Application of Lagrange Multiplier Method to the Search for Variational Principles of Nonlinear Electrostrictive Materials

Articles in the same Issue

1. CONTENTS
2. Α Dynamic Evolution Model for the Set of Populations of Neurons
3. On the Order and Accuracy of Operator Splitting for a Fluid-Structure Interaction Problem
4. Nonlinear Relaxation Phenomena in Polycrystalline Solids
5. Effect of Fiber Additives on the Turbulent Jets
6. Atomistic Simulation of the Buckling Behavior of Metal Nanorod
7. Traffic Flow CA Model in Which Only the Cars Following the Trail of the Ahead Car Can Be Delayed
8. Dynamic Response of Timoshenko Beam Structures Solved by DQEM Using EDQ
9. Effects of Preload and Number of Balls on Nonlinear Dynamic Behavior of Ball Bearing System
10. Dynamical Modeling of Free Multibody Systems in Fully Cartesian Coordinates
11. Dynamic Interactions between Two Surge Vessels during a Flow Transient
12. Application of Lagrange Multiplier Method to the Search for Variational Principles of Nonlinear Electrostrictive Materials
13. Application of the Lagrange Multiplier Method the Semi-Inverse Method to the Search for Generalized Variational Principle in Quantum Mechanics
14. Variational Principle for Nano Thin Film Lubrication
15. Corrigendum