Analytical and meshless numerical approaches to unified gradient elasticity theory

Volume: 130, Pages: 238 - 248
Published: Sep 1, 2021
Abstract
• Examination of unified gradient theory with application to nano-mechanics of torsion. • Introducing an efficient numerical approach based on Reissner variational functional. • Proposing independent series solutions of the kinematic and kinetic field variables. • Realizing excellent agreement between meshless method and exact analytical solution. • Fast convergence rate and admissible convergence region of proposed meshless method. The unified...
Paper Details
Title
Analytical and meshless numerical approaches to unified gradient elasticity theory
Published Date
Sep 1, 2021
Volume
130
Pages
238 - 248
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