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Classification of Linear Flows

2018
We know the flow on the phase space \({\mathbb R}^n\) that is generated by a linear differential equation.
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Network Flow Linear Programs

1999
In this chapter we study a class of linear programs called network flow problems. These problems are important for several reasons. Many important applications give rise to linear programming models where all, or a large portion, of the constraints have a network flow structure.
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Inertial Effects on Linear and Locally Linear Flows

Aerosol Science and Technology, 1985
The dynamics of a suspension of particles in a gas may be characterized by the coexistence of a nearly equilibrated incompressible component (the gas) with a highly compressible component, which is often very far from equilibrium (the particle phase). The governing equations for such a system are complicated due to the coupling between the two phases ...
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Linear Stability of Symmetrical Parabolic Flows

The Physics of Fluids, 1967
The linear stability of a symmetrical two-dimensional parabolic flow is investigated. A parameter is included so that the primary flow can be varied from the parabolic Poiseuille flow with zero-velocity gradient at the centerline to the linear symmetrical flow. The results show that all flows for which this parameter exceeds a critical value are stable
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Real-World Electrical Linear Networks, Linear Signal Flow, and Timed Data Flow Combinations

2013
In the previous chapters and examples, we have presented either pure timed data flow (TDF) or electrical linear networks (ELN) and TDF or linear signal flow (LSF) and TDF combinations. Such combinations are facilitated by SystemC-AMS’s [1] built-in converter ports that allow data to flow back and forth between ELN, LSF, and TDF modules, without the ...
Amal Banerjee, Balmiki Sur
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Linearization of flow equations

2006
Jamal H. Abou-Kassem   +2 more
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Toward Next Generation Lateral Flow Assays: Integration of Nanomaterials

Chemical Reviews, 2022
Ruslán Álvarez-Diduk   +2 more
exaly  

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