The flow in an elastico-viscous fluid between two co-axial infinite rotating porous discs is considered for high cross flow Reynolds number. The discs are rotating with different angular velocity and the injection rate of the fluid at one disc is different from the suction rate of other disc. The effect of suction parameters on the velocity components have been investigated numerically and solv...

AIM The primary objective of this study was to evaluate the impact of fluid injection viscosity in combination with different injection volumes and flow rates on subcutaneous (SC) injection pain tolerance. METHODS The study was a single-center, comparative, randomized, crossover, Phase I study in 24 healthy adults. Each participant received six injections in the abdomen area of either a 2 or ...

Abstract In the foreseeable future, geothermal exploitation from hot dry rocks (HDR) using a horizontal well will bear potential. Thus, in-depth studies should be conducted on selection of injection-production scheme (IPS) and working fluid, design reinjection parameters, optimization wellbore structure materials, analysis geological settings. This paper proposed fully coupled model to study ab...

Abstract This study presents the optimization of intake manifold and optimized flow rate acetylene gas which acts as a low reactivity fuel to achieve superior performance emission characteristics used in Reactivity controlled compression ignition (RCCI) engine. Intake is one engine components are an important factor determining quality combustion. A very recent evolution RCCI using temperature ...

Capillary electrophoresis has been investigated to evaluate the performances of new transdermal formulations containing antiemetics. After optimization background electrolyte (sodium phosphate buffer (pH 2.5; 60 mM) 12% ethanol (v/v)), domperidone, diphenhydramine, haloperidol, metoclopramide and promethazine were base-line resolved in 10 min. hydrodynamic injection sample (0.5 psi for 7 s), me...

Fundamental solutions of dynamic poroelasticity and generalized thermoelasticity are derived in the Laplace transform domain. For poroelasticity, these solutions define the solid displacement field and the fluid pressure in fluid-saturated media due to a point force in the solid and an injection of fluid in the pores. In addition, approximate fundamental solutions for short times are derived by...