TY - JOUR
T1 - Impacts of number of cloud condensation nuclei on two-dimensional moist rayleigh convection
AU - Miyamoto, Yoshiaki
AU - Nishizawa, Seiya
AU - Tomita, Hirofumi
N1 - Funding Information:
This study was partly supported by JSPS Scientific Research 26(?–(?358 for the JSPS Fellowship program fowrhere the last term of the right–hand side is the flux overseas researchers, JSPS Grant-in-Aid for Research associated with the adiabatic process. We have ignored Activity Start-up 19K21053, Keio University Aca-the temperature change because of the adiabatic pro-demic Development Funds for Individual Research, cess of water droplets. The vertical derivative of FT is Keio Research Institute at SFC start-up grant, and the
Funding Information:
This study was partly supported by JSPS Scientific Research 26 –358 for the JSPS Fellowship program for overseas researchers, JSPS Grant-in-Aid for Research Activity Start-up 19K21053, Keio University Academic Development Funds for Individual Research, Keio Research Institute at SFC start-up grant, and the Sumitomo Foundation 183040. The first author thanks Dr. Tatsuya Seiki for his advice on cloud microphysics. The authors are grateful for the helpful comments provided by two anonymous reviewers.
Publisher Copyright:
© The Author(s) 2020.
PY - 2020
Y1 - 2020
N2 - The impacts of the number density of cloud condensation nuclei (CCN) and other thermodynamic quantities on moist Rayleigh convection were examined. A numerical model, consisting of a simple two–dimensional equation for Boussinesq air and a sophisticated double moment microphysics scheme, was developed. The impact of the number of CCN is most prominent in the initially formed convection, whereas the convection in the quasi–steady state does not significantly depend on the number of CCN. It is suggested that the former convection is driven by a mechanism without a background circulation, such as parcel theory. In contrast, the latter convection appears to be driven by the statically unstable background layer. Incorporating the cloud microphysics reduces the integrated kinetic energy and number of convective cells (increases the distance between the cells), with some exceptions, which are consistent with previous studies. These features are not largely sensitive to the number of CCN. It is shown in this study that the reduction in kinetic energy is mainly due to condensation (evaporation) in the upper (lower) layer, which tends to stabilize the fluid. The ensemble simulation shows that the sensitivity of the moist processes to changes in the temperature at the bottom boundary, temperature lapse rate, water vapor mixing ratio, and CCN is qualitatively similar to that in the control simulation. The impact becomes strong with increasing temperature lapse rate. The number of convective cells in a domain decreases with the degree of supersaturation or an increase in the domain-integrated condensate.
AB - The impacts of the number density of cloud condensation nuclei (CCN) and other thermodynamic quantities on moist Rayleigh convection were examined. A numerical model, consisting of a simple two–dimensional equation for Boussinesq air and a sophisticated double moment microphysics scheme, was developed. The impact of the number of CCN is most prominent in the initially formed convection, whereas the convection in the quasi–steady state does not significantly depend on the number of CCN. It is suggested that the former convection is driven by a mechanism without a background circulation, such as parcel theory. In contrast, the latter convection appears to be driven by the statically unstable background layer. Incorporating the cloud microphysics reduces the integrated kinetic energy and number of convective cells (increases the distance between the cells), with some exceptions, which are consistent with previous studies. These features are not largely sensitive to the number of CCN. It is shown in this study that the reduction in kinetic energy is mainly due to condensation (evaporation) in the upper (lower) layer, which tends to stabilize the fluid. The ensemble simulation shows that the sensitivity of the moist processes to changes in the temperature at the bottom boundary, temperature lapse rate, water vapor mixing ratio, and CCN is qualitatively similar to that in the control simulation. The impact becomes strong with increasing temperature lapse rate. The number of convective cells in a domain decreases with the degree of supersaturation or an increase in the domain-integrated condensate.
KW - Cloud microphysics
KW - Convection
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U2 - 10.2151/jmsj.2020-023
DO - 10.2151/jmsj.2020-023
M3 - Article
AN - SCOPUS:85084372296
SN - 0026-1165
VL - 98
SP - 437
EP - 453
JO - Journal of the Meteorological Society of Japan
JF - Journal of the Meteorological Society of Japan
IS - 2
ER -