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Idiom
Problem is thirty.
If a problem is 30, the problem is the person who sits 30 cm from the computer screen.
Exact(9)
The problem is assumed as steady, three-dimensional and laminar.
The flow around the train in our particular problem is assumed to be incompressible.
The exact solution of this problem is assumed to be known.
The problem is assumed to be subject to homogeneous Neumann boundary conditions.
The solution of the problem is assumed to be a set of Chebyshev polynomials with some unknown constants.
Since the speed in our problem is assumed to be greater than 40 (km/h) the third module is not relevant to our case.
Similar(51)
A typical assumption to solve this problem is assuming the ground volume as a purely conductive medium with constant properties: in such a way the transient Fourier equation can be solved either analytically or numerically with a reasonable computational effort provided that a simple BHE geometry is considered.
All relevant ingredients of the choice problem are assumed to be publicly known.
The preliminary conclusions presented here formally allow us to consider our equations (1.4) in the whole (mathbb{R}^{N}), unlike as in [1] where the problem was assumed to be in a bounded domain (Omegasubsetmathbb{R}^{N}).
Corrective in-plane displacements in the supplementary problem are assumed in the form u s = u 1 s sin π z / 2 ⇄ u, v Open image in new window (53).
It might even be the cast that the solution for either of these two sub-problems is assumed to be preparatively calculated and given as input to the other.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com