1996
DOI: 10.1080/10407789608913829
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Combined Natural Convection and Radiation Heat Transfer in a Vertical Air Cavity With Hexagonal Honeycomb Core of Negligible Thickness

Abstract: Combined natural convection and radiation heat transfer in a vertical air cavity with a hexagonal honeycomb core of negligible thickness are investigated numerically. The numerical methodology is based on an algebraic coordinate transformation and finite volume technique. Temperature of the honeycomb core wall is determined such that radiation, convection, and conduction energy balances on the core wall are satisfied. The computations were performed for Ra~10 3_10 5 , for an aspect ratio of H / L = I, for Pr =… Show more

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Cited by 11 publications
(4 citation statements)
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“…kii=ki(P+km(1(P) (3) k= (4) I p/k1 +(1-(p)/k Equations (1-4) are just trivial simplifications and experimental measurements show that the principal conductivities of fiber-matrix composites cannot be related directly and simply to the isotropic conductivities of the basic components [12]. Fiber packing can occur in the composite structure and the hypothesis of periodicity along the orthogonal-to-fiber direction is not more valid.…”
Section: Approaches To Modeling Of Composite Structuresmentioning
confidence: 99%
See 1 more Smart Citation
“…kii=ki(P+km(1(P) (3) k= (4) I p/k1 +(1-(p)/k Equations (1-4) are just trivial simplifications and experimental measurements show that the principal conductivities of fiber-matrix composites cannot be related directly and simply to the isotropic conductivities of the basic components [12]. Fiber packing can occur in the composite structure and the hypothesis of periodicity along the orthogonal-to-fiber direction is not more valid.…”
Section: Approaches To Modeling Of Composite Structuresmentioning
confidence: 99%
“…In finite analytical methods, the computational domain is decomposed into a number of small discrete elements, having simple geometry, governing equations and boundary conditions, e.g. a single layer or, in fiber-reinforced composites, the unit-cell [4]. Exact analytical solutions are locally obtained for the discrete elements, thus reducing truncation and approximation errors.…”
Section: Approaches To Modeling Of Composite Structuresmentioning
confidence: 99%
“…However, the results calculated using the Swann and Pittman semi-empirical formula slightly deviated from the experimental measurements [16]. To improve the accuracy of the calculation of the heat transfer process within a honeycomb sandwich structure, Fusegi et al [17], Pepper and Hollands [18], Asak et al [19], and Edwards et al [20] studied the natural convection heat transfer of air within a honeycomb core cavity. Kamran from NASA Langley Laboratory introduced the finite-difference method for calculating the effective thermal conductivity of honeycomb core panels based on the coupling condition of heat conduction and radiation [21].…”
Section: Introductionmentioning
confidence: 99%
“…When applied to the TPS, the heat-transfer characteristics of a metallic honeycomb structure are very important for the thermal protection design. Many scholars have studied this problem (the heat-transfer characteristics of metallic honeycomb panels) [1][2][3][4][5][6]. Currently, the majority of heat-transfer studies of honeycomb panels rely on empirical formulas or simple numerical simulation to calculate the heat-transfer process and the effective thermal conductivity under the steady state.…”
Section: Introductionmentioning
confidence: 99%