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College of Civil Engineering, Nanjing University of Science and Technology, China
Formerly:
Dept. of Mechanics, The University of Hong Kong
Selected Publications (For more see the link, Prof. Ding Zhou):
Zhou, D. [1993] “A general solution to vibrations of beams on variable Winkler elastic foundation,” Computers and Structures 47(1), 83–90.
Zhou D (1994) The application of a type of new admissible function to the vibration of rectangular plates. Comput Struct 52(2):199–203.
Zhou D (1995) Natural frequencies of elastically restrained rectangular plates using a set of static beam functions in the Rayleigh-Ritz method. Comput Struct 57(4):731–735.
Zhou D (1996) Natural frequencies of rectangular plates using a set of static beam functions in Rayleigh-Ritz method. J Sound Vib 189(1):81–87.
Zhou, D. [1997] “ The vibrations of a cantilever beam carrying a heavy tip mass with elastic supports,” Journal of Sound and Vibration 206, 275–279.
Cheung KY, Zhou D (1999) The free vibrations of tapered rectangular plates using a new set of beam functions with the Rayleigh-Ritz method. J Sound Vib 223(5):703–722.
Cheung YK, Zhou D (1999) Eigenfrequencies of tapered rectangular plates with intermediate line supports. Int J Solids Struct 36(1):143–166.
Cheung YK, Zhou D (1999) The free vibrations of rectangular composite plates with point-supports using static beam functions. Compos Struct 44(2–3):145–154.
Zhou D, Cheung YK (2000) The free vibration of a type of tapered beams. Comput Method Appl M 188(1–3):203–216.
Cheung YK, Zhou D (2000) Vibrations of rectangular plates with elastic intermediate line-supports and edge constraints. Thin Wall Struct 37(4):305–331.
Zhou D, Cheung YK (2000) Vibrations of tapered Timoshenko beams in terms of static Timoshenko beam functions. J Appl Mech 68(4):596–602.
Cheung YK, Zhou D (2000) Vibrations of moderately thick rectangular plates in terms of a set of static Timoshenko beam functions. Comput Struct 78(6):757–768.
D. Zhou, Y. K. Cheung and J. Kong, Free vibration of thick, layered rectangular plates with point supports by finite layer method, Int. J. Solids Struct. 37 (2000) 1483–1499.
D. Zhou, “Free vibration of multi-span Timoshenko beams using static Timoshenko beam functions,” Journal of Sound and Vibration, vol. 241, no. 4, pp. 725–734, 2001.
Cheung YK, Zhou D (2001) Free vibrations of rectangular unsymmetrically laminated composite plates with internal line supports. Comput Struct 79(20–21):1923–1932.
Cheung YK, Zhou D (2001) Vibration analysis of symmetrically laminated rectangular plates with intermediate line supports. Comput Struct 79(1):33–41.
Zhou D (2001) Vibrations of Mindlin rectangular plates with elastically restrained edges using static Timoshenko beam functions with the Rayleigh-Ritz method. Int J Solids Struct 38(32–33):5565–5580.
Zhou D (2002) Vibrations of point-supported rectangular plates with variable thickness using a set of static tapered beam functions. Int J Mech Sci 44(1):149–164.
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