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Extensions to the Chatoyant O/E CAD Framework for Modeling Micro-Opto-Electronic Systems

机译:用于建模微光电子系统的Chatoyant O / E CAD框架的扩展

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Chatoyant is a mixed signal CAD tool developed at the university of Pittsburgh and University of California, San Diego. The tool has been extensively used to design and simulate free space opto-electronic inter-connect systems.[1] Chatoyant is capable of performing end-to-end system simulations, with analyses including bit error rate (BER), insertion loss, cross talk, and mechanical tolerancing. Chatoyant's optical library includes sources (VCSELs and MQW modulators), optical components (lenses, lenslets, mirrors, apertures, etc.), as well as optical detectors. Opto-electronic signals are modeled using piece-wise linear discrete event techniques raiding user control for accuracy and computation time. Until recently, Chatoyant has modeled light using only ray and Gaussian beam propagation methods. However, with the desire to analyze micro-optical systems, where the light's wavelengths and the system's physical dimensions are on the same scale, we have extended Chatoyant's capabilities in two ways. First, we introduced modeling techniques for diffractive optics. This allows the use of diffractive models in cases where Gaussian approximations are not valid. Fresnel propagation equations are used for the scalar modeling of light, since we desire to calculate the complex wave function in both the near and far field. [2] An additional requirement emphasized by these microsystems is support for automatic tolerancing on the precise alignment required for desired operation. Therefore, we have also implemented a Monte Carlo tolerancing package within Chatoyant to determine worst case mechanical tolerancing and sensitivity.
机译:Chatoyant是在匹兹堡大学和加利福尼亚大学,圣地亚哥开发的混合信号CAD工具。该工具已广泛用于设计和模拟自由空间光电连接系统。[1] Chatoyant能够执行端到端系统模拟,分析包括误码率(BER),插入损耗,串扰和机械容忍度。 Chatoyant的光学库包括源(VCSEL和MQW调制器),光学组件(镜头,透镜,镜子,孔径等),以及光学检测器。光电信号使用攻击用户控制以获得精度和计算时间的转换线性离散事件技术进行建模。直到最近,Chatoyant使用射线和高斯光束传播方法使用模型光。然而,随着分析微光学系统的希望,在光的波长和系统的物理尺寸上,我们以两种方式扩展了Chatoyant的功能。首先,我们介绍了衍射光学器件的建模技术。这允许在高斯近似无效的情况下使用衍射模型。菲涅耳传播方程用于光的标量建模,因为我们希望计算近距和远场中的复杂波函数。 [2]这些微系统强调的另外要求是支持在所需操作所需的精确对准上的自动公差。因此,我们还在聊天内实施了一个蒙特卡罗公差包,以确定最坏的机械公差和灵敏度。

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