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Accuracy and computational efficiency improvement of ray tracing using line search theory

机译:使用线搜索理论的射线追踪精度和计算效率的提高

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This study presents a new ray tracing acceleration technique for site-specific propagation modelling in indoor environments. It overcomes one of the major problems regarding the computational efficiency of shooting-and-bouncing-ray (SBR) method, that is most of the rays emitted from the source do not reach the receiver whereas all of them must be traced. Our proposed method solves this problem in a two-step procedure based on the idea of line search theory. In the first step, called the bracketing phase, the solid angles around the transmitter that transport electromagnetic power to the receiver are determined. In the second step, called the sectioning or zoom phase, the accuracy is improved by iteratively increasing the tessellation frequency of the source in the power-transporting solid angles. No ray will be sent through nonpower- transporting solid angles in the sectioning phase. Applying the method to a typical indoor problem is presented and the results are compared with fully 3-D SBR simulation. It is observed that power-transporting solid angles constitute only a small fraction of the total space around the source through which the rays are launched. Therefore a high gain in terms of computational efficiency (about 550¿ 800% saving in the simulation time) is achieved.
机译:这项研究提出了一种新的光线跟踪加速技术,用于在室内环境中进行特定位置的传播建模。它克服了有关弹跳射线(SBR)方法的计算效率的主要问题之一,即从源发出的大多数射线没有到达接收器,而所有射线都必须被追踪。我们提出的方法基于线搜索理论的思想分两步解决了这个问题。在称为包围阶段的第一步中,确定将电磁功率传输到接收器的发射器周围的立体角。在第二步(称为分段或缩放阶段)中,通过以迭代方式增加源在功率传输立体角中的镶嵌频率来提高精度。在切片阶段,不会通过非输电立体角发送任何射线。提出了将该方法应用于典型的室内问题,并将结果与​​完整的3-D SBR仿真进行了比较。可以观察到,传输功率的立体角仅占放射线所通过的源周围总空间的一小部分。因此,就计算效率而言,可以获得很高的增益(在模拟时间上节省了约550×800%)。

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