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Abnormal valve gear vibration is a perennial problem confronting the designer of high-performance 4-stroke engines. It would shorten time and reduce costs if an analytical method could be applied to the prediction of engine valve behavior. This paper describes a method of valve motion simulation for both SOHC and DOHC valve gears through interactive calculation and using computer graphics. The authors tried to set up as simple a simulation model as possible by using modal analysis and modeling techniques. Through setting simulation model parameters and experimental damping factors, a close correlation between calculated and actually measured results was found.

All the primary inertia forces and/or moments generated by engines having three cylinders or less are not normally in balance by themselves and thus may be a great source of vibration for the frame supporting the engine. If the mass distribution of the crankwebs is selected in a proper manner, it is possible to determine arbitrarily the directions and the length ratio of principal axes of ellipses, which are obtained as Lissajous diagrams of inertia force and moment. This method can be effectively applied to reduce vibration in the frames. In this paper the appropriate inertia force and moment ellipse equations are developed and the analysis is outlined for optimizing the engine balance. Also the fundamental properties of the linear vibration systems excited by the elliptical forces as well as some experimental examples of elliptical excitation are detailed.

By orthogonalizing the primary inertia moment vector produced by an engine with many engine vectors, a new engine mounting method called “the orthogonal engine mount system” was designed. This paper explains its theoretical background. In addition, a motorcycle with a two-cylinder engine incorporating this system was analyzed by means of modal analysis and building block approach techniques to determine the effectiveness of the orthogonal engine mount system.