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Numerical results of the unified Euler algorithm

Voidage correction algorithm for unresolved Euler Lagrange simulations

Voidage correction algorithm for unresolved Euler Lagrange simulations

... in these flows. Therefore, in contrast to comparably dilute flows, a correction factor of larger than unity is required for all exchange coefficients, i.e., the drag and heat or mass transfer coefficients. Another ...

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Towards Unified Chinese Segmentation Algorithm

Towards Unified Chinese Segmentation Algorithm

... segmentation algorithm by mining web data is proposed in this ...first algorithm developed based on the Romanized pinyin of Chinese ...the algorithm can achieve an accuracy as high as other ...

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Unified treatment algorithm for the management of crotaline snakebite in the United States: results of an evidence-informed consensus workshop

Unified treatment algorithm for the management of crotaline snakebite in the United States: results of an evidence-informed consensus workshop

... revised algorithm was presented to the panel in a 90-minute webinar, where facilitated discussion was used to identify initial areas of consensus and prioritize issues requiring further ...Final algorithm ...

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ANGEO - A numerical method to compute Euler potentials for non dipolar magnetic fields

ANGEO - A numerical method to compute Euler potentials for non dipolar magnetic fields

... However, one particular feature allows us to go a little further in the comparison of results for both activity levels from Tsyganenko's model (Tsyganenko, 1987): the equivalent parameter L maps down to the same ...

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A Numerical Integration Scheme For The Dynamic Motion Of Rigid Bodies Using The Euler Parameters

A Numerical Integration Scheme For The Dynamic Motion Of Rigid Bodies Using The Euler Parameters

... this algorithm, it was observed that the change in estimated potential energy, using the Euler parameters and their derivatives at the beginning of the time step, provided an upper bound to the change in ...

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Numerical study on the incompressible Euler equations as a Hamiltonian system: Sectional curvature and Jacobi field

Numerical study on the incompressible Euler equations as a Hamiltonian system: Sectional curvature and Jacobi field

... The purpose of this paper is three-fold. First, we present exact evaluations of the sectional curvatures for the Taylor-Green vortex and the ABC flow for a number of cross sections by using Rouchon’s formula for them. It ...

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Algorithm for Automatic Analysis of Free Vibrations of Uniform Bernoulli-Euler Beams with Attachments

Algorithm for Automatic Analysis of Free Vibrations of Uniform Bernoulli-Euler Beams with Attachments

... The algorithm and computational program for automatic analysis of free vibrations of uniform Bernoulli- Euler beams with attachments have been ...sample numerical example is presented to show the ...

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Numerical simulation of flashing jets atomisation using a unified approach

Numerical simulation of flashing jets atomisation using a unified approach

... The numerical results in ...(x/D=33.3). Results are plotted using the normalised superheat degree ∆T ˇ sh with respect to the ambient conditions ...

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O'Reilly O. - Intermediate Dynamics for Engineers - A Unified Treatment of Newton-Euler and Lagrangian Mechanics (Cambridge, 2008)

O'Reilly O. - Intermediate Dynamics for Engineers - A Unified Treatment of Newton-Euler and Lagrangian Mechanics (Cambridge, 2008)

... = ˙θ p 3 × t k (k = 1, 2, 3) . As expected, this result is in agreement with (6.3). You might have already noticed that ˙θ p 3 = ˙θ t 3 is the axial vector of ˙ RR T . We have demonstrated how several results for ...

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The Euler scheme for stochastic differential equations with discontinuous drift coefficient: a numerical study of the convergence rate

The Euler scheme for stochastic differential equations with discontinuous drift coefficient: a numerical study of the convergence rate

... on numerical approximations of SDEs in the presence of a piece- wise constant drift and a constant diffusion ...the results from the theory of ergodic Markov ...the Euler scheme, by analyzing the ...

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Approximate solution for Euler equations of
stratified water via numerical solution of coupled KdV system

Approximate solution for Euler equations of stratified water via numerical solution of coupled KdV system

... 5. Results. Figure 5.1 is a contour plot presenting the initial perturbation ψ(z, x, 0) for the upper half of the tank due to antisymmetry. Figure 5.2 is one-dimensional (x) plots for the second tenth modes. ...

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A Comparative Study on Numerical Solutions of [IVP] for[ODE] with Cubic Spline Interpolation and Modified Euler Method

A Comparative Study on Numerical Solutions of [IVP] for[ODE] with Cubic Spline Interpolation and Modified Euler Method

... Keywords: Initial value problem [IVP], Natural Cubic Spline interpolation, Clamped Cubic Spline interpolation, Modified Euler method, Error analysis. I. INTRODUCTION Differential equations are commonly used for ...

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Algorithm of arithmetical operations with fuzzy numerical data

Algorithm of arithmetical operations with fuzzy numerical data

... Moreover fuzzy arithmetic which use in researches is based on principles of extension Zadeh. It leads to occurrence of an additional artificial fuzziness and undesirable distortion of result. Multiple calculations ...

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Algorithm Analysis of Numerical Solutions to the Heat Equation

Algorithm Analysis of Numerical Solutions to the Heat Equation

... The numerical algorithms employed in the solution of Parabolic Partial Differential Equations are the subject of this ...these numerical solution ...the results compared to the analytical ...

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CT Compensation of Numerical Distance Relaying Algorithm

CT Compensation of Numerical Distance Relaying Algorithm

... proposed algorithm, a fifth order Butterworth filter is designed as anti-aliasing filte r using WFILTER-filter design ...which results to 300 Hz of cut off ...

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A honeybees-inspired heuristic algorithm for numerical optimisation

A honeybees-inspired heuristic algorithm for numerical optimisation

... their results for the benchmark problems up to 30 dimen- sions using different variants of particle swarm optimisa- tion, differential evolution and a particular algorithm so- called monkey ...Their ...

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Numerical Research on Distributed Genetic Algorithm with Redundant

Numerical Research on Distributed Genetic Algorithm with Redundant

... (Eq. 3) f ( x )  ( x  100 )( x  40000 ) 2 (Solution: x  40000 ) Figure 13. Graph of Equation 3 The simulation program was implemented in C language and executed on HP Z400 workstation. The error rates of three ...

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Euler Maclaurin Expansions of Errors for Multidimensional Weakly Singular Integrals and Their Splitting Extrapolation Algorithm*

Euler Maclaurin Expansions of Errors for Multidimensional Weakly Singular Integrals and Their Splitting Extrapolation Algorithm*

... Integrals, Euler-Maclaurin Errors Asymptotic Expansions, Splitting Extrapolation ...good numerical method. At present, there are many numerical techniques to calculate one-dimensional singular ...

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Euler: A System for Numerical Optimization of Programs

Euler: A System for Numerical Optimization of Programs

... box” numerical techniques like gradient descent or simplex search, they are ap- plicable in principle, but often not in ...why numerical optimization has found so few uses in the world of program ...

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The Peculiarity of Numerical Solving the Euler and Navier Stokes Equations

The Peculiarity of Numerical Solving the Euler and Navier Stokes Equations

... the Euler and Navier-Stokes equations shows that these equations have the solutions of two types: 1) solutions that are defined on the tangent nonintegrable mani- fold and 2) solutions that are defined on ...

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