TY - JOUR
T1 - A fast linear semi-lagrangian advection scheme coupled with spectral (bin) microphysics to simulate an idealized super cell storm in wrf
AU - LYNN, BARRY
AU - GAVZE, EHUD
AU - DUDHIA, JIMY
AU - GILL, DAVID
AU - KHAIN, ALEXANDER
N1 - Publisher Copyright:
© 2021 American Meteorological Society.
PY - 2021/9
Y1 - 2021/9
N2 - A new, computationally efficient semi-Lagrangian advection (SLA) scheme was used to simulate an idealized supercell storm using WRF coupled with spectral (bin) microphysics (SBM). SLA was developed to make complicated microphysical schemes more computationally accessible to cloud-resolving models. The SLA is a linear combination of semi-Lagrangian schemes of the first and the second order. It has relatively low numerical diffusion, a high level of mass conservation accuracy, and preserves the sum of multiple advected variables. In addition to idealized tests, comparisons were made with standard WRF higher-order, nonlinear advection schemes. Tests of the SLA were performed using different values of weighting coefficients g for the combination of the first- and second-order components. The results of SLA on grids of 1 km, 500 m, and 250magree well with those of the standardWRFadvection schemes, with results most similar to simulations with 250-m grid spacing. At the same time, the advectionCPU time required by the SLA was 2.2-3 times shorter than the WRF advection schemes. The speed-up occurred in part because of the utilization of the same advection matrix for the advection of all hydrometeor mass bins. The findings of this work support the hypothesis that cloud microphysical simulation is more sensitive to the choice of microphysics than to the choice of advection schemes, thereby justifying the use of computationally efficient lower-order linear schemes.
AB - A new, computationally efficient semi-Lagrangian advection (SLA) scheme was used to simulate an idealized supercell storm using WRF coupled with spectral (bin) microphysics (SBM). SLA was developed to make complicated microphysical schemes more computationally accessible to cloud-resolving models. The SLA is a linear combination of semi-Lagrangian schemes of the first and the second order. It has relatively low numerical diffusion, a high level of mass conservation accuracy, and preserves the sum of multiple advected variables. In addition to idealized tests, comparisons were made with standard WRF higher-order, nonlinear advection schemes. Tests of the SLA were performed using different values of weighting coefficients g for the combination of the first- and second-order components. The results of SLA on grids of 1 km, 500 m, and 250magree well with those of the standardWRFadvection schemes, with results most similar to simulations with 250-m grid spacing. At the same time, the advectionCPU time required by the SLA was 2.2-3 times shorter than the WRF advection schemes. The speed-up occurred in part because of the utilization of the same advection matrix for the advection of all hydrometeor mass bins. The findings of this work support the hypothesis that cloud microphysical simulation is more sensitive to the choice of microphysics than to the choice of advection schemes, thereby justifying the use of computationally efficient lower-order linear schemes.
KW - Advection
KW - Cloud resolving models
KW - Model comparison
KW - Numerical analysis/modeling
UR - http://www.scopus.com/inward/record.url?scp=85114488188&partnerID=8YFLogxK
U2 - 10.1175/mwr-d-20-0244.1
DO - 10.1175/mwr-d-20-0244.1
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AN - SCOPUS:85114488188
SN - 0027-0644
VL - 149
SP - 3063
EP - 3084
JO - Monthly Weather Review
JF - Monthly Weather Review
IS - 9
ER -