Abstract:The absorption coefficient of the atmospheric aerosol average 20% light absorption and for the winter aerosol over Vienna has been determined by two independent with an average of 40% light absorption, they agree methods: the integrating plate method and by subtracting almost perfectly. When considering small corrections the light scattering coefficient obtained with an integratowing to truncation in the nephelometer, the light abing nephelometer from the light extinction coefficient sorption measured by the i… Show more
“…These measurements allow for such comparisons in all sorts of meterological and aerosol conditions. This same approach has been applied successfully (Horvath and Metzig 1990;Horvath and Habenreich 1989;Horvath 1993) for the original IPM, using Nuclepore filters, with the conclusion that the IPM systematically overestimates b,, by 20-30%, which is consistent with the various laboratory studies cited by Clarke, et al. An intensive evaluation of LIPM, using Teflo filters, was recently done during project MOHAVE , a large EPA sponsored study in which optical measurements and multiple filter samplers were co-located at Meadview, Arizona.…”
“…These measurements allow for such comparisons in all sorts of meterological and aerosol conditions. This same approach has been applied successfully (Horvath and Metzig 1990;Horvath and Habenreich 1989;Horvath 1993) for the original IPM, using Nuclepore filters, with the conclusion that the IPM systematically overestimates b,, by 20-30%, which is consistent with the various laboratory studies cited by Clarke, et al. An intensive evaluation of LIPM, using Teflo filters, was recently done during project MOHAVE , a large EPA sponsored study in which optical measurements and multiple filter samplers were co-located at Meadview, Arizona.…”
“…The extinction coefficient of aerosol is measured using an extinction meter or a far-light photometer, and the light scattering coefficient is measured using an integral turbidimeter. Subsequently, the difference between the two measured results is treated as the absorption coefficient of the aerosol [173,174]. However, for aerosols with low absorption, the difference between the extinction and scattering coefficients is small, requiring both values to be measured with high precision.…”
Section: ) Measurements Of Absorption Propertiesmentioning
A comprehensive understanding of the optical properties of atmospheric aerosol is essential for a variety of applications, such as optical imaging, optical communication, and remote sensing. In recent years, many theories and numerical simulation methods have been developed to connect aerosol physicalchemical properties to their intrinsic and integral optical properties. Usually, simulations and measurements are intertwined to synergistically attain the retrieval of aerosol optical properties and mitigate or even eliminate the adverse impacts of aerosol during imaging, sensing, or communication. This review covers the fundamental theories of aerosol optical properties, the development of numerical simulations, the instrumentbased sampling measurements, and the cutting-edge techniques of remote sensing. Numerical simulations have been progressing from symmetric particles to asymmetric particles over the past two decades, although any simulation method is limited by specific shape and a restricted size parameter range. Thus, this review also examines the most typical advances in aerosol instrumentation that are frequently used to measure the intrinsic optical properties of unknown aerosols. Such obtained properties validate simulations and constitute the basis of integral optical properties. In terms of practical applications, integral optical properties are the most critical knowledge about atmospheric aerosol. Remote sensing measurements, be it ground-based, airborne, or satellite-based, all retrieve integral optical properties of atmospheric aerosol from various perspectives, which are elaborated upon in this review. In conclusion, this review provides an allencompassing comprehension of aerosol optical properties.
“…Therefore, whatever volume-scattering coefficient is to be measured, it has to be corrected in order to obtain the true or real value of this coefficient. In doing so, a correction factor f c must be defined as [44,60]…”
Section: Analysis Of the Crin Equation And Its First Correctionmentioning
The problem defined in the title has partially been addressed by various studies, in a complicated manner, without providing sufficient details or in ways that are to some extent confusing. For these reasons the basic equation governing the operation of the cell-reciprocal integrating nephelometer (CRIN) has been deduced by a comprehensible and didactic approach in this work. A comparison of this equation with the respective one for the cell-direct integrating nephelometer (CDIN) has been undertaken. An introductory review analysis of the equation and its first and second corrections, due to the so-called truncation error and light extinction error, respectively, has been performed. An indication of how they can, in theory, be minimized is given. The essential CRIN-calibration procedure has been described with special emphasis on the convenient use of a monodisperse, non-absorbing and spherical aerosol as a calibration substance instead of using toxic and environmentally damaging gases. However, in this respect, some comments on fundamental technical problems and possible errors arising in generating, sampling and operating an aerosol of this kind for calibration purposes have been added. For the various aspects analysed in this work it is shown that the CRIN-calibration procedure is a very difficult task to accomplish, especially when an aerosol is used.
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