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Impacts of Nonlinear thermal radiation on a stagnation point of an aligned MHD Casson nanofluid flow with Thompson and Troian slip boundary condition
W Akaje, BI Olajuwon - Journal of Advanced Research in …, 2021 - akademiabaru.com
This paper investigates the impact of the nonlinear radiative heat on the species heat
transfer of a MHD Casson nanofluid flow with stagnation point associated with Thompson …
transfer of a MHD Casson nanofluid flow with stagnation point associated with Thompson …
Numerical investigation of Von Karman swirling bioconvective nanofluid transport from a rotating disk in a porous medium with Stefan blowing and anisotropic slip …
In recent years, significant progress has been made in modern micro-and nanotechnologies
for micro/nano-electronic devices. These technologies are increasingly utilizing …
for micro/nano-electronic devices. These technologies are increasingly utilizing …
Spectral method for simulating 3D heat and mass transfer during drying of apple slices
In the present study, a numerical method is proposed for simulating the coupled three
dimensional heat and mass transfer processes during convective drying of apple slices …
dimensional heat and mass transfer processes during convective drying of apple slices …
[HTML][HTML] A modified conjugate residual method and nearest Kronecker product preconditioner for the generalized coupled Sylvester tensor equations
T Li, QW Wang, XF Zhang - Mathematics, 2022 - mdpi.com
This paper is devoted to proposing a modified conjugate residual method for solving the
generalized coupled Sylvester tensor equations. To further improve its convergence rate, we …
generalized coupled Sylvester tensor equations. To further improve its convergence rate, we …
A unified lattice Boltzmann framework for combined radiation-conduction heat transfer
Y Wei, X Liu, K Zhu, Y Huang - International Journal of Heat and Mass …, 2023 - Elsevier
As the wider application of combined radiation-conduction heat transfer, effective numerical
framework is required to precisely predict the heat transfer process. In this paper, a unified …
framework is required to precisely predict the heat transfer process. In this paper, a unified …
Iterative solutions of generalized Sylvester quaternion tensor equations
XF Zhang, T Li, YG Ou - Linear and Multilinear Algebra, 2024 - Taylor & Francis
This paper is concerned with the iterative solutions to a class of generalized Sylvester
quaternion tensor equations. From the Kronecker product and the properties of quaternion …
quaternion tensor equations. From the Kronecker product and the properties of quaternion …
Iterative Tikhonov regularization of tensor equations based on the Arnoldi process and some of its generalizations
We consider the solution of linear discrete ill-posed systems of equations with a certain
tensor product structure. Two aspects of this kind of problems are investigated: They are …
tensor product structure. Two aspects of this kind of problems are investigated: They are …
Predication of nonlinear heat transfer in a convective-radiative fin with temperature-dependent properties by the collocation spectral method
The applicability of the collocation spectral method (CSM) for solving nonlinear heat transfer
problems is demonstrated in a convective-radiative fin with temperature-dependent …
problems is demonstrated in a convective-radiative fin with temperature-dependent …
[HTML][HTML] A tensor format for the generalized Hessenberg method for solving Sylvester tensor equations
In this paper, a general framework using tensor Krylov projection techniques is proposed for
solving high order Sylvester tensor equations. After describing the tensor format of the …
solving high order Sylvester tensor equations. After describing the tensor format of the …
Golub–Kahan bidiagonalization for ill-conditioned tensor equations with applications
This paper is concerned with the solution of severely ill-conditioned linear tensor equations.
These kinds of equations may arise when discretizing partial differential equations in many …
These kinds of equations may arise when discretizing partial differential equations in many …