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Effects of Temperature on Resistance to Streptomycin in Xanthomonas arboricola pv. pruni. [PDF]
Song JH, Kong HG.
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Viscosity Reduction and Drag Reduction Performance Analysis of Bionic Excavator Buckets Based on Discrete Element Method. [PDF]
Liu G +5 more
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Quantitative assessment and optimization of parallel contact model for flexible paddy straw: a definitive screening and central composite design approach using discrete element method. [PDF]
Patel A +9 more
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Initially Stressed Mindlin Plates
AIAA Journal, 1974Equations of motion for a transversely isotropic plate in a general state of nonuniform initial stress where the effects of transverse shear and rotary inertia are included are derived by two methods. The first method is to perturb the nonlinear equations of elasticity by an incremental deformation. The resulting equations are linearized and integrated
Brunelle, E. J., Robertson, S. R.
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Buckling of rectangular mindlin plates
Computers & Structures, 1982Abstract The elastic buckling of rectangular Mindlin plates is considered using two related methods of analysis. These methods are the Rayleight-Ritz method and one of its piece-wise forms, the finite strip method. Arbitrary combinations of the standard boundary conditions of clamped, simply-supported and free edges are accommodated by the use in the
Dawe, D. J., Roufaeil, O. L.
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2020
This chapter considers the static, free vibration and buckling problem of Mindlin plates in bending. Many implementation codes will be taken from the previous chapters such as mesh generation, Gauss integration and field representation. The theory of Mindlin plates is firstly presented and several applications are described.
Ferreira A. J. M., Fantuzzi N.
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This chapter considers the static, free vibration and buckling problem of Mindlin plates in bending. Many implementation codes will be taken from the previous chapters such as mesh generation, Gauss integration and field representation. The theory of Mindlin plates is firstly presented and several applications are described.
Ferreira A. J. M., Fantuzzi N.
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PAMM, 2003
AbstractThe numerical treatment of noise insulation of solid walls has been an object of scientific research for many years. The main noise source is the bending vibration of the walls usually modeled as plates. Generally, walls consist of porous material, for instance concrete or bricks. Therefore, a poroelastic plate theory is necessary.
Anke Busse, Martin Schanz, Heinz Antes
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AbstractThe numerical treatment of noise insulation of solid walls has been an object of scientific research for many years. The main noise source is the bending vibration of the walls usually modeled as plates. Generally, walls consist of porous material, for instance concrete or bricks. Therefore, a poroelastic plate theory is necessary.
Anke Busse, Martin Schanz, Heinz Antes
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Natural Frequencies of Mindlin Circular Plates
Journal of Applied Mechanics, 1980The natural frequencies of vibration based upon the Mindlin plate theory are tabulated for uniform circular plates with free, simply supported, and clamped edges for the first several tens modes.
Irie, T., Yamada, G., Aomura, S.
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Sharp Corner Functions for Mindlin Plates
Journal of Applied Mechanics, 2005Transverse displacement and rotation eigenfunctions for the bending of moderately thick plates are derived for the Mindlin plate theory so as to satisfy exactly the differential equations of equilibrium and the boundary conditions along two intersecting straight edges.
McGee, O. G., Kim, J. W., Leissa, A. W.
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Reinforced mindlin plates with extremal stiffness
International Journal of Solids and Structures, 1997zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Lipton, Robert, Díaz, Alejandro
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