Mathematics


Applied Mechanics - New applied mechanics research has been reported by scientists at Purdue University

  2008 DEC 15 - (VerticalNews.com) -- According to recent research from the United States, "A fast numerical method based on the Cauchy singular integral equations is presented to determine the contact pressure and extents for the contact of two-dimensional similar isotropic bodies when the contact area consists of two separate regions. The partial-slip problem is then solved to determine shear tractions using an equivalence principle. ...read more


Applied Mechanics - Study results from Y.F. Kayuk and colleagues in the area of applied mechanics published

  2008 APR 14 - (VerticalNews.com) -- According to recent research published in the journal International Applied Mechanics, "A method is developed for studying the dynamic deformation of structurally inhomogeneous beams consisting of homogeneous isotropic layers with different mechanical characteristics. The method is based on the virtual-displacement principle."

  "The equation of motion is derived in vector and scalar forms for arbitrary loads, boundary conditions, and cross-sections with one and two axes of symmetry. The efficiency of the method is demonstrated by solving, as an example, the dynamic deformation problem for a hinged layered beam with a rectangular cross-section under harmonic loading," wrote Y.F. Kayuk and colleagues ...read more


Applied Mechanics - Reports from N.P. Semenyuk and colleagues advance knowledge in applied mechanics

  2008 APR 14 - (VerticalNews.com) -- "The buckling problem for longitudinally corrugated cylindrical shells under external pressure is solved. The solution makes practically exact allowance for the geometry and buckling modes of the shell," scientists in Kiev, Ukraine report.

  "The inaccuracy of the results is due to the assumption that the subcritical state is momentless. Shells consisting of cylindrical panels of smaller radius and noncircular shells with sinusoidal corrugations are analyzed for stability," wrote N.P. Semenyuk and colleagues ...read more


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