Optimization of the regularization of the Fourier series in the case of a steady state heat transfer plate and heat transfer insulated plate problems are investigated and the regularization of the series solutions at a fixed point on the plates are studied at initial time and critical index
The Fourier solution of the heat problem for a circular plate is generalized to a starlike shaped pl...
Rank Controlled Differential Quadrature method is a numerical method that allows to approximate the ...
Presents a solution for direct and inverse heat conduction problems. This work discusses the theoret...
Optimization of the regularization of the Fourier series in case of steady state heat transfer plate...
The approximation of some nonlinear heat transport problem in a plate is based on the finite volume ...
The search for the temperature field in a two-dimensional problem is common in building physics and ...
AbstractWe consider a non-standard inverse heat conduction problem in a quarter plane which appears ...
This paper presents basic concepts of inverse and optimization problems. Deterministic and stochasti...
It has been found that the boundary integral equations for steady problems such as those of potentia...
The approximations of some heat transport problem in a thin plate are based on the finite volume and...
Many problems of the engineering sciences can be solved using the modern methods of equations of mat...
The article deals with optimization of undulated heat transfer surface of plate heat exchanger. The ...
AbstractIn this paper a simple and convenient new regularization method for solving backward heat eq...
The work describes the maximization problem regarding the heating of an area on the surface of a thi...
The present paper refers to the assessment of three numerical methods for solving the inverse heat c...
The Fourier solution of the heat problem for a circular plate is generalized to a starlike shaped pl...
Rank Controlled Differential Quadrature method is a numerical method that allows to approximate the ...
Presents a solution for direct and inverse heat conduction problems. This work discusses the theoret...
Optimization of the regularization of the Fourier series in case of steady state heat transfer plate...
The approximation of some nonlinear heat transport problem in a plate is based on the finite volume ...
The search for the temperature field in a two-dimensional problem is common in building physics and ...
AbstractWe consider a non-standard inverse heat conduction problem in a quarter plane which appears ...
This paper presents basic concepts of inverse and optimization problems. Deterministic and stochasti...
It has been found that the boundary integral equations for steady problems such as those of potentia...
The approximations of some heat transport problem in a thin plate are based on the finite volume and...
Many problems of the engineering sciences can be solved using the modern methods of equations of mat...
The article deals with optimization of undulated heat transfer surface of plate heat exchanger. The ...
AbstractIn this paper a simple and convenient new regularization method for solving backward heat eq...
The work describes the maximization problem regarding the heating of an area on the surface of a thi...
The present paper refers to the assessment of three numerical methods for solving the inverse heat c...
The Fourier solution of the heat problem for a circular plate is generalized to a starlike shaped pl...
Rank Controlled Differential Quadrature method is a numerical method that allows to approximate the ...
Presents a solution for direct and inverse heat conduction problems. This work discusses the theoret...