SHOES143
Dołączył: 29 Paź 2010
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Wysłany: Pią 18:08, 29 Paź 2010 Temat postu: The north face Isotropic Rayleigh - Ritz method _3 |
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,Cracks in the floor and Prevention _2674
Isotropic Rayleigh - Ritz method
Calculation will be more accurate and brief. For example, we change the natural frequency and the beam cross section shapes, if asked to select with the same condemnation elastic dynamics of a Rayleigh Ritz method - Huang Qiang ZHAO Xiao-Yun Chen Shuxun 65 supporting the Cambodian situation of uniform section beam as a basis for the natural vibration mode function, good results can be obtained based wedge-shaped beam down the length z, width I, sharp edges free, blunt edge fixed, find the fundamental frequency of transverse vibration. Solution First,The north face, write the cross-sectional area A () and flexural modulus (z) the expression: A () a 2b-type in rich abundance of a Ac A. A 26 × 1, is a wedge-shaped beam fixed end of the area;) = (word. Bodhisattva where a Lu Jo 6., Is the fixed end section of the bending section modulus in the left = 0, boundary conditions (this is the boundary force conditions) as r (0) a r (0) = 0 A z in the right place, the boundary conditions (geometric boundary boundary) for the y (Z) = y '(Z) 10 to meet the basic function of the geometric boundary conditions of the option as a function of the following sequence: (1 No.), (1 hand) hand t (1 hand) ', ... ... t as a single approximation, the type (c), just take the previous one, and even if (z) = (1 A ÷) so there =. hand-kn = c a threat c ar a deduction from the frequency equation of first-class klI a} ll = 0 obtained by the first natural frequency of the approximate value of v / urn and the exact solution / 'error is only 3%. to take based on sequence of functions (c), a linear combination of pride in the first two vibration mode function for the approximate solution, which is based ()=() ten.: Qiu) where bamboo (= (1 A-T ).,Cold heading steel non-metallic Inclusions _2278, (r) = (1 hand) * hands in accordance with the formula (11), (12) calculations, and Island, (6) (d) 1996, Hebei Institute of Technology l8 No. 2 into (16) frequency equation was solved mlt this one, one: one - a hundred 'J a 2kit =: = A Z3O-2E-Jo a -pA-cl5l/-105p one characteristic value for a = 0 =. By Type (15 ) Find the secluded coral mouth should be the feature vector for the l of a [-1-0.4367732] corresponding to the first order mode shape function of the approximate solution of Yt (x) = (1 hand) a o.4367732 (1 hand) No. For the characteristic values of a, the corresponding eigenvector obtained Tuen a [1-3.663227] second-order approximate solution of mode shape function for the y2) a (1 a child) a 3-663227 (1 hand) 'special reference Documents 1 Department of Engineering Mechanics, Tsinghua Imperial College ed. Machinery group of dynamic (on). Beijing: Mechanical Industry Press,Mens Casual Shoes, 1980.2 Wen-United States, party with, Chen Wu Qi mechanical vibration. Beijing: Science Press, 1989.3 Baba Cove. Extension of the kinetic theory. Cai Chengwen translation. Beijing: People Education Press,Supra Vulk Low, 1958.4R. W. Clough, J. Peng Jin. Structural dynamics. Beijing: Science Press,CTP print _1641, 1983.5 _ Avery Glasgow Shields a few. Variations Beijing: People rescued Education Press, 1958. RAYLEIGH-RrrZMETH0DINELAI】 _CDYNAMICSHuangYongqiangZhaoXiaoyunChenShuxun (DepartmentofMachinery) (DepartmentofBaskCourses) AbstactRayleigh-RitzMethodisadirectsolvingprocessforcalculusofvariations-Itcanbeusedtosolvetheproblemsofelasticmechanicsforapproximatesolutionsandalsospread-edtoelasticdynamics. Butinsomeliterature. itisntexplainedthoroughlyinthemathCOfl-eeptandoper ~ ingtechnique. Thispaperwillgiveadistinctexplanationbysolvingtheproh-IemvibrationofbeamswithunevensectionsfortheapproximatesolutioDS. KeywordsTheoryofealculusofvariatiensFunctiona1Vibration other Huai Wataru / Wu,
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