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Furthermore, the model involves full thermodynamic calculations at appropriate temperatures.
The model involves injecting H2O CO2 magmatic gas mixtures into a virtual hydrothermal system at subcritical temperature and pressure conditions.
The model involves millions of independent cells in different states representing the components present in microspheres.
The model involves an interface equation which determines the surface of the bone.
The model involves internal backbone rotations about axes between C-alpha atoms.
The model involves only xm and the temperature, and is quite general.
Thus, the model involves hourly balances of district heating and cooling as well as electricity and gas grids.
The model involves total national energy systems on an aggregated basis and emphasizes the evaluation of different operation strategies.
The model involves a set of coupled partial differential equations (PDEs), ordinary differential equations (ODEs), and algebraic equations (AEs).
The model involves the partial differential equations governing flow and heat transfer, in large enclosures, containing heat sources.
The model involves mass and momentum transport equations, which were solved for boundary conditions developed in the present study.
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