Endre Kovács

University of Miskolc

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Articles (28)

Collaborators (2)

Olivér Hornyák

associate professor

University of Miskolc

Betti Bolló

University of Miskolc

Endre Kovács

Research Interests

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Articles (28)

Collaborators (2)

Olivér Hornyák

Betti Bolló

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Endre Kovács

Research Interests

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Articles (28)

Unconditionally Dynamically Consistent Numerical Methods with Operator-Splitting for a Reaction-Diffusion Equation of Huxley’s Type

Energy and cost savings in sustainable building walls: transient heat transfer simulation with PCM and TIM optimization

Solution of Coupled Systems of Reaction–Diffusion Equations Using Explicit Numerical Methods with Outstanding Stability Properties

The role of roof angle and geographic location on the thermal performance of buildings

Exploring the Performance of Some Efficient Explicit Numerical Methods with Good Stability Properties for Huxley’s Equation

Analytical and numerical study of diffusion propelled surface growth phenomena

Simulation of the Thermal Behavior of a Photovoltaic Solar Panel Using Recent Explicit Numerical Methods

Comprehensive investigation of the explicit, positivity preserving methods for the heat equation

Comprehensive investigation of the explicit, positivity preserving methods for the heat equation

Systematic Investigation of the Explicit, Dynamically Consistent Methods for Fisher’s Equation

Simulation of transient heat transfer in multilayer walls with photovoltaic cell and air by using efficient numerical methods

Unconditionally Positive, Explicit, Fourth Order Method for the Diffusion- and Nagumo-Type Diffusion–Reaction Equations

Optimizing the Design of Container House Walls Using Argon and Recycled Plastic Materials

Semi-Implicit Numerical Integration of Boundary Value Problems

Effects of OpenCL-Based Parallelization Methods on Explicit Numerical Methods to Solve the Heat Equation

X-ray Spectroscopic Study of Low-Mass X-ray Binaries: A Review of Recent Progress via the Example of GX 339-4

Analytical Solution and Numerical Simulation of Heat Transfer in Cylindrical- and Spherical-Shaped Bodies

Analytical and Numerical Results for the Diffusion-Reaction Equation When the Reaction Coefficient Depends on Simultaneously the Space and Time Coordinates

Comparison of the Performance of New and Traditional Numerical Methods for Long-Term Simulations of Heat Transfer in Walls with Thermal Bridges

New stable, explicit, second order hopscotch methods for diffusion-type problems

Accelerating finite element modeling of heat sinks with parallel processing using FEniCSx

Analytical and Numerical Results for the Transient Diffusion Equation with Diffusion Coefficient Depending on Both Space and Time

A new stable, explicit, and generic third‐order method for simulating conductive heat transfer

Multi objective optimization for house roof using artificial neural network model

Applying recent efficient numerical methods for long-term simulations of heat transfer in walls to optimize thermal insulation

Prediction and Optimization of Thermal Loads in Buildings with Different Shapes by Neural Networks and Recent Finite Difference Methods

Consistency and Convergence Properties of 20 Recent and Old Numerical Schemes for the Diffusion Equation

Testing Some Different Implementations of Heat Convection and Radiation in the Leapfrog-Hopscotch Algorithm

Collaborators (2)

Olivér Hornyák

Betti Bolló

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