CAJ | 학술논문

A-general-theoretical-model-is-developed-to-investigate-the-sound-radiation-from-an-infinite-orthogonally-stiffened-plate-under-point-excitation-force.-The-plate-can-be-metallic-or-composite,-and-fluid-loading-is-also-considered-in-the-research.-The-first-order-shear-deformation-theory-is-used-to-account-for-the-transverse-shear-deformation.-The-motion-of-the-equally-spaced-stiffeners-is-examined-by-considering-their-bending-vibrations-and-torsional-movements.-Based-on-the-periodic-structure-theory-and-the-concepts-of-the-equivalent-dynamic-flexibility-of-the-plate,-the-generalized-vibro-acoustic-equation-of-the-model-is-obtained-by-applying-the-Fourier-transform-method.-The-generalized-model-that-can-be-solved-numerically-is-validated-by-comparing-model-predictions-with-the-existing-results.-Numerical-calculations-are-performed-to-investigate-the-effects-of-the-location-of-the-excitation,-the-spacing-of-the-stiffeners,-the-plate-thickness,-the-strengthening-form-and-the-fiber-orientation-on-the-sound-radiation-characteristic-of-the-orthogonally-stiffened-plate,-and-some-practical-conclusions-are-drawn-from-these-parameter-studies.