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Using a ground-based photometric telescope for observing global modes of solar oscillation

机译:使用地面光度望远镜观测太阳振荡的整体模式

摘要

A new technique for ground based photometric helioseismology has been implemented. The technique is able to detect low amplitude oscillations in the solar irradiance by making simultaneous measurements at continuum wavelengths of 0.507 μm, 0.747 μm, and 1.600 μm. Data is collected from a rectangular region covering approximately 57% of the solar disk, extending ±0.30 R(⊙) about the solar rotational axis, and ±0.38 R(⊙) about the solar equator, using square pixels varying in linear size from 0.032 R(⊙) to 0.053 R(⊙). A differential spatial filter is applied, taking advantage of cancellations of undesired variations and forming a signal which is sensitive to most modes with spherical harmonic index l ≤ 7. Linear combinations are made of the three solar signals and the telescope internal Temperature signal, mitigating the deleterious effects of the terrestrial atmosphere and of local temperature variations. Frequencies of local maxima in the Power Spectrum of the residual signal, in the 400 μHz to 850 μHz range, are found to be consistent with those determined by solar limb profile measurements made in 1979. The measured coincidence levels indicate that the probability that the 1979 and 1999 data sets are random with respect to one another is approximately 5 x 10⁻⁹. Frequency shifts between the 1979 data and the 1999 data, possibly related to the solar activity cycle, are found: δν(n=1;l=4,...,7) = -0.16 ± 0.01 μHz, δν(n=2;l=3,...,7) = -0.04 ± 0.01 μHz, and δν(n=3;l=2,...,4) = -0.11 ± 0.01 μHz.
机译:已经实施了一种用于基于地面的光度学地震学的新技术。通过同时在连续波长0.507μm,0.747μm和1.600μm处进行测量,该技术能够检测太阳辐射的低振幅振荡。使用从0.032到线性大小变化的正方形像素,从覆盖大约57%的太阳磁盘的矩形区域收集数据,该区域围绕太阳旋转轴延伸±0.30 R(⊙),并且围绕太阳赤道延伸±0.38 R(⊙) R(⊙)至0.053R(⊙)。应用差分空间滤波器,利用其消除了不希望有的变化,并形成对大多数球谐指数l≤7的模式敏感的信号。由三个太阳信号和望远镜内部温度信号组成线性组合,从而减轻了地球大气和局部温度变化的有害影响。发现残留信号功率谱中的局部最大值的频率在400μHz至850μHz的范围内,与1979年进行的太阳肢轮廓测量所确定的频率一致。测得的一致水平表明,1979年的概率并且1999年的数据集彼此之间是随机的,大约为5 x10⁻⁹。发现1979年的数据和1999年的数据之间的频移可能与太阳活动周期有关:δν(n = 1; l = 4,...,7)= -0.16±0.01μHz,δν(n = 2 ; l = 3,...,7)= -0.04±0.01μHz,而δν(n = 3; l = 2,...,4)= -0.11±0.01μHz。

著录项

  • 作者

    Shah Nitesh Navin;

  • 作者单位
  • 年度 2000
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  • 原文格式 PDF
  • 正文语种 en_US
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