Publications by authors named "Pooria Akbarzadeh"

Article Synopsis
  • The study investigates a 3D simulation of magnetorheological (MR) conical bearings, focusing on viscous dissipation and using a conjugated heat transfer approach.
  • The behavior of MR fluids is modeled using the Bingham-Papanastasiou equation, considering how viscosity and yield stress change with magnetic field intensity and temperature.
  • The research employs a multidisciplinary approach with fluid dynamics, magnetism, and heat transfer, using finite element methods to solve governing equations, and highlights the significant impact of temperature on the performance of MR conical bearings.
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Article Synopsis
  • This paper introduces a new analytical solution for understanding how viscoelastic lubrication works in journal bearings using the perturbation method.
  • It utilizes the nonlinear Giesekus model to analyze factors like fluid elasticity, shear-thinning behavior, and strain-hardening effects on lubrication performance.
  • The findings reveal that increased fluid elasticity significantly boosts load capacity in bearings, showing different behaviors in linear and exponential regions related to characteristic parameters like mobility factor and Weissenberg number.
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Recently, there has been increasing attention toward inhaled nanoparticles (NPs) to develop inhalation therapies for diseases associated with the pulmonary system and investigate the toxic effects of hazardous environmental particles on human lung health. Taking advantage of microfluidic technology for cell culture applications, lung-on-a-chip devices with great potential in replicating the lung air-blood barrier (ABB) have opened new research insights in preclinical pathology and therapeutic studies associated with aerosol NPs. However, the air interface in such devices has been largely disregarded, leaving a gap in understanding the NPs' dynamics in lung-on-a-chip devices.

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To date, a comprehensive systematic optimization framework, capable of accurately predicting an efficient electrode geometry, is not available. Here, different geometries, including 3D step electrodes, have been designed in order to fabricate AC electroosmosis micropumps. It is essential to optimize both geometrical parameters of electrode, such as width and height of steps on each base electrode and their location in one pair, the size of each base electrode (symmetric or asymmetric), the gap of electrode pairs, and nongeometrical parameters such as fluid flow in a channel and electrical characteristics (e.

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Keeping the oxygen concentration at the desired physiological limits is a challenging task in cellular microfluidic devices. A good knowledge of affecting parameters would be helpful to control the oxygen delivery to cells. This study aims to provide a fundamental understanding of oxygenation process within a hydrogel-based microfluidic device considering simultaneous mass transfer, medium flow, and cellular consumption.

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In this paper, the heat and flow characteristic of third-grade non-Newtonian biofluids flow through a vertical porous human vessel due to peristaltic wall motion are studied. The third-grade model can describe shear thinning (or shear thickening) and normal stress differences, which is acceptable for biofluids modeling. In order to solve the governing equations, the assumption of long-wavelength approximation is utilized.

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In this paper, magneto-hydrodynamic blood flows through porous arteries are numerically simulated using a locally modified homogenous nanofluids model. Blood is taken into account as the third-grade non-Newtonian fluid containing nanoparticles. In the modified nanofluids model, the viscosity, density, and thermal conductivity of the solid-liquid mixture (nanofluids) which are commonly utilized as an effective value, are locally combined with the prevalent single-phase model.

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In this paper, the unsteady pulsatile magneto-hydrodynamic blood flows through porous arteries concerning the influence of externally imposed periodic body acceleration and a periodic pressure gradient are numerically simulated. Blood is taken into account as the third-grade non-Newtonian fluid. Besides the numerical solution, for small Womersley parameter (such as blood flow through arterioles and capillaries), the analytical perturbation method is used to solve the nonlinear governing equations.

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