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Mathematical modeling of the motion parameters of a disabled person in a bus

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Języki publikacji
EN
Abstrakty
EN
With a view to determining the dynamics and possible trauma sustained by a disabled person in a wheelchair in the passenger compartment of a bus, a physical model has been developed. The system, as the time function, generalized in the coordinates X(t), (t), was described by second-order Lagrangian differential equations. The proposed mathematical model allows for determining the motion characteristics of disabled people in a wheelchair in a bus that can cause injuries. This paper presents the curves of the change in coordinates of the angular velocity of the head and its center of gravity, as well as the curve of the change in the angle between the femur and the wheelchaior seat, through mathematical modeling and an experiment.
Czasopismo
Rocznik
Strony
49--59
Opis fizyczny
Bibliogr. 16 poz.
Twórcy
  • Akaki Tsereteli State University, 59 Tamar Mepe, 4600, Kutaisi, Georgia
  • Akaki Tsereteli State University, 59 Tamar Mepe, 4600, Kutaisi, Georgia
  • Akaki Tsereteli State University, 59 Tamar Mepe, 4600, Kutaisi, Georgia
  • Akaki Tsereteli State University, 59 Tamar Mepe, 4600, Kutaisi, Georgia
  • Akaki Tsereteli State University, 59 Tamar Mepe, 4600, Kutaisi, Georgia
Bibliografia
  • 1. Global status report on road safety 2015. World Health Organization. 324 p.
  • 2. Kalmykov, B.Yu. & Ovchinnikov, N.A. & Vysotskiy, I.Yu. The device ensuring the safety of the construction of bus during rollover. 2012. No. 5. P. 59-65.
  • 3. Chogovadze, J. & Gogiashvili, Ph. & Lekveishvili, G. & Dograshvili, V. Assessing the quality of passenger transportation by bus by safety indicator. Conference Proceedings Transport Bridge Between Europe and Asia. 2017.
  • 4. WC19: Wheelchairs ANSI/RESNA WC-4: 2017. Section 19 – Wheelchairs Used as Seats in Motor Vehicles.
  • 5. Bertocci, G. & Manary, M. & Ha, D. Wheelchairs Used as Motor Vehicle Seats: Seat Loading in Frontal Impact Sled Testing. Medical Engineering & Physics. 2001. Vol. 23. P. 679-685.
  • 6. Bertocci, G. Computer simulation and sled test validation of a powerbase wheelchair and occupant subjected to frontal crash conditions. IEEE Transactions on Rehabilitation Engineering. 1999. Vol. 7. No. 2. 1999. P. 234-244.
  • 7. Mooreroft, D. Computational model of the pregnant occupant: Predicting the risk of injury in automobile crashes. American Journal of Obstetrics and Gynecology. 2003. Vol. 189. No. 2. P. 540-544.
  • 8. Yilmazcoban, I.K. Analysis of Wheelchairs’ Frame Soundness under Environmental Conditions: Use of Finite Element Technique. Sakarya University. Turkey. 2009.
  • 9. Roosmalen, L. & Bertocci, G. & Ha, D. & Karg, P. Wheelchair Integrated Occupant Restraints: Feasibility in Frontal İmpact. Medical Engineering & Physics. 2001. Vol. 23. P. 687-698.
  • 10. Yilmazcoban, I.K. & Mete, O.H. The Influence of Forming Process of Sheet Metals on the Energy Absorption in Wheelchair under Impact Loading. 5th International Conference and Exhibition on Design and Production of Machines and Dies/Molds. 18-21/06/2009. P. 321-325.
  • 11. Janka C. & Roger, W.H. & David, P.N. & Ian, J.M. “Forming to Crash” Simulation in Full Vehicle Models. Metal Forming II. 4th European LS-DYNA Users Conference. 2003.
  • 12. Takano, J. & Aomura, S. & Kikuchi, E. Computational muscle reflex model of wheelchair users traveling in motor vehicles - Evaluation of the Motion and the Myoelectric Potential of People with Disabilities. Proceedings of the International Conference on Bio-inspired Systems and Signal Processing. 2009. P. 80-86. DOI: 10.5220/0001537900800086.
  • 13. Uenishi, K. Dynamic model for car occupants in head-on collisions. Journal of Japan Society of Mechanical Engineers. 2005. Vol. 71(704). P. 1231-1237.
  • 14. Tuen, L.T. & Ryabchinskiy, A.I. Modeling of the dynamics of a disabled person in wheelchair at frontal collision of bus. The monthly scientific journal “Young Scientist”. Moscow Automobile and Road Construction State Technical University. 2011. No. 4(27). Vol. III. P. 116-119.
  • 15. Drong, V.I. & Dubinin, V.V. & Ilyin, M.M. & at al. Theoretical mechanics course: Textbook for higher education. Under the general editorship of Kolesnikov, K.S. 3rd edition. Moscow: N.E. Bauman MSTU publishers. 2005. 736 p.
  • 16. Stewart, I.W. Advanced Classical Mechanics. Classical Mechanics III. MIT 8.09 & 8.309. 2014. 199 p.
Uwagi
PL
Opracowanie rekordu ze środków MNiSW, umowa Nr 461252 w ramach programu "Społeczna odpowiedzialność nauki" - moduł: Popularyzacja nauki i promocja sportu (2020).
Typ dokumentu
Bibliografia
Identyfikator YADDA
bwmeta1.element.baztech-e57b7e64-85da-4ad5-97b8-5c740e21287f
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