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Then the equations of motion are derived in a Lagrangian framework.
The computational method for the solution of the joint-scalar pdf features moving particles in a Lagrangian framework.
In this section, we derive the kinematic model along with the dynamic equations of motion of the snake robot in a Lagrangian framework.
First, we emphasize that the same type of condition appears in several works for approximation in a Lagrangian framework of the Navier-Stokes equations without any rigid body.
This paper presents an alternative method for coupling smoothed particle hydrodynamics (SPH) and finite element method (FEM) in a Lagrangian framework.
Particle shape and orientation are accounted for by the coupling between Newton׳s law of translational motion and Euler׳s law of rotational motion, both in a Lagrangian framework.
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The modelling analysis relies on a Lagrangian framework, the salient features of which consist in approximating the Lagrangian path in a reduced composition space made up of the mixture fraction variable, i.e. a conserved scalar introduced to represent the variations of composition, and a progress variable, i.e. a reactive scalar to follow the departures from chemical equilibrium.
A Lagrangian framework was used to approximately predict these equivalent parameters in terms of the spatial covariance of loge transformed conductivity and the local scale dispersion coefficient.
The equations of motion of the snake robot were derived using a Lagrangian framework.
The rotational symmetry of the disc in these kind of applications makes it possible to model these systems using an Eulerian approach instead of a Lagrangian framework.
Using a Lagrangian framework, we discuss different conceptualizations of the blockscale dispersion tensor.
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in a legal framework
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in a multilateral framework
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in a lagrangian particle-tracking
in a phylogenetic framework
in a dominant framework
in a lagrangian sense
in a global framework
in a chronological framework
in a taxonomic framework
in a democratic framework
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