Spatiotemporal Nonlocal Thermoelastic Model with Caputo-Tempered Fractional Derivatives for Infinite Thermoelastic Porous Half-Space with Voids

Multiple attribute decision-making model for artificially intelligent last-mile delivery robots selection in neutrosophic square root environment

We introduce novel methodological techniques for decision-making with multiple attributes utilizing logarithmic square root neutrosophic vague sets. One important thing is that we improved…

2024

Advanced thermoelastic analysis of materials with voids using Caputo‑tempered fractional derivatives in the dual‑phase lag framework

Thermoelastic materials with voids play a crucial role in aerospace, civil engineering, and material science applications.
Traditional models often fall short in capturing their time-dependent…

2025

Influence of moving heat sources on thermoviscoelastic behavior of rotating nanorods: a nonlocal Klein–Gordon perspective with fractional heat conduction

This study investigated magneto-thermoelastic interactions in rotating viscoelastic
nanorods under moving heat sources, advancing the modeling of nanoscale systems.
A key innovation was the…

2025

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Spatiotemporal Nonlocal Thermoelastic Model with Caputo-Tempered Fractional Derivatives for Infinite Thermoelastic Porous Half-Space with Voids