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This paper proposes, from laboratory convective drying experiments, a macroscopic approach in terms of kinetics curve and drying potential.
To take into account the effects of P (the tensile hydrostatic pressure inside the oxide volume) and σ (the compressive surface stress at the Si/SiO2 interface) on the oxidation parameter, we have used a "macroscopic" approach in which the activation energy of the various parameter is considered to vary as a result of the work applied by these forces on the oxide shell.
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We focus on macroscopic approaches in static/dynamic, deterministic/stochastic/robust evacuation modeling that consider different evacuee behavior assumptions, traffic assignment methodologies and supply and demand management strategies.
Cluster dynamics is often used in the multi-scale procedure to link atomistic and macroscopic approaches, in particular when modelling precipitation processes.
Both a microscopic and macroscopic approach were taken in this analysis: the 'microscopic' approach consists of making conclusions by analysing cases of individual libraries; the 'macroscopic' approach consists of using a database to conduct a bibliometric analysis.
There are (at least) three major sources for this problem: 1) the way biologists talk about chemical energy (which is also the way we talk about energy in everyday life); 2) the macroscopic approach to energy concepts that is common in physics and physical sciences; and 3) the failure of chemistry courses to explicitly link molecular with macroscopic energy ideas.
In the macroscopic approach, the percolation power-law dependence of the tensile properties on porosity was observed.
We used a macroscopic approach to identify the themes in discussion and a microscopic analysis (words and key expressions, location of grammatical connecters…) to mark indicators (Kerbrat-Orrechioni 1990 20011) of epistemological evolution and change among the students.
Fruin [5] observed pedestrian flow characteristics based on macroscopic approach, which was adopted by TRB in 1985.
This paper describes an integral (macroscopic) approach to the evaluation and maximization of performance in the design of networks for the distribution of electric power.
Modeling root water uptake within the macroscopic approach is usually done by introducing a sink term in the Richards equation.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com