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The kinetic equations for porosity and solid volume fraction are based on mass conservation.
Most ecotoxicological models are biogeochemical models because they are based on mass conservation principles, but ecotoxicological models concerned with populations are of course population dynamic models.
Both approaches are based on mass conservation, thus classical material balance equations (MBEs) must be able to be directly derived from their partial differential counterparts used in numerical simulation.
The heat transfer model is shown to correctly approach the dry growth limit, based on mass conservation alone, under appropriate thermal conditions when the surface heating rate is diminished sufficiently.
The experiments have also been used for validating a mathematical model of the reactor based on mass conservation equations, and the model has been used to design a full-size reverse-flow reactor able of operating at industrial conditions.
The equations governing isothermal single-phase fluid flow in a deformable porous medium with stress-dependent permeability are derived based on mass conservation principles and Darcy's law, as follows: Mass conservation equation is: frac{{partial left( {rho phi } right)}}{partial t} + {text{div}}left( {rho vec{v}} right) = 0 (1).
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Bjerknes pointed out that equations based on mass continuity, conservation of momentum, the first and second laws of thermodynamics, and the ideal gas law could be used to estimate the state of the atmosphere in the future through numerical methods.
Based on mass and energy conservation principles, the model describes the dynamics of two-phase fluid flow.
A lumped-parameter dynamic model, based on mass and energy conservation equations, has been developed for the ELSY plant secondary system.
The reconciliation method outlined in this paper is based on mass and energy conservation constraints for units that operate in stationary conditions.
The detailed mathematical model of the processes in these configurations is based on mass and momentum conservation equations, which are solved numerically using the finite element method.
More suggestions(15)
based on mass production
based on volume conservation
based on mass action
based on mass flow
based on mass collaboration
based on mass stability
based on mass conscription
based on mass energy
based on mass cytometry
based on mass weight
based on mass transfer
based on mass exchange
based on mass diffusion
based on continuity conservation
based on mass loss
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