Matches in SemOpenAlex for { <https://semopenalex.org/work/W212748180> ?p ?o ?g. }
- W212748180 abstract "Multiphase fluids are widely available in our everyday life. Many of the materials we use and eat every day are classed as multiphase and characterisation of their properties is required to improve quality and manufacture. Being typically non-Newtonian fluids, rheological characterisation of multiphase fluid systems is indeed a complex procedure. Apparent wall slip, or more precisely wall depletion effect near the wall, is an important phenomenon which often occurs in the flow of multiphase fluids in pipes. Wall slip has its own advantages and disadvantages in the processing and pipe flow of multiphase fluids. One of the main problems it causes is the underestimation of the viscosity and the true flow curve of the fluids reported during experimental measurements. Standard correction methods often account for this effect, but there have been many instances reported where the data does not comply with the technique. This study aimed to present a wall slip analysis of a selection of non-Newtonian multiphase fluids during flow in pipes. A pipe rheometry rig was specially designed and built for the purpose of the research which includes four interchangeable pipes with different diameters; three sets of pressure and temperature transducers located at three different points along the test section; an electronic mass balance; and a PC data logger for control, monitoring and data collection purposes. Three distinct non-compliant multiphase fluids were chosen for study i.e. ice cream, citrus dietary fibre (CDF) suspensions and magnesium silicate slurries. The experiments were carried out in pressure driven shear flow. The flow data were analysed using the classical Mooney method along with a Tikhonov regularisation-Mooney method. For ice cream flow data, the analysis indicated that significant apparent wall slip occurred in all flows and there was a small but significant increase in the temperature near the wall which indicated the occurrence of viscous heating phenomenon. Energy balances indicated that the apparent wall slip effect was not due to the existence of a thin slip layer of rarefied low viscosity fluid next to the wall. It was found that the results were better understood as being the result of a moderately thick layer of slightly heated ice cream next to the wall. Mooney and Tikhonov regularisation-Mooney methods were confirmed to be incompatible with the wall slip behaviour of CDF suspensions and magnesium silicate slurries. The incompatibility of the method to analyse wall slip is attributed to the inconsistent ratio of Vslip/?w and ?/?slip at constant wall shear stress. It is concluded that this was due to the microstructure changes and shear-induced re-orientation of the particles in CDF suspensions and magnesium silicate slurries during flows which resulted in the inconsistency of the slip layer thickness and consequently affected the wall slip characterisation process. The principal contribution of this research work is to present a comprehensive wall slip analysis in pipe rheometry of multiphase non-Newtonian fluids, which are of particular interest in engineering process design.?" @default.
- W212748180 created "2016-06-24" @default.
- W212748180 creator A5034241612 @default.
- W212748180 creator A5077842908 @default.
- W212748180 date "2013-11-24" @default.
- W212748180 modified "2023-09-28" @default.
- W212748180 title "Wall Slip in Pipe Rheometry of Multiphase Fluids" @default.
- W212748180 cites W1492651687 @default.
- W212748180 cites W1498533479 @default.
- W212748180 cites W1569282206 @default.
- W212748180 cites W1580057931 @default.
- W212748180 cites W1593229809 @default.
- W212748180 cites W1629068875 @default.
- W212748180 cites W167776123 @default.
- W212748180 cites W1811223561 @default.
- W212748180 cites W1964067340 @default.
- W212748180 cites W1966896223 @default.
- W212748180 cites W1967142447 @default.
- W212748180 cites W1968202271 @default.
- W212748180 cites W1971285142 @default.
- W212748180 cites W1971473058 @default.
- W212748180 cites W1973019959 @default.
- W212748180 cites W1974306499 @default.
- W212748180 cites W1974768658 @default.
- W212748180 cites W1975343172 @default.
- W212748180 cites W1975851261 @default.
- W212748180 cites W1978487974 @default.
- W212748180 cites W1979554618 @default.
- W212748180 cites W1979926807 @default.
- W212748180 cites W1982324835 @default.
- W212748180 cites W1983123023 @default.
- W212748180 cites W1983571768 @default.
- W212748180 cites W1983823570 @default.
- W212748180 cites W1983896384 @default.
- W212748180 cites W1985220786 @default.
- W212748180 cites W1992332471 @default.
- W212748180 cites W1992444984 @default.
- W212748180 cites W1993180813 @default.
- W212748180 cites W1995996656 @default.
- W212748180 cites W1997172350 @default.
- W212748180 cites W2000462280 @default.
- W212748180 cites W2002101857 @default.
- W212748180 cites W2002940147 @default.
- W212748180 cites W2003805700 @default.
- W212748180 cites W2003977244 @default.
- W212748180 cites W2006145045 @default.
- W212748180 cites W2006624213 @default.
- W212748180 cites W2007738577 @default.
- W212748180 cites W2009575667 @default.
- W212748180 cites W2010777755 @default.
- W212748180 cites W2013733874 @default.
- W212748180 cites W2013886137 @default.
- W212748180 cites W2014019530 @default.
- W212748180 cites W2014881871 @default.
- W212748180 cites W2015896591 @default.
- W212748180 cites W2016658493 @default.
- W212748180 cites W2017294207 @default.
- W212748180 cites W2018043223 @default.
- W212748180 cites W2019215492 @default.
- W212748180 cites W2019659102 @default.
- W212748180 cites W2019818131 @default.
- W212748180 cites W2021627422 @default.
- W212748180 cites W2024366431 @default.
- W212748180 cites W2024802620 @default.
- W212748180 cites W2025504796 @default.
- W212748180 cites W2025543720 @default.
- W212748180 cites W2026578690 @default.
- W212748180 cites W2026851937 @default.
- W212748180 cites W2029077780 @default.
- W212748180 cites W2030663907 @default.
- W212748180 cites W2031130848 @default.
- W212748180 cites W2031388673 @default.
- W212748180 cites W2032004049 @default.
- W212748180 cites W2034694861 @default.
- W212748180 cites W2036390686 @default.
- W212748180 cites W2037746679 @default.
- W212748180 cites W2040978458 @default.
- W212748180 cites W2042713764 @default.
- W212748180 cites W2043073672 @default.
- W212748180 cites W2043210656 @default.
- W212748180 cites W2043215512 @default.
- W212748180 cites W2043433356 @default.
- W212748180 cites W2044889049 @default.
- W212748180 cites W2047128632 @default.
- W212748180 cites W2048102546 @default.
- W212748180 cites W2051690868 @default.
- W212748180 cites W2052143554 @default.
- W212748180 cites W2053333186 @default.
- W212748180 cites W2055093977 @default.
- W212748180 cites W2059376065 @default.
- W212748180 cites W2060641723 @default.
- W212748180 cites W2060848461 @default.
- W212748180 cites W2061356064 @default.
- W212748180 cites W2065991916 @default.
- W212748180 cites W2067330005 @default.
- W212748180 cites W2070218812 @default.
- W212748180 cites W2073860341 @default.
- W212748180 cites W2074225922 @default.
- W212748180 cites W2074365019 @default.
- W212748180 cites W2075920321 @default.