[1] H. Hertz, Die Prinzipien der Mechanick in Neuem Zusammenhange Dargeslellt, Leibzig(1893).
[2] O. Holder. Nachrichten Kon. der Wissenchaften in Gottingen, Math. -Phys., 2 (1896),122~157.
[3] G. K. Suslov. On one metamorphosis of D'Alembert principle, Math. Sb., 22, 4 (1901),681-691. (in Russian)
[4] P. V. Voronetz. On equations of motion for non-holonomic systems, Math. Sb., 22, 4(1901), 659-680. (in Russian)
[5] R. S. Capon. Hamilton principle on relation to nonholonomic mechanical systems,Quart. J. Mech. Appl. Math., 5, 4 (1952). 472 -480.
[6] H. Jeffreys. What is Hamilton principle. Quart. J, Mech. Appl. Math.. 7. 3 (1954). 335-337.
[7] L. A. Pars. Variation principles in dynamics. Quart. J. Mech. Appl. Math., 7, 3 (1954).338~351.
[8] M. Kerner. Le principe de Hamilton et l'holonomisme, Prace Mat-Fiz (therszawa), 38(1931). 1~21.
[9] V. i. Neymark and N. A. Fufaev. Dynamixs of Non-Holonomic Systems.M:Science(1967). (in Russian)
[10] V. V. Rumyantsev. On Hamilton's principle for non-holonomic systems. Prikl. Mat.Mekh.Moscow. 42. 3 (1978), 387-399. (in Russian)
[11] V. V. Rumyantsev, On integral principle for non-holonomic systems. Prkl, Mat. Mekh..Moscow, 46, 1 (1982), 1-12. (in Russian)
[12] C. Lanczos. Variational Principles of Mechanics, University of Toronto Press (1962).
[13] W. Z. Chien. Varialional .Methods and Finite Elements, Science Press. Beijing (1980). (inChinese)
[14] H. C. Hu. Variational Prillciples and Application in Elasticity,Science Press,Beijing(1981). (in Chinese)
[15] K. Washizu. Variational Methods in Elaslicity and Plasticity,Press (1982).
[16] J. T. Oden. Variational Methods in Theoretical Mechanics, Sprinegrringer-Verlag, Berlin.Heidelberg. New-York (1983).
[17] F. X. Met. .Mechanics Fundaments of Non-Holonomic Systems. Beijing Technical institute Press. Beijing (1985) (in Chinese)
[18] L. F. Liang. On some important problems in analytical dynamics of non-holonomicsystems Applied Mathematics and Mechanics (English Ed.). 14, 12 (1993). 1112~1123. |
Email Alert
RSS