GAUSS PRINCIPLE FOR SYSTEMS WITH IMPERFECT CONSTRAINTS IN THE CASE OF POSSIBLE DISPLACEMENTS THAT SATISFY THE EXTENDED METHOD OF COMBINING CONSTRAINTS

Authors

  • Manglieva Zhuragul Khamrokulovna Candidate of Physical and Mathematical Sciences, Associate Professor, Navoi State Mining Institute, Department of Mechanical Engineering Technology, Navoi, Republic of Uzbekistan
  • Mustafoev Bobur Bakhshillaevich Student 15b-19MT, Navoi State Mining Institute, Navoi, Republic of Uzbekistan
  • Ibragimov Alisher Davlatovich Student, Department of General Chemistry, Mari State University, Yoshkar-Ola, Republic of Mari

Keywords:

mechanical system, Gauss principle

Abstract

Let us consider the question of the applicability of the Gauss principle for systems with imperfect constraints (constraints with friction) in the case of possible displacements. A mechanical system of material points () with masses, the position of which relative to the inertial Cartesian coordinate system is determined by the radius vectors (). The system is under the action of given forces and is constrained by joint and independent connections, among which there are both geometric

Downloads

Published

2021-06-29

Issue

2021: ICSRAS-2021

Section

Articles

License

Creative Commons License

This work is licensed under a Creative Commons Attribution-NonCommercial-NoDerivatives 4.0 International License.

How to Cite

GAUSS PRINCIPLE FOR SYSTEMS WITH IMPERFECT CONSTRAINTS IN THE CASE OF POSSIBLE DISPLACEMENTS THAT SATISFY THE EXTENDED METHOD OF COMBINING CONSTRAINTS. (2021). Euro-Asia Conferences, 84-87. https://papers.euroasiaconference.com/index.php/eac/article/view/541