The equations of motion are derived taking into account the foreshortening deformation term, therefore, the equations include the geometric mass and force matrices, which have geometric stiffening effect on the rigid-flexible coupling dynamics of the system.
Because of the separation of metrology function from the drive mechanisms, the metrology loop of CGT is immunized to the geometric-, thermand, and force-induced errors of the drive mechanisms.
We present a novel methodology for incompressible multi-phase flow simulations in which the fluid indicator is a local signed distance (level set) function, and front-tracking is used to evaluate accurately geometric interfacial quantities and forces.
A variety of modelling approaches are used as a part of this approach including cutting algorithms, geometric and dynamic (distinct element) force models, and lattice Boltzmann methods.
This is achieved by recasting the nonlinear terms (convection, vorticity stretching, geometric source, Lorentz force and electro-motive force) in terms of Jacobians.
The viscoelastic material functions, including complex viscosity and complex shear modulus, are measured via geometric parameters, measured force, and applied strain of the VOR.
A parametric study is then conducted to assess the variations in the longitudinal forces with various geometric and material parameters influencing the behaviour of the conductors.
Clustering-I, described in Materials and Methods was performed on the 50 lowest-energy conformers calculated in the geometric force field (exact_xray, nmr_xray and nmr), and for the conformations of NCS_nmr_xray and NCS_nmr, calculated using NCS restraints.
