nonlinear plastic theory in Vietnamese

@Chuyên ngành kỹ thuật
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-lý thuyết dẻo phi tuyến tính

Sentence patterns related to "nonlinear plastic theory"

1. Nonlinear control theory is the area of control theory which deals with systems that are nonlinear, time-variant, or both.

2. Karman “elementary” rolling theory for rigid-ideally plastic material together with Sommerfeld's lubrication theory.

3. Then by using the critical point theory, prove the many solutions to a class of nonlinear biharmonic equation with critical potential when the nonlinear term has subcritical growth.

4. The double solutions correspond possibly to the wave-particle duality in quantum theory, and connect the double solution theory of the nonlinear wave mechanics.

5. This nonlinear partial differential equation is resolved by perturbation theory for the particular case of a homogeneous system.

6. The behaviour of acceleration waves in the nonlinear theory of thermoelasticity of Green and Lindsay [1] is investigated systematically.

7. In the present paper a geometrically nonlinear electromechanically coupled theory for thin shells with piezoelectric transducers is presented.

8. By using the nonlinear programming theory, a optimal impulse satellite evasive trajectory planning model considering earth oblateness perturbation had been established.

9. In the 1930s, his research was supplemented with works on the theory of plastic deformation.

10. Based on the nonlinear dynamics theory, the global bifurcation analysis is applied to study the mechanism of ship capsize in regular beam sea.

11. 22 Introduce the calculating methods of rigid plastic laminates ' carrying capacity, which apply internal access or excircle polygons to replace the intrinsic nonlinear superconvexity.

12. 18 The nonlinear finite element problem, the boundary value problems appearing in Kinetic theory of gases, elasticity and other applied areas are reduced to solving these equations.

13. Device for processing an adaptive, nonlinear signal

14. There are many nonlinear time varying systems in control domain, and those systems having intrinsical nonlinear are harder to be controlled.

15. Laser theory of Fabry-Perot (FP) semiconductor lasers proves to be nonlinear, since the gain, the refractive index and the loss coefficient are the functions of energy flux.

Lý thuyết laser bán dẫn Fabry-Perot (FP) đã chứng minh là phi tuyến, vì độ lợi , chỉ số khúc xạ , và hệ số tổn thất là các hàm của dòng năng lượng.

16. Based on linear unbiased minimum variance estimation theory, a fusion algorithm which fused the state vector of nonlinear systems with dissimilar sensors with arbitrary correlated noises is developed.

17. The example shows that the bifurcation condition of single degree of freedom nonlinear oscillator can indicates the motional behavior of nonlinear flutter system.

18. This theorem and two additional fixed point theorems will be applied to linear and nonlinear algebraic equations and to nonlinear integral equations.

19. Furniture, desks, chairs, bookcases, shoe cabinets, cupboards, display stands, flower racks, TV set racks, plastic or acrylic sculptures, plastic or acrylic decorations, plastic or acrylic accouterments, bamboo curtains, window blinds, drawing frames, photo frames, plastic packaging containers, plastic tool kits, plastic buckets, plastic bottles, plastic covers, plastic baskets, plastic cases, plastic boxes, plastic tins, plastic packaging containers, pet boxes, plastic bulletin boards, plastic signboards

20. The yield criterion of composite materials is simulated by using the homogenization method of micromechanics and the plastic limit analysis theory.

21. 16 The nonlinear stability of the space frame-composite laminate plate combined structures is studied by nonlinear finite element method.

22. The bearing capacity of ductile composites was analyzed for variable loadings by using homogenization theory from micromechanics for the macroscopic plastic analysis.

23. Anl _ 1 norm Algorithm for the Nonlinear Complementarity Problems?

24. The effective flexural stiffness is determined from the slope of the elastic portion of an equivalent elastic-plastic load–deflection curve that has the same area under the curve as the actual nonlinear relationship.

25. The resulting coupled nonlinear differential equations are solved numerically.