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Simply put, we require that the reconstructed solution satisfy the boundary condition exactly at all boundary flux integration points.
A very good agreement between original and reconstructed solution is observed.
First, the reconstruction procedure has to be modified so that any potential steady state solution is subtracted off from the reconstructed solution.
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The spatially reconstructed solutions are evolved in time with a fourth-order accuracy by tracing the characteristics of the cubic polynomials.
Suffice to say that metamodernism uses paradox, juxtaposition, dialogue, collaboration, and radical re-framings of entrenched dialectics to "reconstruct" solutions to the degradations and angst of postmodernism.
Using contrast variation methods, we have reconstructed the solution structure of the PFV intasome complex and have located the distal domains of IN that were unresolved by crystallography.
Whereas conventional meshless methods utilize the lowest-order solution data to reconstruct the solution and its derivatives in the neighborhood of the reference node, the present method increases the usage of available information at the nodes by interpolating over nodal set of vector data.
For linear systems A x=b with non-unique solutions (i.e., under-determined systems), the pseudo inverse is used to reconstruct the solution of minimum Euclidean norm ∥x∥2 among all solutions.
After the determination of ν ( x ) and w 2 ( y ) the solution of problem T0 in the domain Ω 2 would be reconstructed (reconstruction) just as the solution of the Cauchy [4] problem or Darboux in (8) for (5).
A direct-forcing immersed boundary method is adopted, based on a moving-least-squares approach to reconstruct the solution in the vicinity of the immersed surface.
The inviscid and viscous fluxes at the interface are obtained simultaneously via the gas-kinetic scheme, which locally reconstruct the solution for the continuous Boltzmann equation.
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CEO of Professional Science Editing for Scientists @ prosciediting.com