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The cumulative distribution functions of static responses are calculated by the numerical integration method.
The continuation is performed by the numerical integration of two differential equations.
Later the drag and lift coefficients were obtained from the pressure coefficients by the numerical integration method.
A very close agreement between the simulation results obtained by the numerical integration and the first-order analytical solution is achieved.
The dynamic response of multi-degree of freedom (MDOF) non-linear structures is usually determined by the numerical integration of equations of motion.
Once the transfer matrix has been determined by the numerical integration of the transfer matrix equation, the frequency equations are derived in terms of the elements of the matrix.
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The analytical results are confirmed by the numerical integrations.
We show the behaviour of the new algorithms by means of the numerical integration of two problems.
However, we now can readily evaluate the performance of the considered relay network by simply using the numerical integration method as in [17].
We checked that for this set of parameters the AdEx model showed chaotic behavior (Strogatz 1994) by testing the dependence of the numerical integration on the initial conditions.
By comparison with the exact solution, obtained by numerical integration, the error of the approximation can be kept below a limit of about 5%, which is much lower than our previous calculation (part I of this series).
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by the trapezoidal integration
by the numerical scheme
by the numerical aperture
by the numerical viscosity
by the numerical vitality
by the numerical theme
by the numerical manifold
by the numerical value
by the numerical calculation
by the numerical result
by the numerical study
by the numerical incongruence
by the numerical homogenization
by the numerical solution
by the numerical analysis
by the numerical model
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