Sentence examples for computational formulations from inspiring English sources
The development history of the model and its previous applications, as well as its theoretical and computational formulations are presented.
Stochastic projections of the time-domain and cyclic equations governing system response are carried out, leading to both intrusive and non-intrusive computational formulations.
The simplest way to simulate drug-induced ion channel block in computational formulations is by reducing the maximum value of the affected conductance (in most cases drugs affect ion channels by direct binding, obstructing ion flow either by forming a physical obstacle, by changing the conformation of the ion channel, or by affecting the probability of reaching an open state).
This paper is dedicated to the computational formulation of both methods.
The panel stiffness matrix is derived by the discrete element method, which yields a simple and efficient computational formulation.
In this contribution, an efficient multiscale computational formulation is developed for the geometric nonlinear analysis of heterogeneous piezoelectric materials.
A computational formulation based on moving mesh methodology and interface modeling able to simulate debonding mechanisms in multilayered composite beams is proposed.
This work addresses this issue by deriving a computational formulation for extracting the contribution of fluorescence intensities of individual reporters to the overall measurements taken using a plate reader.
We then give a computational formulation in the univariate case when ϕ is a uniform B-spline and in the bivariate case when ϕ is the tensor product of uniform B-splines.
Third, based on the Johnson Cook model, we developed a meshfree computational formulation, and we have carried out simulations of the spall fracture of a Ti 6Al plate under impact loads to validate the model.
In the present investigation, a suitable and simple computational formulation based on Isogeometric Analysis (IGA) integrated with higher-order shear deformation theory (HSDT) is introduced for size-dependent geometrically nonlinear transient analysis of functionally graded material (FGM) nanoplates.
