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38,013
INVERSION OF SOME LAPLACE TRANSFORMS ENCOUNTERED IN HEAT TRANSFER PROBLEMS by
, 1972
"... in heat transfer problems ..."
of Conjugate Heat Transfer Problems
, 2014
"... Heat transfer between a conductive solid and an adjacent convective fluid is prevalent in many aerospace systems. The ability to achieve accurate predictions of the coupled heat interaction is critical in advancing thermodynamic designs. Despite their growing use, coupled fluid-solid analyses known ..."
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Heat transfer between a conductive solid and an adjacent convective fluid is prevalent in many aerospace systems. The ability to achieve accurate predictions of the coupled heat interaction is critical in advancing thermodynamic designs. Despite their growing use, coupled fluid-solid analyses known
SOLUTION OF NONLINEAR TRANSIENT HEAT TRANSFER PROBLEMS
, 2010
"... Heat Transfer Problems, having been approved in respect to style and intellectual con-tent, is referred to you for judgment. We have read this thesis and recommend that it be approved. ..."
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Cited by 1 (0 self)
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Heat Transfer Problems, having been approved in respect to style and intellectual con-tent, is referred to you for judgment. We have read this thesis and recommend that it be approved.
Artificial Neural Networks for Inverse Heat Transfer Problems
"... We present a solution for an inverse heat transfer problem involving internal heat generation using artificial neural networks. The problem involves a heat conduction problem with internal heat source in cylindrical coordinates. The network is a feedforward with backpropagation algorithm. We compare ..."
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Cited by 1 (0 self)
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We present a solution for an inverse heat transfer problem involving internal heat generation using artificial neural networks. The problem involves a heat conduction problem with internal heat source in cylindrical coordinates. The network is a feedforward with backpropagation algorithm. We
A COUPLED SOLVER FOR THE SOLUTION OF THE UNSTEADY CONJUGATE HEAT TRANSFER PROBLEM
"... Abstract. A coupled solver for the solution of the transient conjugate heat transfer prob-lem was developed and validated against analytical results. The time accurate solution is obtained in a multiphysics and multidomain configuration through an iterative boundary condition exchange. Several trans ..."
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Abstract. A coupled solver for the solution of the transient conjugate heat transfer prob-lem was developed and validated against analytical results. The time accurate solution is obtained in a multiphysics and multidomain configuration through an iterative boundary condition exchange. Several
Fault Tolerant Algorithms for Heat Transfer Problems
, 2007
"... With the emergence of new massively parallel systems in the High Performance Computing area allowing scientific simulations to run on thousands of processors, the mean time between failures of large machines is decreasing from several weeks to a few minutes. The ability of hardware and software comp ..."
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Cited by 10 (1 self)
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straightforward for elliptic and linear hyperbolic problems. However, the reversibility in time for parabolic problems appears to be the most challenging part because it is an ill-posed problem. This paper focuses on new fault-tolerant numerical schemes for the time integration of parabolic problems. The new
NUMERICAL SOLUTION TO THE HEAT TRANSFERENCE PROBLEM, IN GRINDING
"... The objective of this article is obtaining a mathematical model that describes the thermal problem in Grinding. A numerical solution of the equation of bi-dimensional heat diffusion is obtained. The numerical solution is made by the finite differences method, incorporating a scheme of fixed-point ty ..."
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The objective of this article is obtaining a mathematical model that describes the thermal problem in Grinding. A numerical solution of the equation of bi-dimensional heat diffusion is obtained. The numerical solution is made by the finite differences method, incorporating a scheme of fixed
APPROXIMATION OF SOLUTIONS OF NONLINEAR HEAT TRANSFER PROBLEMS
"... Abstract. We develop a generalized approximation method (GAM) to obtain solution of a steady state one-dimensional nonlinear convective-radiative-conduction equation. The GAM generates a bounded monotone sequence of solutions of linear problems. The sequence of approximants converges monotonically a ..."
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Abstract. We develop a generalized approximation method (GAM) to obtain solution of a steady state one-dimensional nonlinear convective-radiative-conduction equation. The GAM generates a bounded monotone sequence of solutions of linear problems. The sequence of approximants converges monotonically
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