A physical SNOWPACK model for the Swiss avalanche warning Part II: Snow microstructure

被引:363
作者
Lehning, M
Bartelt, P
Brown, B
Fierz, C
Satyawali, P
机构
[1] Swiss Fed Inst Snow & Avalanche Res SLF, WSL, CH-7260 Davos, Switzerland
[2] Montana State Univ, Dept Civil Engn, Bozeman, MT 59717 USA
[3] Snow & Avalance Study Estab, Manali, India
关键词
SNOWPACK; snow microstructure; snow texture; microstructure parameters; grain size; bond size; dendricity; sphericity; snow viscosity; thermal conductivity;
D O I
10.1016/S0165-232X(02)00073-3
中图分类号
X [环境科学、安全科学];
学科分类号
08 ; 0830 ;
摘要
The snow cover model SNOWPACK includes a detailed model of snow microstructure and metamorphism. In SNOWPACK, the complex texture of snow is described using the four primary microstructure parameters: grain size, bond size, dendricity and sphericity. For each parameter, rate equations are developed that predict the development in time as a function of the environmental conditions. The rate equations are based on theoretical considerations such as mixture theory and on empirical relations. With a classification scheme, the conventional snow grain types are predicted on the basis of those parameters. The approach to link the bulk constitutive properties, viscosity and thermal conductivity to microstructure parameters is novel to the field of snow cover modeling. Expanding on existing knowledge on microstructure-based viscosity and thermal conductivity, a complete description of those quantities applicable to the seasonal snow cover is presented. This includes the strong coupling between physical processes in snow: The bond size, which changes not only through metamorphic processes but also through the process of pressure sintering (included in our viscosity formulation), is at the same time the single most important parameter for snow viscosity and thermal conductivity. Laboratory results are used to illustrate the performance of the formulations presented. The numerical implementation is treated in the companion paper Part I. A more complete evaluation for the entire model is found in the companion paper Part III. (C) 2002 Elsevier Science B.V. All rights reserved.
引用
收藏
页码:147 / 167
页数:21
相关论文
共 30 条
[1]  
ADAMS EE, 1993, ANN GLACIOL-SER, V18, P300, DOI 10.1017/S026030550001168X
[2]  
[Anonymous], 973 CRREL US ARM COR
[3]   GEOMETRY OF HEAT AND MASS-TRANSFER IN DRY SNOW - A REVIEW OF THEORY AND EXPERIMENT [J].
ARONS, EM ;
COLBECK, SC .
REVIEWS OF GEOPHYSICS, 1995, 33 (04) :463-493
[4]   Triaxial tests to determine a microstructure-based snow viscosity law [J].
Bartelt, P ;
von Moos, M .
ANNALS OF GLACIOLOGY, VOL 31, 2000, 2000, 31 :457-462
[5]   A model for kinetic grain growth [J].
Baunach, T ;
Fierz, C ;
Satyawali, PK ;
Schneebeli, M .
ANNALS OF GLACIOLOGY, VOL 32, 2001, 2001, 32 :1-6
[6]   Temperature measurements and heat transfer in near-surface snow at the South Pole [J].
Brandt, RE ;
Warren, SG .
JOURNAL OF GLACIOLOGY, 1997, 43 (144) :339-351
[7]  
Brown RL, 1997, SNOW ENGINEERING: RECENT ADVANCES, P41
[8]   Mixture theory of mass transfer based upon microstructure [J].
Brown, RL ;
Edens, NQ ;
Barber, M .
DEFENCE SCIENCE JOURNAL, 1999, 49 (05) :393-409
[9]   Modeling the changes in microstructure of snow during metamorphism [J].
Brown, RL ;
Satyawali, PK ;
Lehning, M ;
Bartelt, P .
COLD REGIONS SCIENCE AND TECHNOLOGY, 2001, 33 (2-3) :91-101
[10]   AN ENERGY AND MASS MODEL OF SNOW COVER SUITABLE FOR OPERATIONAL AVALANCHE FORECASTING [J].
BRUN, E ;
MARTIN, E ;
SIMON, V ;
GENDRE, C ;
COLEOU, C .
JOURNAL OF GLACIOLOGY, 1989, 35 (121) :333-342