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Sensitivity Analysis of Optical Systems in Radio Telescopes

机译:射电望远镜光学系统的灵敏度分析

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We have demonstrated an approach to predict the overall efficiency and system noise regarding optical systems in radio telescopes, based on a systematic evaluation of both the optical propagation efficiency through all optical components, from the receiver horn to the main reflector, and of, their noise contributions. The analysis employs several conventional techniques, including-the principle of multimode Gaussian optics and calculations of losses associated with optical components. A detailed analysis was performed for cases of ALMA band 4(125-163 GHz) and 8 (385-500 GHz). The analysis predicts a reasonable efficiency of 0.75-0.76 (0.57-0.62) and a system noise of -70 K (300-400 K) for band 4 (band 8). The calculated efficiency of the band 4 optics was found to be consistent with the efficiencymeasured by astronomical observations with the ALMA/ACA 12-m antenna. In addition to a confirmation that- the bands 4-and 8 optics were designed, to maximize the overall efficiency, the analysis for the bands 4 and 8 frequency ranges also confirmed that there is no difference in the optimum edge levels at the subreflector between the two different ways of maximization, i.e., toward the overall efficiency or the, sensitivity, which is defined by the ratio of the overall efficiency over the sum of noises generated from all possible sources.; We also applied a sensitivity analysis to the band 1 frequency case, and revealed a slight, but clear, difference in the optimum edge levels between the sensitivity and the efficiency (difference is 1-2 dB). This corresponds to a sensitivity loss of 1% if we optimize the optics to maximize the efficiency.
机译:基于对从接收器号角到主反射器的所有光学组件的光学传播效率以及它们的噪声的系统评估,我们已经展示了一种预测射电望远镜光学系统的整体效率和系统噪声的方法。贡献。该分析采用了几种常规技术,包括-多模高斯光学原理和与光学组件相关的损耗的计算。对ALMA 4(125-163 GHz)和8(385-500 GHz)频段进行了详细分析。分析预测,频段4(频段8)的合理效率为0.75-0.76(0.57-0.62),系统噪声为-70 K(300-400 K)。发现频带4光学器件的计算效率与使用ALMA / ACA 12米天线进行天文观测所测得的效率一致。除了确认设计了波段4和波段8的光学器件以最大程度地提高整体效率外,对波段4和波段8频率范围的分析还确认,副波段的最佳边缘水平之间没有差异。最大化的两种不同方式,即朝向总效率或灵敏度,这由总效率与所有可能来源产生的噪声总和之比来定义。我们还对频段1的频率情况进​​行了灵敏度分析,发现灵敏度和效率之间的最佳边沿水平存在细微但清晰的差异(差异为1-2 dB)。如果我们优化光学器件以最大化效率,这相当于1%的灵敏度损失。

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