... o   ( W ) Applying a constant heat flux utilizing resistive heating can be calculated by the input of the power supply as (1) Q total = I V   ( W ) Fig. 2 Representation of the measured local and average circumferential outer tube surface temperature...

... to facilitate design of heat transfer loops with MPCM slurries as working fluid. A heat transfer loop was constructed for measuring the convective heat transfer coefficient and pressure drop of different fluids under turbulent flow and constant heat flux conditions. The heat transfer loop comprises...

... conditions including constant axial heat flux with constant peripheral temperature (H1), constant heat flux with variable peripheral temperature (H2), and constant wall temperature (T) boundary condition. The fully developed Nusselt number was found to be higher for H1 than for H2 and T boundary conditions...

...F. M. Mahfouz Natural heat convection within an annular annulus bounded by two horizontal vertically eccentric long cylinders has been investigated. The annulus inner wall has been heated and maintained at either constant wall temperature CWT or constant heat flux CHF while the outer wall is cooled...

... transient free-convective flow is analyzed in a vertical annulus considering thermal boundary condition of constant heat flux. Using the Riemann-sum approximations method, we are able to invert the transformed solution from the Laplace domain into the time domain. We have considered the effects of flow...

... in heat transfer. This paper presents a state of the art review on convective heat transfer in microchannels, focusing on rarefaction effects in the slip flow regime. Analytical and numerical models are compared for various microchannel geometries and heat transfer conditions (constant heat flux...

... convection MHD flow mass transfer vertical plate porous medium constant heat flux Adomian–Padé method The boundary-layer equations for mixed-convective flow through a porous medium constitute a nonlinear problem. The theory of nonlinear differential equations is quite elaborate...

... magnetisation magnetohydrodynamics ferroconvection constant heat flux Galerkin technique regular perturbation technique All the above mentioned studies dealt with isothermal boundary conditions at the surfaces of the ferrofluid layer. However, consideration of actual situations suggests...

.... This localization was greatest under constant heat flux conditions and when the solid-fluid interactions were weak. The results suggest strategies for enhancing heterogeneous bubble nucleation rates as well as for controlling the location of nucleation events. Box height as a function of time for a simulation...