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Vibration prediction, Impact and shock analysis, Mathematical modeling, Low voltage circuit breaker, Nuisance tripping.


Circuit breakers are of inevitable use in this modern era of electronic and electrical boom. In this paper, the problem of “Nuisance tripping” caused due to environmental impact forces in circuit breakers is analyzed. Formerly, impact response of a circuit breaker latching system was analyzed only using through practical experimentation which proves to be very costly, given the cost of sophisticated equipment used for the testing and the associated employees’ over head costs along with other indirect costs. In this research paper, a theoretical model was developed to determine the impact response of a circuit breaker system under the application of prescribed impact forces. This model can be used by a design engineer to predict the impact response of the designed circuit breaker latching setup. So, even before the manufacturing of trial runs begins, an engineer can be very sure that his component designed will withstand the standard impact forces. Hence, the above said costs incurred due to impact testing and the associated reworking costs can be neglected, or at least minimized to a considerable level. This research mainly focuses only on the methodology to be used with circuit breakers to predict and analyze the impact responses.


Acta Mechanica Slovaca. Volume 17, Issue 1, Pages 60 – 67, ISSN 1335-2393


  Impulse Response Analysis in a Low Voltage Circuit Breaker using Mathematical Modelling


[1] Meirovitch, L (1967). Analytical Methods in Vibrations, Macmillan Publishers. New York.

[2] Takács, G, Rohal’-Ilkiv, B (2012). Model Predictive Vibration Control. DOI: 10.1007/978-1-4471-2333-0_2, 2012, ©Springer-Verlag London Limited.
[3] 60068-2-27 (2008). Basic environmental testing procedures – Part 2: Tests–Test Ea and guidance: Shock. International Electrotechnical Commission. © IEC:2008.
[4] Zill, D (2011). Advanced Engineering Mathematics. 4/e. Jones & Bartlett Learning, MA. ISBN: 0763779660.
[5] Kreyzig, E (1992). Advanced Engineering Mathematics. 7/e. John Wiley & Sons Inc., NY. ISBN: 0471553808.
[6] Kelly, SG (1996). Schaum’s Outline of Mechanical Vibrations. McGraw Hill Professional, NY. ISBN: 0070340412.
[7] Yushkov, MP, Zegzhda, SA (2009). A New Method of Vibration Analysis of Elastic systems, Based on the Lagrange Equations of First Kind. TECHNISCHE MECHANIC. Band 18. Heft 2. 153-60.
[8] Xijun, L, Dajun, W, Yushu, C (1998). Approximate Analytical Solution of the Self-Excited Vibration of Piecewise-Smooth Systems Induced by Dry Friction. Acta Mechanica Sinca. ISSN 0567-7718.
[9] Rao, SS (1995). Mechanical Vibrations. 3/e. Addison-Wesley. Boston. ISBN: 0201526867.
[10] Young, P (2006). Solving Systems of Differential Equations.

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ams 2 2016


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