Building and validating a motorcycle finite-element model against the static fall scenario
EDN: ADODME
Abstract
Introduction (problem statement and relevance). Creation of a domestic procedure to assess motorcycle safety requires use of validated finite-element models (FEM), which allows partial replacement of expensive physical tests with virtual ones. One of the stages of such model creation is its verification against experimental data of static fall.
The purpose of the study is to develop and validate a motorcycle finite-element model against the static fall scenario to further use such model in safety studies, including crash test simulations.
Methodology and research methods. The motorcycle simulation model was calculated in the LS-DYNA software program. The validation was performed based on experimental data obtained during motorcycle fall from a vertical position with recording of accelerations in three reference points. To expedite the calculations, the fall scenario from the moment of parking support contact was also considered.
Scientific novelty and results. The obtained motorcycle FEM reproduces main motion characteristics during the fall and demonstrates visual convergence with the experiment. The study offers a simplified calculation scheme with preserved result correctness, which allows significant reduction in labour costs within further validation.
Practical significance. The developed model can be used as a basis for developing domestic procedures of motorcycle testing. Application of the model will allow safety assessment without the need to carry out the full scope of physical crash tests.
About the Authors
E. P. BraginRussian Federation
design engineer, department of numerical analysis of passive safety, FEM modeling department, Center for numerical analysis and virtual validation
Moscow 125438
D. Yu. Solopov
Russian Federation
PhD (Eng), head of the department of numerical analysis of passive safety, Center for numerical analysis and virtual validation
Moscow 125438
References
1. Bragin E.P., Solopov D.Yu. [Justification of the need of development of a new test procedure to assess passive safety of motorcycles]. Trudy NAMI, 2024, no. 3 (298), pp. 71–79. DOI: 10.51187/0135-3152-2024-3-71-79. EDN: EDLICW. (In Russian)
2. LS-DYNA Keyword User’s Manual: 971. Livermore Software Technology Corp., An Ansys Company. Livermore (CA), Livermore Software Technology Corp., An Ansys Company, 2020. 3527 p.
3. LS-DYNA Theory. Livermore Software Technology Corporation. Livermore (CA): Livermore Software Technology Corporation, 2006. 680 p.
4. Flanagan D.P., Belytschko T. A uniform strain hexahedron and quadrilateral with orthogonal hourglass control. International journal for numerical methods in engineering, 1981, vol. 5, pp. 679–706.
5. Puso M. A highly efficient enhanced assumed strain physically stabilized hexahedral element. International Journal for Numerical Methods in Engineering, 2000, vol. 49, pp. 1029–1064.
6. Belytschko T., Lin J., Tsay C.S. Explicit Algorithms for Nonlinear Dynamics of Shells. Computer Methods in Applied Mechanics and Engineering, 1984, vol. 42, pp. 225–251.
7. Belytschko T., Wong B.L., Chiang H.Y. Improvements in low-order shell elements for explicit transient analysis. Analytical and Computational Models of Shells, New York, ASME Publ., 1989, pp. 383–398.
8. Belytschko T., Bindeman L.P. Assumed strain stabilization of the eight node hexahedral element. Computer Methods in Applied Mechanics and Engineering, 1993, vol. 105, pp. 225–260.
9. ISO/TS 18571:2024. Road vehicles – Objective rating metric for non-ambiguous signals. Geneva, ISO Publ., 2024. 93 p.
10. Discrete elements and masses. LS-DYNA Theory Manual. Livermore (CA), Livermore Software Technology Corporation Publ., 2006. Sect. 16.
11. Fu Y., Zhan Z., Yang R.J. A study of model validation method for dynamic systems. SAE Technical Paper, 2010, no. 2010-01-0419.
12. Sarin H., Kokkolaras M., Hulbert G., Papalambros P., Barbat S., Yang R.J. Comparing time histories for validation of simulation models: error measures and metrics. Transactions of the ASME. Journal of Dynamic Systems, Measurement and Control, 2010, vol. 132, no. 6, p. 061401.
13. ISO/TR 16250:2013. Road vehicles – Objective rating metrics for dynamic systems. Geneva, ISO Publ., 2013. 30 p.
Review
For citations:
Bragin E.P., Solopov D.Yu. Building and validating a motorcycle finite-element model against the static fall scenario. Trudy NAMI. 2026;(1):71-79. (In Russ.) EDN: ADODME
JATS XML




















