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This chapter models steady, laminar pipe flow in straight ducts containing general non-Newtonian fluids, importantly, allowing arbitrary cross-sections, while satisfying exact no-slip velocity boundary conditions.
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This paper presents an extension of the exact solution of the steady laminar axisymmetric flow in a straight pipe of circular cross section with porous wall, given by R.M. Terrill, to the case of unsteady wall injection and/or suction.
Optimal shape of longitudinal fins augmented to the outer surface of the inner pipe enclosed within a concentric outer pipe, is investigated for maximizing the Nusselt number in a steady laminar and fully-developed flow.
The flow is assumed to be steady, laminar and incompressible.
Equation (2) or (6) is the momentum equation valid for steady laminar flow.
The transition from steady laminar to unsteady flow was studied in detail.
Attention is focused on steady, laminar, two-dimensional, natural convective flow within a partitioned cavity.
Simulations are presented for thermal sensing of steady laminar flow in a parallel-plate microchannel.
Steady laminar incompressible thermal alumina-water flow between parallel disks was simulated by Feng and Kleinstreuer [58].
A computational model has been developed to simulate the axial dispersion phenomena in laminar pipe flows.
Two dimensional numerical simulations are conducted to obtain the steady laminar heat transfer and pressure drop characteristics by using Computational Fluid Dynamics CFDD).
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