A review on stress-driven nonlocal elasticity theory
Journal: Journal of Computational Applied Mechanics (Vol.52, No. 3)Publication Date: 2021-09-01
Authors : Mojtaba Shariati; Mohammad Shishesaz; Hossein Sahbafar; Mortaza Pourabdy; Mohammad Hosseini;
Page : 535-552
Keywords : Nonlocal Elasticity Theory; stress-driven method; strain-driven method; strain gradient model; Functionally Graded Material; Scale parameter;
- A review on stress-driven nonlocal elasticity theory
- ON MAXWELL'S STRESS FUNCTIONS FOR SOLVING THREE DIMENSIONAL ELASTICITY PROBLEMS IN THE THEORY OF ELASTICITY
- Forced vibration of piezoelectric nanowires based on nonlocal elasticity theory
- Nonlocal elasticity theory for static torsion of the bi-directional functionally graded microtube under magnetic field
- Free Vibration Analysis of Nanoplates Made of Functionally Graded Materials Based On Nonlocal Elasticity Theory Using Finite Element Method
Abstract
The behavior of materials at the nanoscale cannot be studied by classical theories. Accordingly, new theories have been developed to predict the behavior of materials at the nanoscale; some of them are nonlocal elasticity, strain gradient theory, couple stress theory, and surface effect theory. In most articles, the authors use a differential form of nonlocal elasticity theory. Recently, many authors have used the integral form of this theory and obtained interesting results. Therefore, in the present research, the articles related to the integral form of non-local theory have been examined for small-scale tubes, beams, shells, and plates.
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