Sentence examples for fill design from inspiring English sources

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Predictions of dry beach morphologies are extensively required in coastal research for multiple purposes -e.g., dune erosion forecasting, inundation heights determination and beach fill design optimization.

These are the jobs that create innovation and growth, enabling companies to increase employment around the world, and certainly so in the U.S. Without the ability to fill design and engineering jobs, U.S. growth companies are forced to develop overseas options.

A smooth optimal canal fit and fill design appears to be inadequate for gain of stability, leading to 28% failure of this customized stem design within 2 years of surgery (Lombardi et al. 1995).

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For years, computer-rendered images of blob-shape buildings have filled design magazines, but most languish in the realm of theory, in part because contractors prefer to work with familiar flat surfaces.

Moreover, gullies induced by runoff, especially during monsoon, on the 'cut-and-fill' design road embankments are also an erosion phenomenon observed in the watershed.

Erosion events were classified as follows (Fig. 3): Fig. 3 Cut-and-fill design of road construction and related slides and failures events potentially occurring in Phewa watershed (modified from Keller & Sherar, 2003)   a.

The 'cut-and-fill' design (Fig. 3) could be at origin of landslides and road embankment failures: "an approximately equal cut-and-fill cross-section can (i) undermine the upper slope, causing it to fail, (ii) overload the downhill slope, causing it to fail, or (iii) cause the entire slope to become an active landslide".

This is now a deterministic m-spoint space-filling design on Ω.   2.

These points form a space-filling design in some subset of Ω, denoted (mathcal {C}).  .

Latin hypercube space filling design was used to construct 100 simulation cases prepared using CMG STARS.

This is now a deterministic m-spoint space-filling design on Ω. Compute the log-likelihood for each point using (7), denoted ℓ i for point π (i).

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