The phrase "analytical approximate solving" is correct and usable in written English.
It can be used in contexts related to mathematics, engineering, or problem-solving where a method is employed to find an approximate solution through analytical techniques.
Example: "In complex systems, analytical approximate solving can provide insights that are computationally less intensive than exact methods."
Alternatives: "analytical approximate resolution" or "approximate analytical solution".
The other procedure is an approximate computational procedure in which an analytical solution is obtained by approximately solving a series of linear optimal control problems.
What's more, the solving procedures of accurate analytical approximate solutions to the snaking motions yield rapid convergence with respect to exact numeric solutions.
In this paper, we investigated and applied two of the analytical approximate techniques, energy balance method and amplitude-frequency formulation, for solving the strongly nonlinear differential equation of a mass attached to the center of a stretched elastic wire.
To illustrate the accuracy of the Hamiltonian approach method solution, we present the comparison results of analytical approximate solution of u(t) based on t with the numerical solution which solved by Runge Kutta method as one of the known numerical methods in Figs. 5 and 6 for λ = 1.00, A = 1.00 and various modes (mode-1 and mode-3).
Up to a certain extent, solving more or less accurately the basic Navier Stokes equations has replaced the traditional analytical approximate solutions of the same equations.
In this paper, we investigate two of the analytical approximate techniques, energy balance method and amplitude-frequency formulation, and these approximate techniques are applied to solve the strongly nonlinear differential equation of a mass attached to the center of a stretched elastic wire.
In this paper, we investigate two of the analytical approximate techniques, energy balance method and amplitude-frequency formulation, and these approximate techniques are applied to solve the strongly nonlinear differential equation of a mass attached to the center of a stretched elastic wire (Figure 1).
Approximate analytic solving methods are introduced.
HEK carried out the software work and the solution of equations using analytical approximate methods.
Analytical approximate methods are used.
