2015
DOI: 10.1080/19443994.2015.1039600
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Effect of the operating temperature on hydrodynamics and membrane parameters in pressure retarded osmosis

Abstract: The osmotic energy recovered by pressure-retarded osmosis from flows of different salinities is affected by the temperature, so its effect on hydrodynamic and membrane parameters is studied here. It is shown by models and experimental results that raising the temperature of the solutions leads to a variation in the mass transfer coefficient, the boundary layer, the diffusion coefficient, the solute resistivity, and the permeability, therefore, affecting the water flux. Consequently, the expected power density … Show more

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Cited by 27 publications
(21 citation statements)
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“…Therefore, the osmotic pressure difference decreases and reduces the performance of PRO. Besides that, previous works had shown that PRO membrane performance is limited by several limiting factors [26,27]. In fact, with a realistic membrane and imperfect hydrodynamics, three phenomena occur to reduce the trans-membrane water flux, as shown in Fig.S4.…”
Section: Modeling the Energy Consumption Of The Swro-pro System Undermentioning
confidence: 95%
See 1 more Smart Citation
“…Therefore, the osmotic pressure difference decreases and reduces the performance of PRO. Besides that, previous works had shown that PRO membrane performance is limited by several limiting factors [26,27]. In fact, with a realistic membrane and imperfect hydrodynamics, three phenomena occur to reduce the trans-membrane water flux, as shown in Fig.S4.…”
Section: Modeling the Energy Consumption Of The Swro-pro System Undermentioning
confidence: 95%
“…Their local values should be considered for accurate modeling. These spatial variations can be accounted for either by taking an average of inlet and outlet variables, or by considering the membrane as a finite difference model[26,27]. To develop a model for full-scale PRO applications, the flat sheet membrane area is divided into segments perpendicular to the water flow, evaluating flow conditions at specific points along the membrane module.…”
mentioning
confidence: 99%
“…In fact, according to the van 't Hoff equation (π = βCRT), there is a direct proportional relationship between osmotic pressure and the temperature. Although the osmotic pressure is not proportional to the concentration if the solutions are highly concentrated, there is still an assumption of the proportionality between the osmotic pressure and the temperature [116]. Variation in the thermodynamic properties not only affects the water flux but also influences membrane fouling and solute rejection/diffusion [117].…”
Section: Temperaturementioning
confidence: 99%
“…The term exp( Jwr k F ) condenses the effect of concentrative ECP. There are some other suggested models developed based on convection-diffusion theory [60] or considering the effect of fouling layer on the mass transport equations [61]. Some models have been modified for hollow fiber membranes to consider the spatial parameters with the change of geometry for the membrane [62,63].…”
Section: Bui Modelmentioning
confidence: 99%