A. Abouelregal Et Al. , "Thermal Analysis of a Rotating Micropolar Medium Using a Two-Temperature Micropolar Thermoelastic Model with Higher-Order Time Derivatives," Physical Mesomechanics , vol.26, no.3, pp.251-266, 2023
Abouelregal, A. Et Al. 2023. Thermal Analysis of a Rotating Micropolar Medium Using a Two-Temperature Micropolar Thermoelastic Model with Higher-Order Time Derivatives. Physical Mesomechanics , vol.26, no.3 , 251-266.
Abouelregal, A., Alanazi, R., Sofiyev, A., & Sedighi, H., (2023). Thermal Analysis of a Rotating Micropolar Medium Using a Two-Temperature Micropolar Thermoelastic Model with Higher-Order Time Derivatives. Physical Mesomechanics , vol.26, no.3, 251-266.
Abouelregal, A.E. Et Al. "Thermal Analysis of a Rotating Micropolar Medium Using a Two-Temperature Micropolar Thermoelastic Model with Higher-Order Time Derivatives," Physical Mesomechanics , vol.26, no.3, 251-266, 2023
Abouelregal, A.E. Et Al. "Thermal Analysis of a Rotating Micropolar Medium Using a Two-Temperature Micropolar Thermoelastic Model with Higher-Order Time Derivatives." Physical Mesomechanics , vol.26, no.3, pp.251-266, 2023
Abouelregal, A. Et Al. (2023) . "Thermal Analysis of a Rotating Micropolar Medium Using a Two-Temperature Micropolar Thermoelastic Model with Higher-Order Time Derivatives." Physical Mesomechanics , vol.26, no.3, pp.251-266.
@article{article, author={A.E. Abouelregal Et Al. }, title={Thermal Analysis of a Rotating Micropolar Medium Using a Two-Temperature Micropolar Thermoelastic Model with Higher-Order Time Derivatives}, journal={Physical Mesomechanics}, year=2023, pages={251-266} }