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To investigate the chassis strength of a motorcycle, the Finite Element Methed (FEM) is generally utilized. However, it is difficult to determine the load conditions for FEM analysis on rough terrain. A mathematical model and computer simulation system have been developed to predict the load conditions which is obtained by accelerations at several chassis locations. The dynamic behavior of a motorcycle is simulated on a bench test device composed of rotating drums fitted with protrusions. The model is constructed using flexible bodies (e.g., front fork and rear arm) in addition to rigid bodies. The flexible front fork model was made by combining beam theory with the substructural method. Also, the analysis includes a tire model which expresses the force characteristics when protrusion is enveloped. The calculated results of this model correspond with actual measurements very closely. The model is necessary and sufficient from the points of view of simplicity and accuracy.

An original multi-body dynamics simulation program for reciprocating engine system with elastically deformable piston skirt was developed in order to understand and examine the secondary motion of piston. This program uses specialized equations of motion using only the rotational degree of freedom of each components taking the valiation of rotating speed of crank into account. In order to validate the practical use of this program, the calculations were compared with the measurements on the piston motion of a two-stroke engine for motorcycles and a four-stroke engine for automobiles, and good agreements were obtained between them.

The finite element method (FEM) is generally utilized to investigate the chassis strength of a motorcycle. However, it is difficult to determine the load conditions for FEM analysis of a drop test. Therefore, a method of drop test strength prediction at the basic design stage has been developed by combining stress analysis with vehicle dynamics analysis. A mathematical model and computer simulation system have been developed to predict the load conditions obtained by accelerations at several chassis locations. The model is constructed using flexible bodies (e.g., front fork and rear arm) as well as rigid bodies. The flexible front fork model was made by combining beam theory with substructural methods. Also, the model includes a front fork friction model which describes Coulomb's friction in slide bushings. If dynamic analysis is replaced by an equivalent static analysis, the force can be predicted from the acceleration data and the mass distribution.

A mathematical model to estimate the shape of a brake hose has been developed. A few papers applying Finite Element Methods (FEM) to this problem have been reported. However, the solutions require a large amounts of computational time even if a super computer is used. A brake hose is made of a flexible material such as rubber, and exhibits large scale deformation when it is mounted on a chassis. Element node displacements are chosen as the independent variables for FEM, so the method becomes a successive iteration of hose shape modifications based on displacements of the nodes. The developed model is approached from the standpoint of mechanical dynamics. A brake hose is divided into small beam elements and particles. The particles are driven by element forces and move around in three-dimensional space.