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Wind and Structures Volume 32, Number 4, April 2021 , pages 371-391 DOI: https://doi.org/10.12989/was.2021.32.4.371 |
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Empirical numerical model of tornadic flow fields and load effects |
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Yong Chul Kim and Yukio Tamura
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| Abstract | ||
| Tornadoes are the most devastating meteorological natural hazards. Many empirical and theoretical numerical models of tornado vortex have been proposed, because it is difficult to carry out direct measurements of tornado velocity components. However, most of existing numerical models fail to explain the physical structure of tornado vortices. The present paper proposes a new empirical numerical model for a tornado vortex, and its load effects on a low-rise and a tall building are calculated and compared with those for existing numerical models. The velocity components of the proposed model show clear variations with radius and height, showing good agreement with the results of field measurements, wind tunnel experiments and computational fluid dynamics. Normal stresses in the columns of a low-rise building obtained from the proposed model show intermediate values when compared with those obtained from existing numerical models. Local forces on a tall building show clear variation with height and the largest local forces show similar values to most existing numerical models. Local forces increase with increasing turbulence intensity and are found to depend mainly on reference velocity Uref and moving velocity Umov. However, they collapse to one curve for the same normalized velocity Uref / Umov. The effects of reference radius and reference height are found to be small. Resultant fluctuating force of generalized forces obtained from the modified Rankine model is considered to be larger than those obtained from the proposed model. Fluctuating force increases as the integral length scale increases for the modified Rankine model, while they remain almost constant regardless of the integral length scale for the proposed model. | ||
| Key Words | ||
| tornado vortex; velocity components; radial profile; vertical profile; normal stress; aerodynamic force | ||
| Address | ||
| Yong Chul Kim:1Department of Architecture, Tokyo Polytechnic University, Atsugi, 2430297, Japan Yukio Tamura:2School of Civil Engineering, Chongqing University, Chongqing, 400045, China | ||