Mexanika” yo’nalishi tinglovchisi

III. Maxsus adabiyotlar.

1. 
   Do’smatov O.M., Tilavov A. Nazariy mexanika (Sistema dinamikasi). SamDU – 2005.
   
1. 
   N.N.Buxgols. Osnovnoy kurs teoreticheskoy mexaniki. –M.: «Nauka», I.II. chasti, 2009 g.
   
2. 
   To’rayev X.T., Tilavov A. Nazariy mexanika. Statika va kinematika – Toshkent -2011 y.
   
3. 
   Meshcherskiy I.V. Nazariy mexanikadan masalalar to’plami. - T.: O’qituvchi, 1989.
   
4. 
   Rashidov T., Shoziyotov Sh., Mo’minov Q.B. Nazariy mexanika asoslari. - T.: «O’qituvchi», 1990.
   
5. 
   O’rozboyev M.T. Nazariy mexanika asosiy kursi, - T.: «O’qituvchi», 1966.
   
6. 
   Yablonskiy A.A.Sbornik zadaniy dlya kursovix rabot po teoreticheskoy mexanike. M.: Visshaya shkola, 1972.
   
7. 
   Uitteker Ye. Analiticheskaya dinamika. M.: ONTI, 2001.
   
8. 
   Pars L. Analiticheskaya dinamika. M.: Nauka, 1971.
   
9. 
   Shulgin M.F. O nekotorix uravneniyax analiticheskoy dinamiki i metodax ix integrirovaniya. Trudi SamGu, Toshkent, 1958.
   
10. 
    Neymark Yu.I, Fufayev N.A. Dinamika negolonomnix sistem. 1967.
    
11. 
    Lure A.I. Analiticheskaya mexanika. 1961.
    
12. 
    Butenin N.V, Fufayev Yu.I. Vvedeniye v analiticheskuyu mexaniku. 1991.
    
13. 
    Targ S.M. Kratkiy kurs teoreticheskoy mexaniki. - M.: «Nauka», 1974.
    

IV. Internet manbalari.

1. www.edu.uz
2. www.edu.ru
3. www.cer.ru
4. www.ilm.uz
5. www.uza.uz
6. www.ziyonet.uz
7. www.mechaniks.com
V. Scopus materiallari

15. 
    Dissipation of oscillatory contact lines using resonant mode scanning. Yi Xia 1 and Paul H. Steen. npj Microgravity (2020) 6:3; https://doi.org/10.1038/s41526-019-0093-0
    
16. 
    Controllable vibration of liquid crystal elastomer beams under periodic illumination. Jun Zhao, Peibao Xu, Yong Yu, Kai Li. International Journal of Mechanical Sciences 170 (2020) 105366.
    
17. 
    V.V. Rumyantsev (originator), which appeared in Encyclopedia of Mathematics - ISBN 1402006098. See original article Lagrange equations (in mechanics). Encyclopedia of Mathematics. URL:http:// encyclopediaofmath. org/index.php? title=Lagrange_equations_(in_mechanics)&oldid=47555
    
18. 
    D. Besdo, Examples to Extremum and Variational Principles in Mechanics © Springer-Verlag Wien 1972
    
19. 
    David Tong. "Cambridge Lecture Notes on Classical Dynamics"URL:http:// encyclopediaofmath.org/wiki/Lagrange mechanics
    
20. 
    Kibble, T. W. B.; Berkshire, F. H. (2004). Classical Mechanics (5th ed.). Imperial College Press. p. 236. ISBN 9781860944352.
    
21. 
    Louis N. Hand; Janet D. Finch (1998). Analytical mechanics. Cambridge University Press. pp. 140–141. ISBN 0-521-57572-9.