0000000000161608

AUTHOR

Aivars Aboltins

0000-0002-3693-4775

showing 5 related works from this author

Conservative averaging method for solving some nonlinear heat transfer problems related to combustion

2020

Materials scienceNonlinear heat transferMechanicsCombustion19th International Scientific Conference Engineering for Rural Development Proceedings
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CAM with special splines for solving of diffusion-convection problems with discontinuous coefficients for layered materials exposed to fire

2019

Materials scienceMathematical analysisDiffusion convectionEngineering for Rural Development
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Mathematical knowledge in elementary school and for future engineers

2018

Computer scienceEngineering for Rural Development
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Numerical simulation of heat transfer problem for layered gypsum products exposed to fire

2018

Materials scienceGypsumComputer simulationHeat transfer problemengineeringMechanicsengineering.materialEngineering for Rural Development
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SPECIAL SPLINES OF HYPERBOLIC TYPE FOR THE SOLUTIONS OF HEAT AND MASS TRANSFER 3-D PROBLEMS IN POROUS MULTI-LAYERED AXIAL SYMMETRY DOMAIN

2017

In this paper we study the problem of the diffusion of one substance through the pores of a porous multi layered material which may absorb and immobilize some of the diffusing substances with the evolution or absorption of heat. As an example we consider circular cross section wood-block with two layers in the radial direction. We consider the transfer of heat process. We derive the system of two partial differential equations (PDEs) - one expressing the rate of change of concentration of water vapour in the air spaces and the other - the rate of change of temperature in every layer. The approximation of corresponding initial boundary value problem of the system of PDEs is based on the cons…

Partial differential equationMathematical analysisaveraging method010103 numerical & computational mathematics3D porous axial symmetry domain01 natural sciencesDomain (mathematical analysis)010101 applied mathematicsCross section (physics)special splinesModeling and SimulationOrdinary differential equationHeat transferQA1-939Initial value problemBoundary value problem0101 mathematicsAxial symmetryMathematicsAnalysisMathematicsMathematical Modelling and Analysis
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