0:00:03 | correlation coefficients of the place in this is that for whatever information |
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0:00:08 | this process is basically transformational smuggled that's |
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0:00:12 | speaker and false under courses of the i space |
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0:00:16 | research conducted recent years "'cause" demonstrate but this mostly two or more she can the |
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0:00:22 | correlation right of the cultural place in several ways |
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0:00:26 | for example by a man that a lot but still how or why don't the |
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0:00:32 | task |
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0:00:34 | from a description of the effect of the two once you may change |
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0:00:39 | this is due to experiment on people it is something statistics of the don't this |
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0:00:44 | case |
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0:00:45 | and computational difficulties in modeling or else case of the to implement floor |
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0:00:51 | in addition yes there are many constellation the phase or having a very important research |
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0:00:57 | to form of an encouraging callouses of the actual particles |
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0:01:01 | you know i right there is thought to name can i not colleges statistics of |
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0:01:06 | the cloud let's for this purpose we use high score highly by the constellation approach |
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0:01:13 | our base their medical simulation provides one you've and accurate description of such a process |
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0:01:24 | there are objective so far i |
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0:01:27 | the first testing whether the simulation results such as a distribution function or a lot |
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0:01:33 | but also it depends on the scale forcing a kinds |
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0:01:37 | we employ different forcing schemes a deterministic and stochastic and we study quantitatively any differences |
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0:01:44 | in the conditions that this it's |
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0:01:46 | the second problem concerns the an effect on the floor angles number or equivalently the |
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0:01:51 | tension the floors case represented by the american english |
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0:01:55 | a set of objective is related to the legality |
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0:01:59 | since most previous studies of them to recognition web data from uncertainty particles |
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0:02:04 | are as you have a she has the form |
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0:02:06 | vol |
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0:02:07 | with |
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0:02:08 | f with a gun t |
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0:02:14 | this animation shows that kind of emotional about this if you |
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0:02:18 | the flowers for by the stochastic screen |
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0:02:21 | the testing data constructions representations of basis of the dct maps you |
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0:02:27 | the block grids and vertical fines show how the two-dimensional domain decomposition surrounded |
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0:02:34 | computational we know you need some domain but silently each word processors |
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0:02:40 | to perform this simulation we use sixty four processors |
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0:02:46 | along with modeling to one and floor with a large number of articles |
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0:02:51 | computational domain is decomposed along the direction perpendicular to guarantee |
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0:02:57 | this allows to minimize the number of the a plus costing the sub-domain boundaries |
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0:03:02 | the visualisation illustrates the motion part because we the stocks numbers you don't point twenty |
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0:03:06 | five |
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0:03:09 | that's the kind of the motion of particles we two different stocks numbers |
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0:03:14 | part of droplets crosstalk somebody want to zero point twenty five the blue block those |
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0:03:18 | clusters number around one |
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0:03:21 | to visible differences stressed the particles cluster in different regions |
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0:03:27 | second setting buttons you don't particles is it is a larger |
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0:03:33 | one that you from a sort of the clustering seasonal distribution fires |
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0:03:38 | the few guys process that the distribution function nearly touching particles |
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0:03:43 | the results have been computed assimilation two different forcing methods for different sizes of particles |
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0:03:50 | and different to implement valence numbers |
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0:03:53 | we found that the result depends on the tenants numbers and d and three phone |
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0:03:58 | also that the results are there is enough of the two different forcing schemes |
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