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Xiao-Hong Luo, Ben-Wen Li, Jing-Kui Zhang & Zhang-Mao Hu. (2014) Simulation of Thermal Radiation Effects on MHD Free Convection in a Square Cavity Using the Chebyshev Collocation Spectral Method. Numerical Heat Transfer, Part A: Applications 66:7, pages 792-815.
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Tien-Mo Shih, Yingbin Zheng, Martinus Arie & Jin-Cheng Zheng. (2013) Literature Survey of Numerical Heat Transfer (2010–2011). Numerical Heat Transfer, Part A: Applications 64:6, pages 435-525.
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Önder Türk & Münevver Tezer-Sezgin. (2013) Chebyshev Spectral Collocation Method for Unsteady Mhd Flow and Heat Transfer of a Dusty Fluid Between Parallel Plates. Numerical Heat Transfer, Part A: Applications 64:7, pages 597-610.
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Articles from other publishers (7)
A. Shahid, M. M. Bhatti, O. Anwar Bég, I. L. Animasaun & Khurram Javid. (2021) Spectral computation of reactive bi-directional hydromagnetic non-Newtonian convection flow from a stretching upper parabolic surface in non-Darcyporous medium. International Journal of Modern Physics B 35:29.
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Hui Wang, Qingfang He & Zhendong Luo. (2020) A reduced order extrapolating technique of solution coefficient vectors to collocation spectral method for telegraph equation. Advances in Difference Equations 2020:1.
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Jian Zhao, Junyang Liu, Hang Dong & Guangxin Rong. (2019) Numerical Study on the Static Cooling of Waxy Crude Oil in the Vault Tank. IEEE Access 7, pages 108850-108865.
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M. Mustafa, Rida Ahmad, T. Hayat & A. Alsaedi. (2016) Rotating flow of viscoelastic fluid with nonlinear thermal radiation: a numerical study. Neural Computing and Applications 29:2, pages 493-499.
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Xi-Yan Tian, Ben-Wen Li, Ya-Shuai Wu & Jing-Kui Zhang. (2015) Chebyshev collocation spectral method simulation for the 2D boundary layer flow and heat transfer in variable viscosity MHD fluid over a stretching plate. International Journal of Heat and Mass Transfer 89, pages 829-837.
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Mustafa Turkyilmazoglu. (2014) Slip flow and heat transfer over a specific wedge: an exactly solvable Falkner–Skan equation. Journal of Engineering Mathematics 92:1, pages 73-81.
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I. Rusagara & C. Harley. (2014) Mean action time as a measure for fin performance in one dimensional fins of exponential profiles. Applied Mathematics and Computation 238, pages 319-328.
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