减小地毯斗篷各向异性的参数化策略

Mateus A. F. C. Junqueira, L. Gabrielli, D. Spadoti
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引用次数: 0

摘要

采用参数化和最小二乘法减少各向异性的变换光学设计,研制了一种无反射准各向同性地毯斗篷。我们提出了一个地毯斗篷几何的坐标变换函数,其中包括可变数量的自由度,以最小化转换介质的各向异性,而不干扰器件边界条件。当参数化函数使用不同的自由度数时,验证了各向异性减小对坐标变换的影响和方法的有效性。结果表明,各向异性可以非常接近于零,而代价是使用更高的自由度。
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Parameterization strategy for anisotropy reduction in the carpet cloak
In this paper a transformation optical design with anisotropy reduction via parametrization and Least Squares Method is applied to develop a reflectionless quasi-isotropic carpet cloak. We present a coordinate transformation function for the carpet cloak geometry that includes a variable number of degrees of freedom to minimize the anisotropy of the transformed media without interfering with the device boundary conditions. Effects of anisotropy reduction in the coordinate transformation and the effectiveness of our method is verified when different numbers of degrees of freedom for the parameterization function is used. The results appointing that the anisotropy can be very close to zero at cost to use an elevated number of degrees of freedom.
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