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A Hybrid Formulation of a Frequency-Domain TLM and Integral Equations Field Method

机译:频域TLM和积分方程场法的混合表示

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In many applications, heterogeneous structures are separated by some distance in a homogeneous medium. This homogenous space must be entirely meshed when volumic methods are used. This letter presents a hybrid formulation between the frequency-domain transmission line matrix (FDTLM) method and a field integral equation formulation that avoids the meshing of the homogeneous background in which complex objects are located. In addition, it prevents the use of absorbing boundary conditions. To simplify the theoretical development for the 3-D case, the problem of a rectangular waveguide with inductive objects is presented. Although invariance along the waveguide height with the fundamental mode excitation, the problem is treated by 3-D FDTLM nodes for validation. It is found that some computer cost reduction can be achieved as compared with the full meshing approach.
机译:在许多应用中,异质结构在均质介质中相隔一定距离。使用体积方法时,必须将均匀空间完全网格化。这封信提出了一种频域传输线矩阵(FDTLM)方法与场积分方程公式之间的混合公式,该公式避免了复杂对象所在的均匀背景的网格化。另外,它阻止了吸收边界条件的使用。为了简化3D情况的理论发展,提出了带有感应物体的矩形波导的问题。尽管在基本模式激励下沿波导高度不变,但该问题已由3-D FDTLM节点处理以进行验证。发现与全网格化方法相比,可以实现某些计算机成本的降低。

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