On models with wobbling disk for brake squeal
Tóm tắt
Từ khóa
#5.4.1. #5.4.2.Tài liệu tham khảo
Shin, K., Brennan, M. J., Oh, J. E., Harris, C. J. - Analysis of disc brake noise using a two-degree-of-freedom model, Journal of Sound and Vibration 254 (5) (2002) 837-848.
Hoffmann, N., Fischer, M., Allgaier, R., Gaul, L. - A minimal model for studying properties of the mode-coupling type instability in friction induced oscillations, Mechanics Research Communications 29 (4) (2002) 197-205.
Popp, K., Rudolph, M., Kröger, M., Lindner, M. - Mechanisms to generate and to avoid friction induced vibrations, VDI-Bericht 1736 (2002) 1-15.
Hochlenert, D., Spelsberg-Korspeter, G., Hagedorn, P. - Friction induced vibrations in moving continua and their application to brake squeal, Journal of Applied Mechanics 74 (3) (2007) 542-549.
Gräbner, N.: Analyse und Verbesserung der Simulationsmethode des Bremsenquietschens (in German) (Doctoral dissertation). Technische Universität Berlin, Germany, 2016.
von Wagner, U., Hochlenert, D., Hagedorn, P. - Minimal models for disk brake squeal, Journal of Sound and Vibration 302 (3) (2007) 527-539.
von Wagner, U., Schlagner, S. - Beurteilung des Geräuschverhaltens von Scheibenbremsen mit Hilfe von piezokeramischen Aktoren und Sensoren (in German), VDI-Berichte 1982 (2007) 151-165.
Koch, S., Gräbner, N., Gödecker, H., von Wagner, U. - Nonlinear Multiple Body Models for Brake Squeal, PAMM 17 (1) (2017) 33-36.
Kane, T. R., Levinson, D. A. - Dynamics: Theory and Applications, McGraw-Hill, New York, 1985.
Nguyen Thai Minh Tuan - Effect of vibrations on friction in the context of brake squeal (Doctoral dissertation), Technische Universität Berlin, Germany, 2019.
Schiehlen, W., Eberhard, P. - Applied Dynamics (Vol. 57), Springer, Berlin 2014.
Nguyen Thai Minh Tuan, Pham Thanh Chung, Do Dang Khoa, Phan Dang Phong - Kinematic and dynamic analysis of multibody systems using the Kronecker product, Vietnam Journal of Science and Technology 57 (1) (2019) 112-127.
Nguyen Van Khang - Consistent definition of partial derivatives of matrix functions in dynamics of mechanical systems, Mechanism and Machine Theory 45 (2010) 981-988.
Nguyen Van Khang - Partial derivative of matrix functions with respect to a vector variable, Vietnam Journal of Mechanics 30 (4) (2008) 269-279.
Nguyen Thai Minh Tuan - The matrix form of Newton-Euler equations for spatial bodies with Kronecker product (in Vietnamese), In Proceedings of the 1st National Conference on Dynamics and Control, Da Nang, Vietnam, 2019, 196-200.
Brewer, J. - Kronecker products and matrix calculus in system theory, IEEE Transactions on circuits and systems 25 (9) (1978) 772-781.