logo
calendar8 Sentabr 2022
view50
Asosiy til:Ingliz

DYNAMICS OF A NON-AXISYMMETRIC (TRIANGULAR) WEDGE

Fan yo'nalishi:
pdf

6319d0c73d7a8.pdf

PDF

MAQOLA ANNOTATSIYASI

quote
The equations of dynamics are compiled and the reaction forces of constraints of a non-axisymmetric (triangular) wedge are determined according to the d'Alembert principle. A mathematical expression is obtained for the reaction force of the dynamic problem of a non-axisymmetric wedge under the action of a non-constant force. The research methods are based on the classical methods of theoretical mechanics of deriving the equation of dynamics based on the d'Alembert principle and the analytical method for determining the reaction force of constraints

MUALLIFLAR

M.Khudjaev

TSTU

Teglar

# wedge# dynamic problem# equilibrium equation

SHU JURNALDAGI BOSHQA MAQOLALAR

Maqolani baholang

0
0 ta baho
5
4
3
2
1

Maqola idintifikatorlari

Foydalanilgan adabiyotlar

T.R. Rashidov., Sh. Shoziyotov., K.B. Muminov. “Theoretical mechanics”, 1990. 412

K.V. Frolov., S.A. Popov. Theory of mechanisms and machines. “Higher school”, 2005. 496

H.H. Usmonkhodjaev. “Theory of mechanisms and machines”, 1981. 425

M. Khudjaev., A. Rizaev., G. Pirnazarov., Sh. Khojikulov. Modeling the dynamics of a wedge pair under the action of a constant force. “Transportation research prosediya. ELSEVIER”, 2022. 449

https://doi.org/1016/j.trpro.2022.06.035

Kh.T. Turanov. Generalized model of a spring-friction set of a freight car bogie. “Transport: science, technology and management”, 2009. 32

Kh.T. Turanov. “My scientific laboratory in mechanics. Yekaterinburg”, 2013. 240

A.A. Yablonsky., V.M. Nikiforova. “Course of theoretical mechanics”, 2002. 764

V.I. Szolga. “Theoretical mechanics”, 2013. 204

V.I. Szolga. “Theoretical mechanics. Berlin, part-2”, 2013. 261

P. Shohaydarov., Sh. Shoziyotov., J. Zoirov. “Theoretical mechanics”, 1992. 407

M.M. Mirsaidov., L.I. Boymurodova., N.T. Giyasova. “Theoretical mechanics”, 2009. 224

M.M. Mirsaidov., T.M. Sobirjonov. “Theoretical mechanics”, 2020. 288

K.A. Karimov., A.X. Axmedov., A.R. Karimova. “Theoretical mechanics”, 2021. 320