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SIMULATION OF IRREGULARITIES OF SUBWAY TUNNEL TRACK

Abstract

Track in subway tunnel has some differences from the design of ground railway track. Therefore, to proceed with a study using the method of mathematical modeling of linear and nonlinear oscillations of subway cars for solving a system of differential equations, it is necessary to have a «generated» random disturbance process. The objective of the authors was to present methodology and results of simulation of equivalent geometrical irregularities of subway track tunnel to solve the problem of research of random fluctuations of passenger cars. The authors used simulation method, mathematical calculations and analysis. Perturbation process, generated for these purposes, is provided by the approximate method of moving summation. Two possible approaches are shown, each of which includes a range of research and computation. Irregularities obtained by those methods can be used to study oscillations of dynamic models of subway cars with a similar load from a wheel set on a rail.

About the Authors

E. V. Serdobintsev
Moscow State University of Railway Engineering (MIIT)
Russian Federation

D. Sc. (Eng.), professor

+7(499)978-71-52



Y. Han
Moscow State University of Railway Engineering (MIIT)
Myanmar

Ph. D. student

Yangon, Republic of the Union of Myanmar



References

1. Поляков А. И. Моделирование на ЦВМ гори-зонтальных случайных неровностей пути при иссле-довании нелинейных колебаний рельсовых экипажей // Оборудование и эксплуатация электроподвижного состава: Сб. науч. трудов МИИТ. – Вып. 738. – М., 1983. – С. 151–155. Polyakov, A. I. Computer simulation of horizontal random track irregularities in the study of nonlinear oscillations of rail vehicles [Modelirovanie na CVM gorizontal’nyh sluchajnyh nerovnostej puti pri issledovanii nelinejnyh kolebanij rel’sovyh jekipazhej] in: Equipment and operation of electric rolling: collection of scientific works of MIIT. Vol. 738, Moscow, 1983, pp. 151–155.

2. Савоськин А. Н. О выборе аналитического выражения для функции спектральной плотности случайных колебательных процессов // Труды МИ-ИТ. – Вып. 373. – М., 1971. – С.78–85. Savoskin, A. N. On the choice of an analytical expression for the spectral density function of random oscillatory processes [O vybore analiticheskogo vyrazhenija dlja funkcii spektral’noj plotnosti sluchajnyh kolebatel’nyh processov]. Proceedings of MIIT [Vestnik MIIT], Vol. 373, Moscow, 1971, pp.78–85.


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For citations:


Serdobintsev E.V., Han Y. SIMULATION OF IRREGULARITIES OF SUBWAY TUNNEL TRACK. World of Transport and Transportation. 2015;13(1 (56)):34-37.

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ISSN 1992-3252 (Print)