Influence functions in various situations are derived. They are very useful for solving problems of static buckling, stability and vibration of elastic bodies. Some of them have been utilized to research vibrations of beams, thin-walled bars, shells and plates.
PisalinkoK. S.YakoflevA. P.MateviefV. V.Handbook on Mechanics of Materials (in Russian), 1975 (Science Thought Press, Moscow).
2.
ZhangY.Restrained torsional vibrations of open thin-walled bars (in Chinese)J. Nanchang Inst. Aeronaut. Technol., 1997, 2, 46–50.
3.
ZhangY.WangX.Transverse vibrations of beam with longitudinal-transverse bending (in Chinese)Modern Electric Power, 1996, 13 (2), 46–51.
4.
ZhangY.WangX.Transverse vibrations of beams on Winkler's foundation (in Chinese)Modern Electric Power, 1996, 13 (3), 81–86.
5.
ZhangY.WangX.Radial vibration of axisimmetrically loaded cylinder shells (in Chinese)Modern Electric Power, 1998, 15 (1), 40–44.
6.
ZhangY.LiuZ.Transverse vibrations of thin rectangular plates (in Chinese)Engng Mechanics Suppl., 1997, 515–518.
7.
ZhangY.Vibrations of thin rectangular plates under tension/compression along two opposite edges (in Chinese)J. Beijing Univ. Aeronaut. Astronaut., 1999, 25 (1), 64–67.
8.
ZhangY.WangX.Vibrations of rectangular thin plates on Winkler's foundation (in Chinese)J. Hydraul. Engng, 1997, 5, 70–76.
9.
ZhangY.Vibrations of thin rectangular plates on Winkler's foundation subjected to x-direction in-plane forces (in Chinese)J. Hydraul. Engng, 1999, 7, 7–11.