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In the following sections, we provide a method to derive these three key quantities endogenously.
Bulk Reynolds number and bulk temperature are key quantities when reporting results in channel flow simulations.
The key quantities are dielectric constants for every excited state, built into a hierarchy of nonlinear differential equations.
So these values can be considered as key quantities for laying the pavement subgrade and must be maintained to attain the stable structure.
Simulations demonstrated the efficacy of the numerical methods employed, and grid refinement studies confirmed anticipated first-order temporal convergence and demonstrated second-order spatial convergence in key quantities.
The implementation of this control law requires two key quantities to be calculated: the input output sensitivity function and the quasi-one-step-ahead predictive output.
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Equation (11) shows that E + I − 2 E I is indeed a key quantity.
This indicates the need to measure this key quantity to better interpret the resulting information.
The parameter θ is the key quantity that determines the degree of crystallinity.
In physical modelling the key quantity is the geoelectric field at the Earth's surface.
The key quantity in determining reaction rates is the activation free energy (Δ‡G), not the enthalpy.
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