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首页> 外文期刊>Journal of Quantitative Spectroscopy & Radiative Transfer >k-bin and k-IR: k-distribution methods without correlation approximation for non-fixed instrument response function and extension to the thermal infrared—Applications to satellite remote sensing
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k-bin and k-IR: k-distribution methods without correlation approximation for non-fixed instrument response function and extension to the thermal infrared—Applications to satellite remote sensing

机译:k-bin和k-IR:非相关仪器响应函数和热红外扩展的无相关近似的k分布方法—在卫星遥感中的应用

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k-distribution methods are efficient tools for large spectra! band radiation transfer simulations in the atmosphere. A weakness of classical k-distribution method (correlated k-distribution method) is the simulation of layered atmosphere with variable gas absorption. This weakness is due to the use of the correlation approximation. We can avoid the use of the correlation approximation using a spectral mapping for the construction of the k-distribution intervals. This already-existing method is known as Spectral Mapping Transformation (SMT). Within SMT k-distribution' k-distribution is built to suit all the atmospheric layers. This difference of method' compared to the correlated k-distribution methods, leads to a loss of rapidity but to a gain of precision. Particularly' SMT k-distribution methods permit a balance between rapidity and precision by decreasing or increasing the number of bins (spectroscopically similar k-distribution intervals). Within this article' we recapitulate the main principles of SMT k-distribution methods and present two improvements: the k-IR method' which is an adaptation of an SMT k-distribution method to the thermal infrared' and k-bin, which is an adaptation of an SMT k-distribution method that allows the user to simulate narrow-band satellite channels with a non-fixed spectral response function. k-IR permits a modeling of the absorption and emission by gases' even if the spectral variability of the Planck function is completely different from the spectral variability of absorption/emission coefficients. This is achieved by associating to each bin (spectroscopically similar k-distribution interval) a precomputed value of the bin-averaged blackbody radiance. Within this paper' we outline k-IR and apply it for the simulation of Channel 3 (12.05 μm) of the Imaging Infrared Radiometer (IIR) aboard the CALIPSO satellite. Results show that the accuracy steadily increases with an increasing number of bins. This will allow us to reach the instrument precision. k-bin, otherwise' is a more stringent approach ofthe k-distribution method. The major difference between a conventional k-distribution and k-bin is that' for a given spectral interval no assumption about the shape of the sensor weighting function has to be incorporated a priori. For a given spectral interval' any sensor response function can be constructed from a set of radiative transfer simulations. This requires somewhat different constraints in the way the subdivision in bins is performed, namely we must ensure that not only the band-averaged transmission is resembled to high accuracy, but also the transmission in each bin. Within this paper we outline k-bin method and apply it to high-resolution spectroscopic simulations in the oxygen A-band. k-bin allows for a representation of any channel (with a resolution of 0.04 nm or lower) within the oxygen A-band with an accuracy of 0.2% or better with less than 600 simulations. This corresponds for the Orbiting Carbon Observatory-2 (OCO-2) to a computational cost of 0.6 simulations per channel.
机译:k分布方法是处理大光谱的有效工具!大气中的波段辐射传输模拟。经典的k分布方法(相关的k分布方法)的一个弱点是模拟具有可变气体吸收率的分层大气。该弱点是由于使用了相关近似。我们可以避免使用频谱映射来构造k分布区间的相关近似。这种已经存在的方法称为频谱映射转换(SMT)。在SMT中,建立了k分布以适应所有大气层。与相关的k分布方法相比,这种方法的差异导致了速度的损失,但获得了精度。特别地,SMT的k分布方法通过减少或增加箱的数量(在光谱上相似的k分布间隔)而实现了速度和精度之间的平衡。在本文中,我们概括了SMT k分布方法的主要原理,并提出了两个改进:k-IR方法,它是SMT k分布方法对热红外的一种改进,而k-bin是一种适应SMT k分布方法,使用户可以模拟具有非固定频谱响应功能的窄带卫星信道。即使普朗克函数的光谱可变性与吸收/发射系数的光谱可变性完全不同,k-IR仍可以对气体的吸收和发射进行建模。这是通过将每个bin平均黑体辐射的预计算值与每个bin(在光谱上相似的k分布间隔)相关联来实现的。在本文中,我们概述了k-IR并将其应用于CALIPSO卫星上成像红外辐射仪(IIR)的通道3(12.05μm)的仿真。结果表明,随着箱数的增加,精度稳步提高。这将使我们达到仪器的精度。 k-bin,否则是k-分布方法的更严格方法。传统的k分布和k-bin之间的主要区别在于,对于给定的频谱间隔,无需先验地合并关于传感器加权函数形状的假设。对于给定的光谱间隔,可以从一组辐射传递模拟中构建任何传感器响应函数。这就需要在进行箱中细分的方式上有一些不同的约束,也就是说,我们必须确保不仅平均带宽的传输类似于高精度,而且还必须确保每个箱中的传输都类似。在本文中,我们概述了k-bin方法,并将其应用于氧气A波段的高分辨率光谱模拟。 k-bin可以用不到600次模拟以0.2%或更高的精度表示氧气A波段内的任何通道(分辨率为0.04 nm或更低)。对于轨道碳观测站2(OCO-2),这相当于每通道0.6模拟的计算成本。

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