日本地球惑星科学連合2021年大会

講演情報

[E] ポスター発表

セッション記号 P (宇宙惑星科学) » P-PS 惑星科学

[P-PS02] Recent advances of Venus science and coming decades

2021年6月3日(木) 17:15 〜 18:30 Ch.01

コンビーナ:佐藤 毅彦(宇宙航空研究開発機構・宇宙科学研究本部)、Thomas Widemann(Observatoire de Paris)、Kevin McGouldrick(University of Colorado Boulder)、佐川 英夫(京都産業大学)

17:15 〜 18:30

[PPS02-P04] Development of a Radiative Transfer Code of Venus Atmosphere in UV Region

*岩中 達郎1、今村 剛1 (1.東京大学大学院 理学系研究科)

キーワード:あかつき、金星大気、放射輸送

The clouds on Venus cover the entire planet and have a significant effect on the Venus system. The clouds are thought to be composed of sulfuric acid aerosols and produced photochemically from SO2 (Mills et al., 2007), which is abundant below the cloud top (Bertaux et al., 1996). The mechanism of the transport of SO2 to the cloud tops needs to be known to understand the atmospheric chemistry leading to cloud formation.
To obtain the spatial and temporal distribution of SO2, Akatsuki has been taking 283-nm UV images since December 2015 at intervals of typically two hours. The wavelength of 283 nm corresponds to a strong absorption band of SO2. From these images, we can retrieve the amount of SO2 and its spatial and temporal variation to study the formation mechanism of clouds.
Here we would like to determine the variation of the mixing ratio of SO2 at the cloud top from the 283-nm images with the aid of radiation transfer calculations with various sets of parameters. To calculate the radiative transfer in the UV region where scattering is dominant, we are developing a radiative transport code for a plane parallel atmosphere using the Adding-Doubling method. When discretizing the direction of radiation, the resolution in the parallel direction is much worse than that in the zenith direction on a latitude-longitude grid. In our code, we use the Lebedev quadrature to calculate the spherical integrals, which allows for a more uniform distribution of sample points on the sphere (Lebedev, 1975).
In this presentation, we show a comparison of the calculation results between several methods for solid angle integrals. We will also compare the calculation results with the observed dependences on the emission angle, incidence angle, and phase angle.