Nabeel T. Alshabatat and Koorosh Naghshineh
[1] A.S. Veletsos and N.M. Newmark, Determination of naturalfrequencies of continuous plates hinged along two oppositeedges, Journal of Applied Mechanics, 23, 1956, 97–102. [2] J.M. Pitarresi and R.J. Kunz, A simple technique for rapidestimation of the optimal support locations for a vibratingplate, Journal of Vibration and Acoustics, 114, 1992, 112–118. [3] C.F. L¨u, Y.Y. Lee, C.W. Lim, and W.Q. Chen, Free vibrationof long-span continuous rectangular Kirchhoff plates with in-ternal rigid line supports, Journal for Numerical Methods inEngineering, 70, 2007, 1430–1450. [4] H. Cohin and G. Handelman, Vibrations of a rectangular platewith distributed added mass, Journal of the Franklin Institute,261, 1956, 319–329. [5] A.J. McMillan and A.J. Keane, Shifting resonances from afrequency band by applying concentrated masses to a thinrectangular plate, Journal of Sound and Vibration, 192(2),1996, 549–562. [6] J.S. Wu, Free vibration characteristics of a rectangular platecarrying multiple three-degree-of-freedom spring–mass systemsusing equivalent mass method, International Journal of Solidsand Structures, 43, 2006, 727–746. [7] W.H. Hoppman and L.S. Magness, Nodal patterns and freeflexural vibration of stiffened plates, Journal of Applied Me-chanics, 79, 1957, 526–530. [8] G. Aksu and R. Ali, Free vibration analysis of stiffened platesusing finite difference method, Journal of Sound and Vibration,48(1), 1976, 15–25. [9] C.L. Kirk, Vibration characteristics of stiffened plates, Journalof Mechanical Engineering Science, 2, 1960, 242–253. [10] C.L. Kirk, Natural frequencies of stiffened rectangular plates,Journal of Sound and Vibration, 13(4), 1970, 375–388. [11] R.N. Yurkovich, J.H. Schmidt, and A.R. Zak, Dynamic analysisof stiffened panel structures, Journal of Aircraft, 8(3), 1971,149–155. [12] D. Lee, A.D. Belengundu, and G.H. Koopmann, Optimumstiffener design to reduce broadband vibration and sound radi-ation, Proc. 2001 ASME International Mechanical EngineeringCongress and Exposition, New York, NY. [13] H.J. Luo and H.C. Gea, Optimal bead orientation of 3Dshell/plate structures, Finite Element in Analysis and Design,31, 1998, 55–71. [14] L. Harzheim and W. Lieven, Panel bead optimization methodsand applications, Proc. Altair’s 1st European HTC 2007, Berlin. [15] M. Park, Y. Park, and Y.-S. Park, Raising natural frequenciesof a structure via surface-grooving technique, Structural andMultidisciplinary Optimization, 34, 2007, 491–505. [16] N. Alshabatat and K. Naghshineh, Optimization of the nat-ural frequencies of beams via dimpling technique, Journal ofModeling and Simulation, 32(2), 2012, 134–144.
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