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ASME ( American Society of Mechanical Engineers )
Description: The American Society of Mechanical Engineers (ASME) is a professional association that, in its own words, "promotes the art, science, and practice of multidisciplinary engineering and allied sciences around the globe" via "continuing education, training and professional development, codes and standards, research, conferences and publications, government relations, and other forms of outreach." ASME is thus an engineering society, a standards organization, a research and development organization, a lobbying organization, a provider of training and education, and a nonprofit organization. Founded as an engineering society focused on mechanical engineering in North America, ASME is today multidisciplinary and global.
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Scattering of Structural Waves by Nonlinear Elastic Joints
Publisher: The American Society of Mechanical Engineers (ASME)
Abstract: An analytic study of the scattering of structural waves by nonlinear elastic joints is presented. Under the assumption of small nonlinearities and/or amplitudes of motion, an averaging methodology ...
An Energy-Based Formulation for Computing Nonlinear Normal Modes in Undamped Continuous Systems
Publisher: The American Society of Mechanical Engineers (ASME)
Abstract: The nonlinear normal modes of a class of one-dimensional, conservative, continuous systems are examined. These are free, periodic motions during which all particles of the system reach their ...
Localized and Non-Localized Nonlinear Normal Modes in a Multi-Span Beam With Geometric Nonlinearities
Publisher: The American Society of Mechanical Engineers (ASME)
Abstract: The nonlinear normal modes of a geometrically nonlinear multi-span beam consisting of n segments, coupled by means of torsional stiffeners are examined. Assuming that the stiffeners possess large ...
Study of the Oscillations of a Nonlinearly Supported String Using Nonsmooth Transformations
Publisher: The American Society of Mechanical Engineers (ASME)
Abstract: An analytical method for analyzing the oscillations of a linear infinite string supported by a periodic array of nonlinear stiffnesses is developed. The analysis is based on nonsmooth transformations ...