Sentence examples for continuation length from inspiring English sources

If the junction is a short deletion of a few bases in the reference sequence, then it may be required to extend additional bases that are not accounted for in these values — a continuation length — in order to unambiguously support the junction and count toward the actual or possible coverage evenness score.

Subsequently, the pseudo-arc length continuation technique is utilized to solve the nonlinear problem.

A path following procedure using arc length continuation technique is used to trace the bifurcation diagrams.

Afterwards, a time periodic discretization and the pseudo-arc length continuation method are utilized to determine the frequency- and force-responses of FG-CNTRC plates.

The generalized differential quadrature (GDQ) method and pseudo-arc length continuation are employed to obtain the postbuckling load-deflection curves of nanoplates with various edge supports.

Refinements of the design are carried out using gradient based methods such as differential correction and pseudo arc length continuation method under the of circular restricted three body model.

The powerfulness of the model stands on an optimal step length continuation thanks to the combination of power series analysis in the framework of ANM along with an efficient parallel implementation of the resulting algorithm on high performance computers.

Numerical techniques employed include fixed point (shooting) as well as polynomial approximation methods for the computation of periodic trajectories, an algorithm for the computation of invariant tori and pseudoarc length continuation of solution branches.

After using generalized differential quadrature (GDQ) method to discretize the governing equations on the basis of Chebyshev Gauss Lobatto grid points, the pseudo-arc length continuation technique is utilized to solve the eigenvalue problem.

A pseudo arc-length continuation and collocation scheme is used for bifurcation analysis of periodic solutions.

The resulting algebraic equation is solved by an arc-length continuation method.