@article{oai:kanazawa-u.repo.nii.ac.jp:00011763,
 author = {Sato, Hidenori and Numata, Ken and 佐藤, 秀紀 and 沼田, 憲},
 issue = {2},
 journal = {金沢大学工学部紀要 = Memoirs of the Faculty of Technology Kanazawa University},
 month = {Sep},
 note = {Higher-harmonic response for large amplitude motion of a beam with pinned end under uniform periodic excitation is investigated. In the present investigation the rotatory inertia, the membrane tension and the correction of curvature are taken into cosideration. 
   The governing partial differential equation is reduced to the nonlinear simultaneous  algebraic equations by Galerkin's method and harmonic balance method. The simultaneous equations are solved numerically by Newton's method. 
   According to the above method, an approximate solution including the modes up to the third order and the higher-harmonics up to the fifth order is applied to a representative example. 
   As a result, the characteristics of the steady state response are shown in the following regions of the first mode : the second and third higher-harmonic resonances and the principal resonance.},
 pages = {89--96},
 title = {ピン支持はりの高調波応答},
 volume = {8},
 year = {1974}
}