Cooling of a discrete heat source inside a horizontal channel linked with a composite open-cavity or protrusion

This study is a numerical investigation of the influence of using improved channel-cavity or channel-protrusion architectures on the augmentation of convection heat transfer and pressure drop. The effect of cavity depth H c ∈ [ − 1 , 0 ] and protrusion height H c ∈ [ 0 , 0 . 75 ] are investigated at various Reynolds number Re = 10 , 40 , 100 and Richardson number Ri = 0 . 1 , 1 , 5 , 10 . The governing equations are discretised and solved computationally employing the spectral-element method. The results show that the effect of the protrusion on the trend of Nusselt number is greater than the effect of the cavity. It is found that the existence of the cavity linked with the channel decreases substantially the heat transfer comparing with the smooth channel. However, the presence of the protrusion is found to increase significantly the heat transfer for all Reynolds and Richardson numbers. It is also found that in the channel-cavity flow, the pressure distribution along the channel is unaffected by the cavity height, excepting in the cavity zone. Nevertheless, the protrusion height increases significantly the pressure drop within the channel. • This study is about convective flow in a channel connected to open-cavity or protrusion. • Effects of cavity-depth and protrusion-height on heat transfer and pressure drop are investigated. • The cavity presence reduces the heat transfer; however, the protrusion increases it. • Unsteady oscillatory flows are produced only in the cavity case. • The intensity of oscillatory flow increases as Re, Ri, and/or cavity depth increase.

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Publication Details

Journal
Thermal Science and Engineering Progress
Published
2025-03-20
DOI
https://doi.org/10.1016/j.tsep.2025.103500
Primary Topic
Heat Transfer Mechanisms
Type
article
Field-Weighted Citation Impact
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article

Cooling of a discrete heat source inside a horizontal channel linked with a composite open-cavity or protrusion

Hayder A. Dhahad, Hasanen M. Hussen, Gazy F. Al-Sumaily, Mark C. Thompson et al.
Thermal Science and Engineering Progress
Heat Transfer Mechanisms
article

Cooling of a discrete heat source inside a horizontal channel linked with a composite open-cavity or protrusion

Hayder A. Dhahad, Hasanen M. Hussen, Gazy F. Al-Sumaily, Mark C. Thompson, Amar S. Abdul‐Zahra
article en

Abstract

This study is a numerical investigation of the influence of using improved channel-cavity or channel-protrusion architectures on the augmentation of convection heat transfer and pressure drop. The effect of cavity depth H c ∈ [ − 1 , 0 ] and protrusion height H c ∈ [ 0 , 0 . 75 ] are investigated at various Reynolds number Re = 10 , 40 , 100 and Richardson number Ri = 0 . 1 , 1 , 5 , 10 . The governing equations are discretised and solved computationally employing the spectral-element method. The results show that the effect of the protrusion on the trend of Nusselt number is greater than the effect of the cavity. It is found that the existence of the cavity linked with the channel decreases substantially the heat transfer comparing with the smooth channel. However, the presence of the protrusion is found to increase significantly the heat transfer for all Reynolds and Richardson numbers. It is also found that in the channel-cavity flow, the pressure distribution along the channel is unaffected by the cavity height, excepting in the cavity zone. Nevertheless, the protrusion height increases significantly the pressure drop within the channel. • This study is about convective flow in a channel connected to open-cavity or protrusion. • Effects of cavity-depth and protrusion-height on heat transfer and pressure drop are investigated. • The cavity presence reduces the heat transfer; however, the protrusion increases it. • Unsteady oscillatory flows are produced only in the cavity case. • The intensity of oscillatory flow increases as Re, Ri, and/or cavity depth increase.

Thermal Science and Engineering ProgressVol. 61
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Heat Transfer Mechanisms
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