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Nelson Woo

Power loss analysis of tracked travelling unit of high-speed tracked vehicle

Power loss analysis of tracked travelling unit of high-speed tracked vehicle

Zhifu Wang, Liu Bin, Yihui Zhao, IEEE Conference and Expo Transportation Electrification Asia-Pacific (ITEC Asia-Pacific), Beijing, August 2014, pp 1-4.

Compensation of geometrical deviations via model based-observers

Compensation of geometrical deviations via model based-observers

B.Denkena, L.Overmeyer, K.M.Litwinski, R.Pesters, 2014, The International Journal of Advanced Manufacturing Technology, July 2014, Volume 73, Issue 5, pp 989-998.

Dynamic Analysis and Simulation of a Roller Chain Drive System on RecurDyn

Dynamic Analysis and Simulation of a Roller Chain Drive System on RecurDyn

Juntian Zhao, Shunzeng Wang, Shengyang Hu, Yu Liu, Journal of Applied Science and Engineering Innovation, June 2014, Volume 1, Number 1, pp 71-76.

Abstract

This paper is on the dynamic analysis and simulation of the roller chain drive systems, which are widely used in various high-speed, heavy-load and power transmission application. Presently, most studies were only focused on the analysis of the chain tight span, not the whole system. In this paper, a mathematical model is developed to calculate the dynamic response of the whole roller chain drive working with RecurDyn software. It presents the generalized recursion theory of the chain links in the model, with the initial condition and various tension. In this simulation model, the dynamics of any roller chain drive with two sprockets and two spans can be analyzed by the procedure. Finally, it provides velocity curves, displacement diagrams, accelerating curves and dynamic tension curves. This study provides an effective way for the dynamic analysis of all the chain drive system.

How Multibody Dynamics Simulation Technology is Used

The chain module in RecurDyn provides an easy way to model a roller train drive system. Built in tools make the dynamic analysis of a chain subsystem much easier to accomplish. Velocity, acceleration, and dynamic tension curves can provide effective means to design a chain drive system.

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Related Case Studies

Modeling and dynamics analysis of helical spring under compression using a curved beam element with consideration on contact between its coils

Modeling and dynamics analysis of helical spring under compression using a curved beam element with consideration on contact between its coils

C.J. Yang, W.H. Zhang, G.X. Ren, X.Y. Lin, Meccanica, April 2014, Volume 49, Issue 4, pp 907-917.

Abstract

Helical springs are indispensable elements in mechanical engineering. This paper investigates helical springs subjected to axial loads under different dynamic conditions. The mechanical system, composed of a helical spring and two blocks, is considered and analyzed. Multibody system dynamics theory is applied to model the system, where the spring is modeled by Euler–Bernoulli curved beam elements based on an absolute nodal coordinate formulation. Compared with previous studies, contact between the coils of spring is considered here. A three-dimensional beam-to-beam contact model is presented to describe the interaction between the spring coils. Numerical analysis provides details such as spring stiffness, static and dynamic stress for helical spring under compression. All these results are available in design of helical springs.

How Multibody Dynamics Simulation Technology is Used

RecurDyn simulations were used to validate a simplified contact model between coils of a spring. The spring was modeled using beam elements and important information for the design of helical springs such as spring stiffness, static and dynamic stress are compared with RecurDyn simulations. The result is that the simplified method is proven to be effective.

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Related Case Studies

Modeling planar slider-crank mechanisms with clearance joints in RecurDyn

Modeling planar slider-crank mechanisms with clearance joints in RecurDyn

Alexander Gummer, Bernd Sauer, Multibody System Dynamics, February 2014, Volume 31, Issue 2, pp. 127-145.