The mass, momentum, and energy describe the model equations with boundary conditions at the sheet and at the interface. The full model equations are challenging to solve in general; however, the small fluid domain enables a thin liquid film model to be derived systematically, in the spirit of...
While the conducted studies have indicated a significant promise of engineered nanostructures for obtaining enhanced CM, there are still a number of questions and challenges that need to be addressed to fully realize the potential of CM in practical devices. For example, the majority of quantitative...
While the conducted studies have indicated a significant promise of engineered nanostructures for obtaining enhanced CM, there are still a number of questions and challenges that need to be addressed to fully realize the potential of CM in practical devices. For example, the majo...
The stability of the steady stagnation-point flow and heat transfer equations (10) and (11) subject to the boundary conditions (12) has been studied by considering τ = 0 (see Weidman et al.34). Then, the following linear eigenvalue problem will be solved: subject to boundary conditio...
Talent selection programmes choose athletes for talent development pathways. Currently, the set of psychosocial variables that determine talent selection in youth Rugby Union are unknown, with the literature almost exclusively focusing on physiological v
The learning rate decay coefficient is set to 0.05 to avoid overfitting, while the learning rate factors (0.9, 0.999) ensure a good update speed and momentum accumulation for the model. Additionally, the PolyLR learning strategy is employed, which gradually decreases the learning rate using ...
The learning rate is set to 0.0001, and the momentum is set to 0.9. The configuration of the learning rate for different epochs was varied using CosineAnnealingWarmRestarts scheduler of the optim package in PyTorch. On a single GPU unit, images were fed into the model having a batch size ...
In addition, in the absence of body forces, the balance of linear momentum for MHD unsteady fluid motions through porous media is given by the following relation [10] 𝜌𝑑𝝊𝑑𝑡=div𝑻+𝑹+𝑱×𝑩. (5) In the above equation, 𝜌 is the fluid density and R is the ...
In addition, in the absence of body forces, the balance of linear momentum for MHD unsteady fluid motions through porous media is given by the following relation [10] 𝜌𝑑𝝊𝑑𝑡=div𝑻+𝑹+𝑱×𝑩.ρdυdt=divT+R+J×B. (5) In the above equation, 𝜌ρ is the fluid...
The study of applied magnetic field plays a significant role in heat and mass transfer, controlling momentum in boundary layer nanofluid flow through a shrinking/stretching surface. Moreover, magnetohydrodynamics is utilized in diverse engineering applications like cooling of nuclear reactor, electromagnetic...