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This class of discretization approaches solves the flow equation by means of the mixed finite element method, thus guaranteeing mass conserving velocity fields, and discretizes the transport equation by mixed finite element and finite volumes techniques combined together via appropriate time splitting.
If none of these approaches solves the problem, it could be that the fuel pump itself is faulty, causing low delivery pressure to the injectors.
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As existing measurement approaches solve the problem only partially, this article develops a performance measurement framework for a KM initiative.
All these approaches solve the problem by discarding data in an arbitrary manner.
The fold-up, blow-up approach solves the conundrum of how to build something voluminous that can be packed into the narrow payload confines of a rocket.
Our approach solves the problem of inaccurately detected target location.
The symbolists' approach solves the problem using pre-existing knowledge to fill the gaps.
Given the Markov property, this approach solves the global track search asymptotically in an efficient way.
The first step of this approach solves the problem of obtaining the best-controlled variables.
The first approach solves the total energy balance and the flow equations of the outside cooling air.
The assembly-based approach solves the problem in the passive areas since a soft and stretchable PDMS can be selected in those areas.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com