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Low-dimensional dynamical models for transitional buoyancy-driven flow in differentially heated enclosures are presented.
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A cumulative probabilities approach incorporating a model for transitional probabilities was used to analyse the data.
A model for transitional breakage probability of droplets in agitated lean fiquid-liquid dispersions is proposed based on the mechanism of breakage of droplets due to their oscillations resulting from relative velocity fluctuations.
For this, a comprehensive model for transitional care delivery was used [ 25].
Hence, the model for transitional care needs to be developed in response to prior need assessment in different target groups.
The initial complete acute emesis protection rate of 66% decreased to 30% according to the method of Kaplan-Meier and to 39% using the model for transitional probabilities.
Protection was assessed during all cycles and calculated based on cumulative probability analyses using the method of Kaplan-Meier and a model for transitional probabilities.
A model for transitional care will be developed, tailored to the identified deficits and needs, and prepared for implementation and evaluation at a centre, that is, the implementation of the model as transitional program.
A cumulative probability analysis using the model for transitional probabilities was used to analyse the data, as was also applied in the previous multiple cycle studies with 5HT3 antagonists (de Wit et al, 1996, 1998).
Since talks began in 2012, models for a transitional justice framework included the prosecutorial approach, as implemented for the former Yugoslavia in the Hague and the Truth and Reconciliation Commission in South Africa.
We present new numerical models for computing transitional or rarefied gas flows as described by the Boltzmann-BGK and BGK-ES equations.
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