Numerical modeling for phase change within storage system including adaptive grid

Z. Li; Jiaxuan Leng; Ziyad Jamil Talabany; Nidal H. Abu-Hamdeh; Eyad T. Attar; Y. A. Rothan; Ahmad H. Milyani; Amira M. Hussin

doi:10.1016/j.est.2022.106227

Numerical modeling for phase change within storage system including adaptive grid

Z. Li
, Jiaxuan Leng
, Ziyad Jamil Talabany
, Nidal H. Abu-Hamdeh
, Eyad T. Attar
, Y. A. Rothan
, Ahmad H. Milyani
, Amira M. Hussin

Research output: Contribution to journal › Article › peer-review

4 Scopus citations

Abstract

In this essay, to satisfy the need for highest rate of heat release, the triplex pipe was equipped with fins on both pipes. Nanomaterial has been utilized to expedite the process involving single phase approximation for modeling purpose. The equations have been simplified with involving the approximation of no sensible impact of convection and solutions have been obtained via Galerkin method. Good accommodation for this method was reported with incorporation of implicit technique for transient terms. Adaptive patterns of grid have been used to reach more accurate solution. With rise time, SF augments and magnitude of heat release decreases. With change of shape from cylinder to blade one, the completion time reduces around 5.6 %. Dispersing nanomaterial causes reduction of period of freezing about 22.97 %. Quickest process needs 791.3 s to complete the solidification which is happened when ϕ = 0.04 and m = 8.6.

Original language	English
Article number	106227
Journal	Journal of Energy Storage
Volume	57
DOIs	https://doi.org/10.1016/j.est.2022.106227
State	Published - Jan 2023

Keywords

Converting to solid
Fins
Galerkin method
NEPCM
Triplex pipe

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10.1016/j.est.2022.106227

Cite this

@article{060fa734db15438fa0dfe82e07bdff51,

title = "Numerical modeling for phase change within storage system including adaptive grid",

abstract = "In this essay, to satisfy the need for highest rate of heat release, the triplex pipe was equipped with fins on both pipes. Nanomaterial has been utilized to expedite the process involving single phase approximation for modeling purpose. The equations have been simplified with involving the approximation of no sensible impact of convection and solutions have been obtained via Galerkin method. Good accommodation for this method was reported with incorporation of implicit technique for transient terms. Adaptive patterns of grid have been used to reach more accurate solution. With rise time, SF augments and magnitude of heat release decreases. With change of shape from cylinder to blade one, the completion time reduces around 5.6 \%. Dispersing nanomaterial causes reduction of period of freezing about 22.97 \%. Quickest process needs 791.3 s to complete the solidification which is happened when ϕ = 0.04 and m = 8.6.",

keywords = "Converting to solid, Fins, Galerkin method, NEPCM, Triplex pipe",

author = "Z. Li and Jiaxuan Leng and Talabany, \{Ziyad Jamil\} and Abu-Hamdeh, \{Nidal H.\} and Attar, \{Eyad T.\} and Rothan, \{Y. A.\} and Milyani, \{Ahmad H.\} and Hussin, \{Amira M.\}",

note = "Publisher Copyright: {\textcopyright} 2022 Elsevier Ltd",

year = "2023",

month = jan,

doi = "10.1016/j.est.2022.106227",

language = "English",

volume = "57",

journal = "Journal of Energy Storage",

issn = "2352-152X",

publisher = "Elsevier B.V.",

}

TY - JOUR

T1 - Numerical modeling for phase change within storage system including adaptive grid

AU - Li, Z.

AU - Leng, Jiaxuan

AU - Talabany, Ziyad Jamil

AU - Abu-Hamdeh, Nidal H.

AU - Attar, Eyad T.

AU - Rothan, Y. A.

AU - Milyani, Ahmad H.

AU - Hussin, Amira M.

PY - 2023/1

Y1 - 2023/1

N2 - In this essay, to satisfy the need for highest rate of heat release, the triplex pipe was equipped with fins on both pipes. Nanomaterial has been utilized to expedite the process involving single phase approximation for modeling purpose. The equations have been simplified with involving the approximation of no sensible impact of convection and solutions have been obtained via Galerkin method. Good accommodation for this method was reported with incorporation of implicit technique for transient terms. Adaptive patterns of grid have been used to reach more accurate solution. With rise time, SF augments and magnitude of heat release decreases. With change of shape from cylinder to blade one, the completion time reduces around 5.6 %. Dispersing nanomaterial causes reduction of period of freezing about 22.97 %. Quickest process needs 791.3 s to complete the solidification which is happened when ϕ = 0.04 and m = 8.6.

AB - In this essay, to satisfy the need for highest rate of heat release, the triplex pipe was equipped with fins on both pipes. Nanomaterial has been utilized to expedite the process involving single phase approximation for modeling purpose. The equations have been simplified with involving the approximation of no sensible impact of convection and solutions have been obtained via Galerkin method. Good accommodation for this method was reported with incorporation of implicit technique for transient terms. Adaptive patterns of grid have been used to reach more accurate solution. With rise time, SF augments and magnitude of heat release decreases. With change of shape from cylinder to blade one, the completion time reduces around 5.6 %. Dispersing nanomaterial causes reduction of period of freezing about 22.97 %. Quickest process needs 791.3 s to complete the solidification which is happened when ϕ = 0.04 and m = 8.6.

KW - Converting to solid

KW - Fins

KW - Galerkin method

KW - NEPCM

KW - Triplex pipe

UR - https://www.scopus.com/pages/publications/85143659727

U2 - 10.1016/j.est.2022.106227

DO - 10.1016/j.est.2022.106227

M3 - Article

AN - SCOPUS:85143659727

SN - 2352-152X

VL - 57

JO - Journal of Energy Storage

JF - Journal of Energy Storage

M1 - 106227

ER -

Numerical modeling for phase change within storage system including adaptive grid

Abstract

Keywords

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