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The method of minimum total potential is employed to derive the differential equations for the buckling, as well as those for the post-buckling response, and the boundary value equations with variable coefficients that govern the behaviour are solved using a shooting procedure.
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The governing equations are formulated and then numerically solved in Mathematica using a shooting method.
The nonlinear mass-transfer equations are also solved numerically using a shooting technique.
Periodic solutions of the discretized equations of motion are constructed using a shooting technique.
Then small steady-state vibrations about the equilibrium configuration are obtained numerically using a shooting method.
Then using a shooting technique, a numerical solution of these equations is constructed.
7 and 8 with the boundary conditions (9) were obtained using a shooting method.
Mathematical modeling is undertaken and numerical results are constructed using a shooting method.
using a published procedure [ 25].
using a wet packing procedure.
Mr. DeCanio uses a procedure called "shot blasting" to prepare the existing concrete surface for top-coating.
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