Results 281 to 290 of about 3,397,715 (333)
Exploration of bifurcation, chaos and novel optical dromions solution of the fractional nonlinear dynamical model. [PDF]
Alzaid SS, Alkahtani BST.
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A study of traveling wave solutions and modulation instability in the (3+1)-dimensional Sakovich equation employing advanced analytical techniques. [PDF]
Ahmad J +5 more
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Isotopic lifting of analytic and quantum mechanics
Ruggero MarĂa Santilli
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Modelling of the contact mechanics of thin films using analytical linear elastic approaches
Norbert Schwarzer
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Forensic Application of Analytical Mechanics in Fatal Fall From a Height
Journal of Forensic Sciences, 2019Fatal fall from a height initiated with a swinging motion on the sagittal plane of the victim's body is examined. Method of analytical mechanics is adopted to establish the functional relations between the swinging angle of the body and the force needed ...
Wu-Ting Tsai, Chia-Yun Chang, C. Hu
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International journal of damage mechanics, 2020
The present paper proposes a new analytical model for predicting the effective stiffness of composite laminates with fiber breaks and transverse cracks. The model is based on continuum damage mechanics and the classical laminate theory. We derived damage
S. Onodera, T. Okabe
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The present paper proposes a new analytical model for predicting the effective stiffness of composite laminates with fiber breaks and transverse cracks. The model is based on continuum damage mechanics and the classical laminate theory. We derived damage
S. Onodera, T. Okabe
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, 2019
Introduction Foreward by Tudor Ratiu and Richard Cushman Preliminaries Differential Theory Calculus on Manifolds Analytical Dynamics Hamiltonian and Lagrangian Systems Hamiltonian Systems with Symmetry Hamiltonian-Jacobi Theory and Mathematical Physics ...
R. Abraham
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Introduction Foreward by Tudor Ratiu and Richard Cushman Preliminaries Differential Theory Calculus on Manifolds Analytical Dynamics Hamiltonian and Lagrangian Systems Hamiltonian Systems with Symmetry Hamiltonian-Jacobi Theory and Mathematical Physics ...
R. Abraham
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