Samia M. Said
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Outcome of Hall Current and Mechanical Load on a Fiber-Reinforced Thermoelastic Medium per the Hypothesis of One Thermal Relaxation Time Open
The current study shows the propagation of waves in a fiber-reinforced thermoelastic medium with an inclined load under the effect of Hall current and gravitational force. The problem is analyzed using the Lord–Schulman hypothesis of one t…
Analysis of temperature-elasticity and inclined loading in fiber-reinforced visco-thermo-diffusive materials Open
In this study, we investigate the effects of temperature-dependent properties and an inclined loading on plane waves in fiber-reinforced visco-thermoelastic solids using a three-phase-lag (3PHL) model. Elastic modulus expressed as a linear…
View article: Effect of Temperature-Dependent Properties and Gravity on a Nonlocal Poro-Thermoelastic Medium with MDD via G-L Model
Effect of Temperature-Dependent Properties and Gravity on a Nonlocal Poro-Thermoelastic Medium with MDD via G-L Model Open
Purpose In the present study, the effect of gravity, memory dependent and temperature-dependent parameter on a nonlocal poro-thermoelastic medium were display to address this problem. Methods In this research, analytical expressions of the…
The effect of gravity on a nonlocal fiber-reinforced thermoelastic solid with reference temperature-dependent material properties via various theories Open
The goal of this work is to examine the effect of the gravity on a nonlocal fiber-reinforced half-space with reference temperature-dependent material properties. The three-phase lag model, the type III Green–Naghdi theory, and the Lord–Shu…
The Impact of Rotation and Inclined Load on a Nonlocal Fiber-Reinforced Thermoelastic Half-space via Simple-phase-lag Model Open
Purpose The purpose of the present study is to discuss the impacts of rotation, inclined load, nonlocal parameter, and an empirical material constant on various physical variables of a fiber-reinforced thermoelastic medium. Methods The pre…
View article: Reflection of Waves in a Two-Temperature Magneto-fiber-Reinforced Solid with Memory-Dependent Derivative Using Different Theories
Reflection of Waves in a Two-Temperature Magneto-fiber-Reinforced Solid with Memory-Dependent Derivative Using Different Theories Open
Purpose The problem is concerned with the analysis of the reflection of the waves through a fiber-reinforced thermoelastic medium under the effect of the magnetic field, gravity, and the initial stress. The problem is discussed in the cont…
View article: A Two-Temperature Nonlocal Poro-Thermoelastic Solid Via Higher-Order Time-Derivatives Model with Phase Lag
A Two-Temperature Nonlocal Poro-Thermoelastic Solid Via Higher-Order Time-Derivatives Model with Phase Lag Open
Purpose The present study has depicted the effect of gravitational on a two-temperature nonlocal poro-thermoelastic solid. Methods The multi-phase-lag model and fractional derivatives are used to tackle the issue. Through normal mode analy…
Effect of an inclined load on a nonlocal fiber-reinforced visco-thermoelastic solid via a dual-phase-lag model Open
In the present work, the effect of local and inclined loads on plane waves in a fiber-reinforced visco-thermoelastic solid will be investigated in the context of the dual-phase-lag model. The problem is solved numerically by the method of …
A new model of rotating nonlocal fiber-reinforced visco-thermoelastic solid using a modified Green–Lindsay theory Open
The effect of rotation on a nonlocal fiber-reinforced visco-thermoelastic media was examined in this work using an modified Green and Lindsay theory (MGL). The problem was resolved by using normal mode method to derive the precise expressi…
A viscoelastic-Micropolar Medium with Voids and Microtemperatures: Comparisons of Different Theories Open
The model of two-dimensional plane waves is studied in a generalized micropolar-thermoelastic medium with microtemperatures in the three-phase-lag model (3PHL), dual-phase-lag model (Dual), and the Green-Naghdi theory with energy dissipati…
Gravitational Influence on a Nonlocal Thermoelastic Solid with a Heat Source via L–S Theory Open
Purpose The purpose is to obtain precise expressions of physical fields using the appropriate non-dimensional variables and normal mode analysis. Methods Based on the Lord–Shulman (L-S) theory and taking into account gravitational influenc…
2D Problem of a Nonlocal Thermoelastic Diffusion Solid with Gravity via Three Theories Open
Purpose The impact of gravity on nonlocal thermoelastic diffusion solid is discussed in this work. Methods The Green-Naghdi theory (G-N II), the Lord-Shulman theory, and the three-phase-lag model all explore the issue. The governing equati…
Eigenvalue Approach on a Fiber-Reinforced Magneto-Visco-Thermoelastic Rotating Medium with Initial Stress Open
Purpose The aim of this work is to study the wave propagation in a rotating fiber-reinforced thermo-viscoelastic solid. Methods The analytical technique used to obtain the ordinary differential equations was normal mode analysis. In this a…
Influence of a magnetic field on a nonlocal thermoelastic porous solid with memory-dependent derivative Open
A novel model of a nonlocal magneto-thermoelastic porous solid in the context of the three-phase-lag model with a memory-dependent derivative is introduced. The effect of a magnetic field on a nonlocal thermoelastic porous medium in the co…
The effect of Rotation on A nonlocal Poro-thermoelastic Solid Using Thermoelasiticity of Choudhuri (3PHL) Open
In the present study, we discussed the effect of rotation on a nonlocal poro-thermoelastic solid halfspace.A two-dimensional problem is applied using the generalization called the three-phase-lag thermoelasticity theory which is according …
The Effect of Nonlocal on Poro-thermoelastic Solid with Dependent Properties on Refrence Temperature via the Three-phase-lag Model Open
In this work, a novel nonlocal model on a poro-thermoelastic solid with temperature-dependent properties is presented. To solve this problem, the thermo-elasticity theory with three-phase-lag model (3PHL) is proposed. The modulus of the el…
A two-temperature model and fractional order derivative in a rotating thick hollow cylinder with the magnetic field Open
A novel multi-phase-lags model with fractional order derivative is introduced to study a thick hollow cylinder with two temperatures under the influence of magnetic field and rotation. The basic non-dimensional equations of the problem are…
Effect of internal heat source on a nonlocal thermoelastic rotating medium in the context of a dual-phase-lag model with fractional derivative Open
A new model of a rotating nonlocal thermoelastic medium is formulated based on the dual-phase-lag model with fractional derivative heat transfer. Using suitable non-dimensional variables, the problem is solved using Fourier series and Lapl…