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Journal of Ventilation
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Paper 8:  Volume 4 No.3 December 2005 Edition

Study on the Numerical Predictive Accuracy of Wind Pressure Distribution and Air Flow Characteristics - Part 1 Optimization of Turbulence Models for Practical Use; Part 2 Prediction Accuracy of Wind Pressure Distribution of Various Shaped Buildings

Tomoyuki Endo1, Takashi Kurabuchi1, Mizuki Ishii1, Kazuhiko Komamura2, Eizo Maruta3 and Takao Sawachi4

  1Tokyo University of Science , Japan
2University of Tokyo , Japan
3Nihon University , Japan
4National Institute of Land and Infrastructure Management, Japan  

Abstract

To evaluate wind pressure distribution on a building by using CFD (computational fluid dynamics), it has been general practice to use k-e models. However, it is known that the use of the standard k-e model has disadvantages such as overestimation of wind pressure coefficient and turbulent kinetic energy on the windward surface where wind impinges on the building. To overcome these problems, various modifications of the k-e model have been proposed. In the present study, a number of modified k-e models and a k-ω model were applied for the estimation of wind pressure distribution on a parallelepiped shaped building. The characteristics of each of these turbulence models were confirmed using a wind tunnel model. The results suggest that a modified k-e model incorporating Durbin’s limiter (model parameter a=0.5) showed satisfactory results for the estimation of wind pressure distribution. In the overall evaluation, the modified k-e models (incorporating Durbin’s limiter (a=0.65), RNG model (renormalization group theory) and Quadratic model provided good results.

Part one of the study was performed on an object of extremely simple shape, and questions may arise if this is applied on an actual building. In this respect, Part 2 of the paper covers a similar evaluation on a complicated shaped object. For this case, it was found that a RNG model provides high reproduction accuracy just as in the case of the object with simple shape.  Also, a problem with the model incorporating Durbin’s limiter (α=0.65) was found when considering the object with a complicated shape. Consequently, a modified model incorporating Durbin’s limiter with a higher value for α shows better results when compared to the RNG model.

Key words:  Computational fluid dynamics, CFD, turbulence models, wind pressure distribution, turbulent kinetic energy, reattachment point, air flow characteristics, k-e model, Durbin’s model, RNG model, detached house, wind tunnel experiment.

References

Chen YS and Kim SW: (1987). “Computation of turbulent flows using an extended k-e turbulence closure model”, NASA, CR-179204.

Durbin PA: (1996). “On the k-3 stagnation point anomaly 2”, Int. J. Heat and Fluid Flow, 17, (1).

Kurabuchi T, Maruta E, Sawachi T and Fukuno A: (2004). “Numerical evaluation of wind pressure distributions of buildings by means of a modified
k-
e model”, The 9th International Conference on Air Distribution in Rooms ‘ROOMVENT 2004’. pp303-304.

Launder BE and Kato M: (1993). “The modeling of flow-included oscillations in turbulent flow around a square cylinder”, ASME Fluid Eng. Conf. 157, pp189-199.

Menter FR: (1992). “Improved two-equation k-w turbulence models for aerodynamics flows”, NASA, TM-103975.

Murakami S, Mochida A, Kondo K, Ishida Y and Tsuchiya M: (1996). “Development of new k-e model for flow and pressure fields around a bluff body”, CWE96, Colorado, USA.

Shih TH, Zhu J and Lumley JL: (1993). “A realizable Reynolds stress algebraic equation model”, NASA TM-105993.

Yakhot V, Orszag SA, Thangam S, Gatski TB and Speziale CG: (1992). “Development of turbulence models for shear flows by a double expansion technique”, Physics of fluids, A4, (7), pp1510-1520.

 

IJV Volume 4 No 3
Contents

Paper 1: Vent Configuration

Paper 2: Passive Cooling

Paper 3: Post Occupancy

Paper 4: Hybrid Ventilation

Paper 5: Bioclimate

Paper 6: Human Factors

Paper 7: CFD Reliability

Paper 8: Wind Pressure

Paper 9: Similarity Concept

 

 

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