Journal•ISSN: 0022-0841
Journal of Engineering Physics
Springer Nature
About: Journal of Engineering Physics is an academic journal. The journal publishes majorly in the area(s): Heat transfer & Thermal conduction. It has an ISSN identifier of 0022-0841. Over the lifetime, 10886 publications have been published receiving 22881 citations.
Topics: Heat transfer, Thermal conduction, Heat transfer coefficient, Convective heat transfer, Thermal conductivity
Papers published on a yearly basis
Papers
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TL;DR: In this article, an iteration scheme for determining nonstationary heat flux is constructed for the linear case based on the two gradient slope methods, and the scheme is based on two gradient slopes.
Abstract: An iteration scheme for determining nonstationary heat flux is constructed for the linear case. The scheme is based on the two gradient slope methods.
291 citations
TL;DR: A structural model and an approximate method for calculating the permeability of porous materials are proposed in this article, where the authors propose a structural model for measuring the percolation properties of the porous materials.
Abstract: A structural model and an approximate method for calculating the permeability of porous materials are proposed
193 citations
TL;DR: On the basis of a superposition model of turbulent eddies in contact with a solid wall, some new laws regarding the behavior of the turbulent boundary layer are established in this article, which is the basis for our work.
Abstract: On the basis of a superposition model of turbulent eddies in contact with a solid wall, some new laws regarding the behavior of the turbulent boundary layer are established.
135 citations
Abstract: Using the original procedure of a “clamped‐free” vibrating sandwich beam the dynamic characteristics (elastic modulus and loss factor) of a number of magnetorheological elastomers have been measured. The influence of such parameters as the type of carrying matrix, the size of ferromagnetic‐filler particles, and the intensity of action by the external magnetic field has been evaluated.
113 citations
TL;DR: In this paper, the construction of an algorithm for a numerical solution of the nonlinear inverse problem is discussed for the case of a generalized one-dimensional heat-conduction equation in a region with moving boundaries.
Abstract: The construction of an algorithm for a numerical solution of the nonlinear inverse problem is discussed for the case of a generalized one-dimensional heat-conduction equation in a region with moving boundaries. The algorithm is regularized in the Tikhonov manner.
96 citations