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It is shown that these deficiencies are unlikely be caused by the complexity of the surface energy balance formulation.
Equations (6) and (7) are the power balance formulation; (8)–(12) represent the constraints of node voltage, generator output and lines transmission limits.
One of the challenges is to find a balance formulation (chemicals and the mixture fractions) so that all the desired needs and performance are fulfilled.
Despite the complexity of the energy balance formulation, the resulting governing equations are simple and applicable to design practical composite structures.
For the LTV system, the harmonic balance formulation is developed to predict the dynamic behavior and sub-harmonic instabilities in the system.
A multiterm harmonic balance formulation in conjunction with discrete Fourier transforms is used to determine steady-state period-η motions of the system near the parametric instability regions.
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However, the mass and energy balance formulations in the two-equation model indicate that the Nusselt number should be evaluated based on the fluid mean temperature instead of the fluid bulk mean temperature.
By replacing the SINRs in (5) with the worst-case SINRs in (15), we have the following robust max-min SINR balancing formulation: begin{aligned} {lambda}^ = & max_{boldsymbol{W}} min_{1 leq k leq K} frac{widetilde{text{SINR}}_{k}(boldsymbol{W})}{gamma_{k}} text{s.
A coupled population balance model formulation has been developed for a semi-batch, reverse addition, anti-solvent crystallization system with agglomeration.
The advantages presented by a coupled population balance model formulation include the ability to optimize for specific primary and agglomerate sizes.
A new approach (Approach II) to a Generalized Electron Balance (GEB) formulation is based on a linear combination pr-GEB = 2·f(O) − f(H) of the balances, considered as the primary form of GEB in redox systems.
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