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Received 27.02.2022

Revised 09.07.2022

Accepted 22.08.2022

Retrieved from Vol. 26, No. 3, 2022

Pages 344 -358

  • 113 Views

Suggested citation

Soltus, А., Klimov, Е., & Taranduska, L. (2022). Features of the steered wheel kinematics and dynamics depending on the knuckle length. The National Transport University Bulletin, 26(3), 344-358. https://doi.org/10.33744/2308-6645-2022-3-53-344-358

Features of the steered wheel kinematics and dynamics depending on the knuckle length

А. Soltus Е. Klimov L. Taranduska

Abstract

The article presents the results of studies of the steered wheel kinematic and dynamic parameters depending on the knukle length during static steering. The object of the research is the static tire steering resistance torque. The purpose of the work is to determine the features of the steered elastic wheel movement during static steering depending on the knukle length and kingpin angles and to obtain analytical dependencies for determining the static torque of tire rotation resistance. The research method is analytical and experimental. It is proved that the phenomena which accompany the elastic steered wheel static turn and the nonsteered wheel movement along a curved trajectory are identical by themselves. During the static steered wheel rotation, as well as during the elastic wheel movement along a curved trajectory, there is a lateral displacement and disk twisting apropos to the tire contact patch. At the same time, the center of relative movement of the tire contact patch is within its limits, and as the knuckle length increases, it shifts to the patch edge. The center of transferable movement of the tire contact patch of the steered wheel during its static turn is the projection onto the support surface of the wheel rotation center, and its position is not significantly affected by the caster angle. The analysis of the experimental studies carried out on the bench which allowed to set discretely the knukle length as 0.225, 0.295, 0.365, 0.680, 0.820 m showed that the center of relative rotation of the tire contact patch is the knukle length function. Taking into account the studies mentioned above, the dependences for determining the maximum static tire turning resistance torque of the steered wheel tire rotation were specified. The results of the research can be useful to experts who work on improving the operational properties of wheeled vehicles, in particular, maneuverability, handleability and stability of movement.

Keywords:

radius of the trajectory; tire contact patch; steered wheel; knuckle length; centers of transfer and relative movements

References

  1. Soltus, А. P. (2010). Teorija ekspluatacijnyh vlastyvostej avtomobilja [Theory of operational properties of the vehicle]. Kyi'v : Aristej [in Ukrainian].
  2. Jazar, R.N. (2014). Tire Dynamics. In: Vehicle Dynamics. New York, NY : Springer [in English].
  3. Wong, J.Y. (2001). Theory of Ground Vehicles – 3rd ed., John Wiley & Sons, Inc. [in English].
  4. Soltus, A. P., Tarandushka, L.A., Klimov, E.S., Chernenko, S.M. (2021). Osoblyvosti ruhu elastychnogo kolesa po kryvolinijnij ta prjamolinijnsj trajektorii' z vidvedennjam [Features of an elastic wheel motion along a curvilinear and rectilinear trajectory with a slip]. Visnyk mashynobuduvannia ta transportu – Journal of Mechanical Engineering and Transport, 2 (14), 121-130 [in Ukrainian]. DOI: https://doi.org/10.31649/2413-4503-2021-14-2-121-130.
  5. Soltus, A. P., Klimov, E.S. (2012). Doslidzhennia traiektorii rukhu kontaktnoho vidbytka shyny kerovanoho kolesa pry povoroti na mistsi [The Study of Tyre Contact Trajectory of Steering Wheel at Turning]. Visnyk SevNTU. Ser. Mashynopryladobuduvannia ta transport – Bulletin of SevNTU. Mechanical engineering and transport, 135, 49-52 [in Ukrainian].
  6. Soltus, A. P. (1994). Osnovy teorii rabochego processa i rascheta upravljajushhih kolesnyh modulej [Fundamentals of the theory of workflow and calculation of steering wheel modules]. Doctor’s thesis. Kyi'v : KADI [in Ukrainian].
  7. Soltus, A. P., Klimov, E.S., Tarandushka, L.A. (2022). Osoblyvosti kochennia elastychnoho kolesa z nakhylom do dorohy [Features of rolling of the elastic wheel with inclination to the road]. Suchasni tekhnolohii v mashynobuduvanni ta transporti – Advances in mechanical engineering and transport, 1 (18). 177-185 [in Ukrainian]. DOI 10.36910/automash.v1i18.774.
  8. Soltus, A. P., Klimov, E.S., Tarandushka, L.A. (2022). Osoblyvosti rukhu kolis vizka avtomobilia po kryvoliniinii traiektorii [Features of the vehicle axle group wheels’ movement on a trajectory circular]. Visnyk mashynobuduvannia ta transportu – Journal of Mechanical Engineering and Transport, 1 (15). 141-147 [in Ukrainian]. DOI: https://doi.org/10.31649/2413-4503-2022-15-1-141-147.
  9. Soltus, A. P., Klimov, E.S. (2011). Doslidzhennia osoblyvostei kinematyky vidbytka shyny kerovanoho kolesa pry povoroti na mistsi z rozblokovanym pryvodom [The study of kinematics peculiarities of tire contact patch of steering wheel facing unlocked drive]. Visnyk Kremenchutskoho natsionalnoho universytetu imeni Mykhaila Ostrohradskoho – Scientific journal "Transactions of Kremenchuk Mykhailo Ostrohradskyi National University", 1 (66), 75-79 [in Ukrainian].
  10. Soltus, A. P., Klimov, E.S. (2008). Вплив плеча обкатки на особливості повороту керованого колеса на місці. Visnyk Kremenchutskoho derzhavnoho politekhnichnoho universytetu universytetu imeni Mykhaila Ostrohradskoho – Scientific journal "Transactions of Kremenchuk Mykhailo Ostrohradskyi State Polytechnical University", 6 (51), 94-97 [in Ukrainian].
  11. Soltus, A. P., Klimov, E.S. Stend dlia vyznachennia zmishchennia tsentra vidnosnoho povorotu vidbytka pnevmatychnoi shyny kerovanoho kolesa [Stand for determining the offset of the center of relative rotation of the pneumatic tire-ground contact patch of the driven wheel] Patent UA, no. u 2011 13111, 2012.
  12. Soltus, A. P., Klimov, E.S. Stend dlia doslidzhennia roboty kerovanoho kolesa z pnevmatychnoiu shynoiu [A stand for researching the operation of a steered wheel with a pneumatic tire] Patent UA, no. u 2010 08105, 2011.
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https://doi.org/10.33744/2308-6645-2022-3-53-344-358

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