Image comparisons among analysis, simulation and experimental solutions about stress distribution in rings loaded by multiple symmetrical radial forces
Journal Title: JOURNAL OF ADVANCES IN PHYSICS - Year 0, Vol 6, Issue 3
Abstract
The theorem of energy valley state and a particular solution of Airy biharmonic equation will be used in the stress analysis in the rings loaded by the multiple- fold symmetrical forces to obtain stresses formulas. The varied stress graphs have been plotted with these formulas and FEM, revealing their periods of symmetry of forces.
Authors and Affiliations
Yica Sun, Yongshu Jiao, Wang Peng, Pang Dongqing
Keywords
Related Articles
- EP ID EP653592
- DOI 10.24297/jap.v6i3.1762
- Views 51
- Downloads 0
ON THE DISTRIBUTION OF LUMINOUS MATTER IN A FRIEDMANN UNIVERSE
The Friedmann model is considered through stereographic projection of the Friedmann-Roberson-Walker metric for open, flat and closed matter-dominated universe. A relation between redshift and number density of galaxies i...
Performance optimization of the electro-optic Q-Switching for high power laser using RTP crystal
In order to study the performance of proposal model crystal constructed from (Rubidium Titanly Phosphate, RTP) the birefringence, electric field application, optical, Influences of the most parametric on the electro-opti...
Surface Electromagnetic Waves at a Single Interface of Superconductor and Left-Handed Materials
The wave propagation characteristics along the single interface of superconductor and left-handed materials are investigated theoretically. An expression for the complex permittivity of a superconductor is derived in the...
Negative impedance interval of blood flow in capillary bed
We study a simple model of the capillary network of living systems. The volume flow of the blood versus pressure drop has a negative impedance interval, because the viscosity of the blood decreases with increasing shear...
Approximategeneralized Jensen typemappings in proper Lie CQ*-algebras
In this paper, we investigate the stability problems for proper Lie derivations associated to the generalized Jensen typefunctional equation in a proper Lie CQ*-algebra.