Abstract

The model for snowdrift wind tunnel test needs to be similar with the prototype. Based on detailed analysis in aspects of geometry, kinematics and dynamics, the major similarity parameters that need to be satisfied are gained. The contradiction between the Reynolds number and Froude number as well as the problem of time scale is introduced, and the selections of the model parameters are specified. Lastly, an example of snowdrift wind tunnel test by adoption of quartz sand as the model of snow grains is presented. The flow field and the snow distributions on a typical stepped roof were investigated. The results show that the flow filed characters are in good agreement with the field observations, and the stepped roof snow depth distributions are basically consistent with the observation results.

Highlights

  • Snowdrift forms the unbalanced distribution on roof under the wind actions, leading to excessively great snow load on local roof, eventually resulting in collapse of the building [1]

  • The model for snowdrift wind tunnel test needs to be similar with the prototype

  • The results show that the flow filed characters are in good agreement with the field observations, and the stepped roof snow depth distributions are basically consistent with the observation results

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Summary

Introduction

Snowdrift forms the unbalanced distribution on roof under the wind actions, leading to excessively great snow load on local roof, eventually resulting in collapse of the building [1]. Such incidents of structure damage by snow load are not rarely seen. Wind-induced snow drift research is mainly conducted through field observation, wind tunnel (or water flume) test and numerical simulation, with each having their own advantages and drawbacks. Due to its accessibility for easy control and systematic study, is regarded as an important research method. Snowdrift wind tunnel simulation needs to keep similarities between the model and prototype in geometry, kinematics, and dynamics

Geometric Similarities
Kinematic Similarities
Dynamic Similarities
Equations of Motion
Mass Transport
Reynolds Number
Time Scale
Wind Tunnel Test
Conclusions
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