution to an adjoint field problem. The computational work for the goal function and its gradient amounts to the computation of the scattering matrix, which makes our method independent of the number of degrees of freedom used to parameterize the geometry. In addition, the field solver is decoupled from the optimization process, which offers great freedom in the choice of field solver. The method is tested in two dimensions for an array antenna that conforms to a circular cylinder. An optimum is found in approximately 10 iterations when four degrees of freedoms are used to describe the antenna geometry and in approximately 30 iterations when 40 degrees of freedoms are used.

LA eng

OL 30