Thermodynamic behavior of rectangular nanoplate under moving laser pulse based on nonlocal dual-phase-lag model

Ma, Jingxuan; Liu, Hu

doi:10.1016/j.ijheatmasstransfer.2023.123958

Cited by 5 publications

(1 citation statement)

References 54 publications

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“…When making nanodevices, one crucial thing to keep in mind is that the lower the values of the non-local factors involved, the higher the temperature values. Non-local thermal DPL models predict significantly higher maximum temperatures over the half-space compared to local DPL models, as indicated by results in the literature [66].…”

Section: The Effect Of Non-locality On the Behavior Of Thermomechanic...mentioning

confidence: 54%

A non‐local fractional two‐phase delay thermoelastic model for a solid half‐space whose properties change with temperature and affected by hydrostatic pressure

Abouelregal,

Marin,

Askar

et al. 2024

Z Angew Math Mech

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This article discusses changes in heat transfer resulting from laser pulses and magnetic fields produced in thermoelastic materials under initial stress. This paper introduces a novel approach to modeling generalized thermoelastic materials by including fractional time derivatives with Eringen's non‐local thermoelastic theory. This model incorporates both the Caputo–Fabrizio and the Atangana–Baleanu derivatives, which are novel forms of fractional derivatives in the domain of fractional calculus. Analytical formulations for system variables, such as temperature and thermal stress, were derived using the Laplace transform method. This was done considering the effects of laser pulses, non‐local actuators, and fractional actuators. The findings of these investigations are showcased through numerical illustrations and visual representations. The research also included comparisons between the acquired results and those derived from earlier theories, which may be regarded as a specific instance. Validating the suggested model and showing its correctness and applicability is seen as a crucial step.

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Section: The Effect Of Non-locality On the Behavior Of Thermomechanic...mentioning

confidence: 54%

A non‐local fractional two‐phase delay thermoelastic model for a solid half‐space whose properties change with temperature and affected by hydrostatic pressure

Abouelregal,

Marin,

Askar

et al. 2024

Z Angew Math Mech

View full text Add to dashboard Cite

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A high-order compact alternating direction implicit difference scheme of for solving non-Fourier dual-phase-lag equation with a moving heat source

Zhang,

Zhang

2024

International Communications in Heat and Mass Transfer

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Dynamic response of thermoelasticity based on Green-Lindsay theory and Caputo-Fabrizio fractional-order derivative

Guo,

Shi,

et al. 2024

International Communications in Heat and Mass Transfer

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Thermodynamic behavior of rectangular nanoplate under moving laser pulse based on nonlocal dual-phase-lag model

Cited by 5 publications

References 54 publications

A non‐local fractional two‐phase delay thermoelastic model for a solid half‐space whose properties change with temperature and affected by hydrostatic pressure

A non‐local fractional two‐phase delay thermoelastic model for a solid half‐space whose properties change with temperature and affected by hydrostatic pressure

A high-order compact alternating direction implicit difference scheme of for solving non-Fourier dual-phase-lag equation with a moving heat source

Dynamic response of thermoelasticity based on Green-Lindsay theory and Caputo-Fabrizio fractional-order derivative

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