In the article, the equations of the equilibrium state were derived by the method
of forces addition, and the reaction forces of constraints of the wedge pair were determined. A
mathematical expression for determining the reaction force of an axisymmetric wedge pair was
obtained which generalizes the formula (found in literature) for determining the reaction force
of constraints of a given object under constant. Research methods are based on the classical
laws of theoretical mechanics to derive an equilibrium state equation and an analytical method
for determining the reaction force of constraints
In the article, the equations of the equilibrium state were derived by the method
of forces addition, and the reaction forces of constraints of the wedge pair were determined. A
mathematical expression for determining the reaction force of an axisymmetric wedge pair was
obtained which generalizes the formula (found in literature) for determining the reaction force
of constraints of a given object under constant. Research methods are based on the classical
laws of theoretical mechanics to derive an equilibrium state equation and an analytical method
for determining the reaction force of constraints
| № | Имя автора | Должность | Наименование организации |
|---|---|---|---|
| 1 | Khudjaev M.. | teacher | TSTU |
| 2 | Rizaev A.. | teacher | Institute of mechanism and seismic stability of structures of the Academy of sciences |
| № | Название ссылки |
|---|---|
| 1 | I.I. Artobolevsky. “Theory of mechanisms and machines”, 1988. 640 |
| 2 | K.V. Frolov., S.A. Popov. Theory of mechanisms and machines. “Higher school”, 2005. 496 |
| 3 | M.I. Glushko, A.I. Antropov. “The operation of the spring-friction set of the freight car bogie”, 2004. 41 |
| 4 | M. Khudjaev., A. Rizaev., G. Pirnazarov., Sh. Khojikulov. Modeling the dynamics of a wedge pair under the action of a constant force. “Transportation research presidia. ELSEVIER”, 2022. 458 |
| 5 | J. Yao., L. Chen., Ch. Yin. “Modeling and stability analysis of wedge clutch system. mathematical problems in engineering. volume”, 2014 |
| 6 | Kh.T. Turanov., O.V. Cherepov. Generalized model of a spring-friction set of a freight car bogie. “Transport: science, technology and management”, 2009. 32 |
| 7 | Kh.T. Turanov. “My scientific laboratory in mechanics. Yekaterinburg”, 2013. 240 |
| 8 | A.A. Yablonsky., V.M. Nikiforova. “Course of theoretical mechanics”, 2002. 764 |
| 9 | V.I. Szolga. “Theoretical mechanics”, 2013. 204 |
| 10 | V.I. Szolga. “Theoretical mechanics”, 2013. 261 |
| 11 | P. Shohaydarov., Sh. Shoziyotov., J. Zoirov. “Theoretical mechanics”, 1992. 407 |
| 12 | T.R. Rashidov., Sh. Shoziyotov., K.B. Muminov. “Theoretical mechanics”, 1990. 412 |
| 13 | M.M. Mirsaidov., L.I. Boymurodova., N.T. Giyasova. “Theoretical mechanics”, 2009. 224 |
| 14 | M.M. Mirsaidov., T.M. Sobirjonov. “Theoretical mechanics”, 2020. 288 |
| 15 | K.A. Karimov., A.Kh. Axmedov., A.R. Karimova. “Theoretical mechanics”, 2021. 360 |