The steady-state solution of one-dimensional Schrdinger equation with the shooting method
Analysis and calculation of settlement of groynes built by toe-shooting method
A new shooting method based on zone and tangential arc for micro soccer robot shooting action is designed in order to improve the rapidity and the success rate of shooting.
More accurate mathematical formulations were established and numerical solutions were obtained for some concreted problems by using shooting method.
The user can repair or replace the spare parts according to the trouble shooting method of the sprinkling pump.
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.
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.
Trouble-shooting methods of ZBD-68D all-digital power line carrier
