Identification of Laser Parameters Acting on an Axisymmetric Domain Using an Artificial Immune System

The paper presents the control of the ablated gap of required dimensions in an axisymmetric domain made of metal. For this purpose, two parameters of the laser interacting on this layer were identified, which means laser intensity and characteristic time of the laser pulse. A hyperbolic two-temperature model was applied. This is a model in which there are two coupled equations for electrons and phonons. The model was supplemented with appropriate boundary and initial conditions. The direct problem was solved using the finite difference method with a staggered grid. An artificial immune system was used for the identification process.

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Publication Details

Journal
Materials
Published
2025-06-18
DOI
https://doi.org/10.3390/ma18122895
Primary Topic
Mathematical Biology Tumor Growth
Type
article
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article

Identification of Laser Parameters Acting on an Axisymmetric Domain Using an Artificial Immune System

Jolanta Dziatkiewicz, Arkadiusz Poteralski
Materials
Mathematical Biology Tumor Growth
article

Identification of Laser Parameters Acting on an Axisymmetric Domain Using an Artificial Immune System

Jolanta Dziatkiewicz, Arkadiusz Poteralski
article en

Abstract

The paper presents the control of the ablated gap of required dimensions in an axisymmetric domain made of metal. For this purpose, two parameters of the laser interacting on this layer were identified, which means laser intensity and characteristic time of the laser pulse. A hyperbolic two-temperature model was applied. This is a model in which there are two coupled equations for electrons and phonons. The model was supplemented with appropriate boundary and initial conditions. The direct problem was solved using the finite difference method with a staggered grid. An artificial immune system was used for the identification process.

MaterialsVol. 18(12)
Silesian University of Technology (PL)
Openalex Percentile: Top 84%
Mathematical Biology Tumor Growth
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