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Zhu et al. (2001) present numerical and physical modeling (with centrifuge tests) studies of scale effect on the bearing capacity of strip and circular footings on dense silica sands.
The packed column parameters such as liquid/gas (L/G) ratio, diameter, packed height and total height were determined using physical modeling with two film gas liquid absorption theory.
Future research on this framework includes comparison of the performance of the CDE based on the proposed model with smarter higher level algorithms and the integration of this type of physical modeling with other decision algorithms to achieve more efficient algorithms.
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At one point, for example, as he tried to balance the demand for the correct heliocentric distances predicted by his physical model with a circular orbit, an error of 6′ or 8′ appeared in the octants (assuming a circle divided into eight equal parts).
What we do have is different physical models with different end-results.
Free and constrained physical models with varying mast height and centre of gravity were tested.
A physical model with a scale of 1 20 was constructed in the coastal laboratory of HRI.
These rare events depend on the output of a physical model with random input variables.
A rather novel method [12] detects shadows and moving objects based on the sound physical models with good efficiency.
Physical models with different length scales are created in order to directly resolve the very narrow escaping gaps on the pot shell in the physical model with smallest scale.
The reasonable physical model with a dissipative term and a damping term will be established for controlling two particles.
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