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TECHNICAL PAPERS

On Pressure Distributions of Drum Brakes

[+] Author and Article Information
Yuan Mao Huang

J. S. Shyr

Department of Mechanical Engineering, National Taiwan University, Taipei, Taiwan, Republic of China

J. Mech. Des 124(1), 115-120 (Nov 01, 1999) (6 pages) doi:10.1115/1.1427694 History: Received November 01, 1999
Copyright © 2002 by ASME
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References

Day,  A. J., Harding,  P. R. J., and Newcomb,  T. P., 1979, “A Finite Element Approach to Drum Brake Analysis,” Proc. ImechE, 193, pp. 401–406.
Day,  A. J., Harding,  P. R. J., and Newcomb,  T. P., 1984, “Combined Thermal and Mechanical Analysis of Drum Brakes,” Proc. ImechE, No. 15, 198D, pp. 287–294.
Mashinostroeniya,  V., 1986, “Calculation of the Shoe of Drum Brakes,” Soviet Engineering Research, 6, No. 7, pp. 23–25.
Wintle, J. B., 1978, “Torque Variations of Drum Brakes,” MSc. Thesis, Loughborough University of Technology.
Day,  A. J., 1991, “Drum Brake Interface Pressure Distribution,” Proc. ImechE, 205, pp. 127–136.
Day,  A. J., Tirovic,  M., and Newcomb,  T. P., 1991, “Thermal Effects and Pressure Distribution in Brakes,” Proc. ImechE, 205D, pp. 199–205.
Watson,  C., and Newcomb,  T. P., 1990, “A Three-dimensional Finite Approach to Drum Brake Analysis,” Proc. ImechE, 204, pp. 93–102.
Scieszka, S. F., and Barecki, Z., 1984, “Geometry of Contact Between Brake Shoes and Drums,” The South Africa Mech., Engr., pp. 324–329.
Becker, A. A., 1992, The Boundary Element Method in Engineering, McGraw-Hill, Inc., pp. 62-90, 161-179.
Rizzo,  F. J., 1967, “An Integral Equation Approach to Boundary Value Problems of Classical Elastostatics,” Q. Appl. Math., 25, pp. 83–95.
Cruse,  T. A., 1968, “A Direct Formulation and Numerical Solution of the General Transient Elastodynamic Problems-II,” J. Math. Anal. Appl., 22, pp. 341–355.
Brebbia, C. A., 1980, Boundary Element Techniques in Engineering, Butterworth & Co. Ltd., pp. 120-150.
Rizzo,  F. J., and Shippy,  D. J., 1968, “A Formulation and Solution Procedure for the General Non-homogeneous Elastic Inclusion Problem,” Int. J. Solids Struct., 4, pp. 1161–1179.
Swedlow,  J. L., and Cruse,  T. A., 1971, “Formulation of Boundary Integral Equations for 3-D Elastoplastic Flow,” Int. J. Solids Struct., 7, pp. 1673–1683.
Day, A. J., and Harding, P. R. J., 1983, “Performance Variation of Cam Operated Drum Brake,” Proc. R. Soc. London, Ser. A, pp. 60–77.
Offner, D., 1969, “Generalizing the Analysis of Shoe-type Brake-Clutch Systems,” ASME J. Eng. Ind., pp. 694–701.
Day,  A. J., 1988, “An Analysis of Speed, Temperature, and Performance Characteristics of Automotive Drum Brakes,” ASME J. Tribol., 110, p. 298–305.

Figures

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Schematic drawing of drum brake
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Friction force versus effective lift at actuation end
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Pressure distribution with high Young’s modulus of elasticity for rigid metal shoe
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Pressure distribution versus Young’s modulus of elasticity of metal shoe
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Pressure distribution versus lining arc for various arc lengths of metal shoe
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Pressure distribution versus lining arc for various arc lengths of lining plate
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Pressure distribution versus lining arc for various leading locations of lining plate
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Pressure distribution versus lining arc for various lining plate thicknesses
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Pressure distribution versus lining arc for various friction coefficients of lining plate
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Pressure distribution versus lining arc for various Young’s moduli of elasticity of lining plate
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Pressure distribution versus lining arc for various Young’s moduli of elasticity of metal shoe and lining plate
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Pressure distribution versus lining arc for various angles of actuation force

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