1) Feng Boyi: That's another shooting method.

2) Finally, by applying the shooting method, the responses of the non linear vibration and thermal post buckling of the plate are obtained.

3) The shooting method, sub and super solution method, and fixed point theorem were used to study a class of nonlinear diffusion equations with nonlocal boundary value condition in perforated domains.

4) We use the shooting method to get the numerical solutions of the game.

5) By using shooting method, the obtained boundary value problem is numerically solved and the equilibrium paths as well as the post buckled configurations of the deformed beam are given.

6) The direct shooting method solving finite thrust trajectory optimization is studied.

7) Shooting method is applied to get numerical results which are analyzed with the developing section of the falling film.

8) You combine your shooting method with the this kind of stacking to enrich your expression.

9) By using direct shooting method, the associated optimization was converted into a nonlinear programming problem, which was solved through a sequential quadratic programming solver.

10) The results showed that shooting method was effective to deal with the deformation of elastic-plastic beam with large-deflection.

11) Characteristics and shooting method of a type of simplified tank fire control system are analyzed.

12) The blasting toe shooting method is a new technique for soft foundation treatment in mountainous area.

13) More accurate mathematical formulations were established and numerical solutions were obtained for some concreted problems by using shooting method.

14) An example is given to show the validity of the shooting method proposed.

15) In this paper,(http:///shooting method.html) numerical simulations and optimizations for the bilateral-pumping P-doped Raman fiber laser(RFL) are performed using the shooting method based on Newton-Raphson method.

16) An optimal Control problem is Computed with the modified multiple shooting method.

17) These conditions lead to multipoint boundary-value problems which can be solved very efficiently and very accurately by the multiple shooting method.

18) An eigenmode equation of ion temperature gradient driven instability in a tokamak plasma with negative magnetic shear is solved numerically by the shooting method.

19) In this paper, we mainly prove the existence and uniqueness of the new monopole by dynamical shooting method, and present sharp asymptotic estimates for the solutions.

20) The nonlinear governing equations are solved numerically by adopting a shooting method and the equilibrium paths of thermal post-buckling of the circular plates are obtained.