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Advances in Pure Mathematics
Submission
Advances in Pure Mathematics
ISSN Print:
2160-0368
ISSN Online:
2160-0384
www.scirp.net/journal/apm
E-mail:
[email protected]
Citations
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"
Finite Difference Approximation for Solving Transient Heat Conduction Equation of Copper
"
written by
Dalal Adnan Maturi, Nujud Makhdhur Alsulami, Eman Salem Alaidarous
,
published by
Advances in Pure Mathematics
,
Vol.10 No.5, 2020
has been cited by the following article(s):
Google Scholar
CrossRef
[1]
Variational approach to heat conduction modeling
Journal of Applied Mathematics and …
,
2024
[2]
Variational Approach to 2D and 3D Heat Conduction Modeling
Journal of Applied Mathematics and …
,
2024
[3]
A Full Predictor-Corrector Finite Element Method for the One-Dimensional Heat Equation with Time-Dependent Singularities
Journal of Applied Mathematics and Physics
,
2024
[4]
Efficient Finite Difference Methods for the Numerical Analysis of One-Dimensional Heat Equation
Journal of Applied Mathematics …
,
2023
[5]
Hybrid restarting-Lanczos-SVR for solving high dimensions of PDE engineering problems
AIP Conference Proceedings
,
2022
[6]
Double Interpolation Method For Numerical Solution Of A One-Dimensional Heat Conduction Problem
Ilkogretim Online
,
2021
[7]
ITERATIVE AGGREGATION-DISAGGREGATION METHOD FOR A TRANSIENT HEAT CONDUCTION EQUATION OF COPPER
2021
[1]
Hybrid restarting-Lanczos-SVR for solving high dimensions of PDE engineering problems
The 5th Innovation and Analytics Conference & Exhibition (IACE 2021)
,
2022
DOI:
10.1063/5.0092775
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