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We study heat transfer and fluid flow in various inclination angles including β = 0° (a differentially heated enclosure), β = 30°, β = 60°, and β = 90° (bottom-heated).
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Heatline method is used to analyze natural convection in porous rhombic enclosures with various inclination angles, φ for differential (case 1) and Rayleigh Benard heating situations (case 2).
In this study, analysis on entropy generation during natural convection in a trapezoidal cavity with various inclination angles (φ = 45°, 60° and 90°) have been carried out for an efficient thermal processing of various fluids of industrial importance (Pr = 0.015, 0.7 and 1000) in the range of Rayleigh number (103 − 105).
Entropy generation analysis during natural convection in a porous trapezoidal structures of various inclination angles with isothermal (case 1) and non-isothermal (case 2) hot bottom wall has been performed.
Flow streamlines for various inclination angles are shown in Fig. 4 for a nanofluid with 5%% particle volume fraction.
In the present research, pullout performances of hooked end fibers embedded in ultra-high performance concrete matrix under various inclination angles are systematically investigated, with special attention on fiber dimension and embedded length.
The experimental investigation for the established heat exchanger involves short rectangular fins attached in 8 × 8 arrays to a surface having various inclination angles.
The boundary energies of Σ11 [110] asymmetric tilt boundaries with a misorientation angle of θ=50.5° in Cu have been experimentally determined by a silica particle observation method for various inclination angles between φ=0 and 90°.
Fig. 4 Flow streamlines at Ra = 104 and Ra = 106 at various inclination angles.
In Fig. 6, the variation of the average Nu number on the hot wall [5] versus the particle volume fraction is displayed for various inclination angles and Ra numbers.
A second set of tests were also conducted to determine the static bubble rise velocity at various inclinations and compared with theories in the two phase flow literature.
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