# On the modal equations of large amplitude flexural vibration of beams, plates, rings and shells

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### Cites background from "On the modal equations of large amp..."

...[48, 58, 35, 44, 54, 46]), which means that the leading cubic c oefficienthppp is positive....

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### Cites background from "On the modal equations of large amp..."

...Pandalai & Sathyamoorthy (1973) developed modal equations for the nonlinear vibrations of beams, plates, rings and shells using Lag range’s equation and highlighted the difference in the nature of the modal equations for beams and plates vis-a-vis rings and shells....

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### Cites methods from "On the modal equations of large amp..."

...Pandalai and Sathyamoorthy [8] obtained the modal equations of large amplitude vibrations of beams, plates, rings, and shells using Lagrange equations....

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...K. A.V. Pandalai and M. Sathyamoorthy, On the modal equations of large amplitude flexural vibration of beams, plates, rings and shells....

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