Embodiments of the subject matter disclosed herein generally relate to a membrane distillation (MD) system that circumvents conventional desalination limitations when treating highly-saline brines, and more particularly, to an MD system that locally heats the feed and membrane for reducing the energy used to distillate the water.
Clean water is essential for human survival, and it is estimated that its global demand will escalate by 30% in the next decades. Therefore, intensive efforts have been put forth to transform unconventional sources like sea and brine waters into freshwater, by utilizing a range of desalination technologies. Water desalination has manifested itself as a sustainable and reliable means of freshwater production not only in arid and semi-arid regions of the Middle East and Northern Africa (MENA), but also in coastal countries with moderate weather conditions. Consequently, the water distillation industry has grown exponentially in recent decades, with a cumulative annual growth rate of about 4.5%, currently employing more than 18,000 desalination plants around the world.
However, the high energy consumption associated with the desalination processes, coupled with the depleting of the global energy resources, have increased the pressure on reducing the energy requirement of the conventional desalination technologies through further improvements and development of novel energy efficient processes.
Membrane distillation has emerged as one of the advanced desalination techniques, having numerous advantages over the conventional membrane-based (seawater reverse osmosis, SWRO) and thermal-based (multi-stage flash, MSF, and multi-effect distillation, MED) desalination processes. Its moderate operating conditions make it a promising economical and energy saving desalination approach. Contrary to the SWRO, the MD process does not require high-grade electrical energy for its operation and works in lower feed water temperature range compared to the MSF process, while producing high-quality freshwater. The MD process, which essentially uses a membrane that allows the water vapor to pass through, but not the fluid water, also has an advantage in treating highly-saline feed waters facilitating high-salt rejection and low fouling propensity as compared to other well-established desalination technologies.
However, despite the high-potential of the MD process to circumvent the problems associated with the conventional desalination technologies, its energy consumption remains high due to the inherent heat loss manifested during system operation. In this regard, a conventional MD system 100, which is illustrated in
The feed part 140 includes a feed tank 142 that stores the feed fluid 144, e.g., seawater or a brine. A high-energy heater 146 may be attached to the feed tank 142 for heating up the feed fluid 144. The feed fluid 144 is moved through a piping system 148, due to a pump 149, to a feed compartment 150. The feed compartment 150 together with the permeate compartment 120 sandwich a membrane 160, through which the water vapors are allowed to pass, from the feed compartment toward the permeate compartment, but not the feed fluid. The feed part 140 includes one or more sensors, for example, a flowmeter 152, or temperature sensors 154. A data acquisition system 170, for example, a computing system, may be connected to one or more of these elements for controlling them.
As the bulk feed fluid 144 is heated externally of the feed compartment 150, where the distillation process starts, by the heater 146, it causes up to 50% of conduction heat losses due to the heat released to the atmosphere. Furthermore, when the feed fluid 144 enters feed compartment 150, its bulk temperature Tb is higher compared to the membrane surface temperature Ts, as illustrated in
Taking into consideration that the TP and the conduction heat loss is an inherent process deficiency which cannot be fully mitigated, it is highly desirable to seek alternative approaches to alleviate heat losses and achieve sustainable MD performance. Thus, there is a need for a new system that is capable of reducing the TP and the convective energy losses without increasing the energy that is spent on the system.
According to an embodiment, there is a membrane for membrane distillation processing. The membrane includes a heating element configured to generate heat when an electrical current is applied to the heating element, a polymeric matrix having pores that allow a vapor to pass through, but not a liquid, and electrical contacts electrically connected to the heating element. The entire heating element is covered by an insulating material to prevent the heating element to directly interact with the liquid processed by the membrane.
According to another embodiment, there is a membrane distillation (MD) system for distillation, and the MD system includes an MD module configured to distillate a feed fluid, a heating element provided inside the MD module and configured to heat the feed fluid by Joule effect, a power source connected to the heating layer for providing an electrical current to the heating layer, a feed tank configured to hold the feed fluid and to provide the feed fluid to the MD module, and a permeate tank configured to hold a permeate fluid and to collect the permeate fluid from the MD module. There is no external heater for heating the feed fluid while inside the feed tank.
According to still another embodiment, there is a method for producing distilled water from a feed fluid. The method includes feeding the feed fluid from a feed tank to a feed compartment; heating by Joule effect the feed fluid with a heating element only inside the feed compartment; distilling the feed fluid with a membrane placed away from the heating element so that vapors passing through the membrane collect in a permeate compartment as a permeate fluid; collecting the permeate fluid at a permeate compartment; and discharging waste from the feed compartment, into a waste tank, which is not fluidly connected to the feed tank so that the waste cannot return back to the feed tank. There is no external heater for heating the feed fluid while inside the feed tank.
Fora more complete understanding of the present invention, reference is now made to the following descriptions taken in conjunction with the accompanying drawings, in which:
The following description of the embodiments refers to the accompanying drawings. The same reference numbers in different drawings identify the same or similar elements. The following detailed description does not limit the invention. Instead, the scope of the invention is defined by the appended claims. The following embodiments are discussed, for simplicity, with regard to a single heat energized membrane disposed in an MD module. However, the embodiments to be discussed next are not limited to a single membrane, but may be applied to systems having plural heat energized membranes.
Reference throughout the specification to “one embodiment” or “an embodiment” means that a particular feature, structure or characteristic described in connection with an embodiment is included in at least one embodiment of the subject matter disclosed. Thus, the appearance of the phrases “in one embodiment” or “in an embodiment” in various places throughout the specification is not necessarily referring to the same embodiment. Further, the particular features, structures or characteristics may be combined in any suitable manner in one or more embodiments.
According to an embodiment, a novel MD module is introduced to alleviate the TP and sustain the MD net driving force by tailoring the membrane's surface in a way that it serves as a heated substrate to the feed flow by enhancing the evaporation process at a pore entrance. This will enable a direct energy supply to the vapor/liquid interface at the membrane surface and compensate for heat losses due to the TP. The associated mass transfer across the membrane is expected to significantly improve, leading to higher permeate fluxes. Moreover, the targeted heating of the feed flow which is in contact with the membrane's surface, requires less energy input as compared to the traditional configuration in which the heat is provided by the external heater to maintain a stable temperature of the entire bulk feed flow.
More specifically, according to an embodiment, as shown in
The heating layer 310 may include any one or a combination of a metal, alloy wire, and wireframe mesh with a high-resistivity and a low thermal coefficient of expansion (e.g., Ni—Cr alloy, Nichrome). The heating layer 310 is fully encapsulated into one or more insulator materials for preventing the feed flow, which is typically sea water, to chemically interact with the metallic material, to prevent energy and material waste through electrolysis. In the embodiment of
In the embodiment illustrated in
If the metal/alloy wire/wireframe mesh 310 is used as a support layer for the polymeric matrix 320, as shown in
The metal/alloy wire 311 can be shaped in various designs, e.g., spiral as shown in
According to another embodiment, as illustrated in
When the heating layer 610 is activated, it is expected to not only heat the feed flow near the surface of the membrane, but also to generate turbulence, in the feed channel, to enhance the feed channel hydrodynamics. The heating layer 610 may include one or more conductive materials with a high-resistivity and low-thermal coefficient of expansion. To avoid water electrolysis arising from the current passing through the heating layer while heating the feed flow, the heating layer 610 may be coated with a MgO/Al2O3 mixture to provide an electrical insulation 611 (schematically illustrated in
The membrane 600 is shown in
The heating element 610 is not in direct contact with the membrane 600 in this embodiment. In fact,
The localized heating discussed in the embodiments illustrated in
The concept of self-heating membranes has obtained improved flux results; however, all such approaches are based on manipulating the membrane surface properties. The membrane surface properties (such as wettability and adhesiveness) are crucial in ensuring the membrane functionality in MD. In addition, the stability of the coating material used by these attempts may degrade, leading to a decrease in the water flux and overall system performance, especially for larger scale applications. However, no studies have been proposed localized heating that does not affect the membrane surface properties. In the embodiments discussed herein, the heat energy is generated either inside the membrane, or just outside of the membrane, close to the feed membrane-liquid interface, using the electric heating layer. No modification of the membrane's surface is necessary, i.e., no nanoparticles need to be incorporated. By delivering the heat locally, a stable temperature regime can be maintained without manipulating the membrane's surface properties. As the heating layer only heats a thin layer of the feed flow at the membrane-liquid interface, the TP effect will decrease and hence the water vapor flux will increase, leading to a decrease in the specific energy consumption (improved gain output ratio, GOR) compared to the conventional bulk feed water heating.
The feed compartment 700, the membrane 600, and the permeate compartment 720 may be used in an MD system 800 as illustrated in
The heating layer 610 of the feed compartment 700 takes over the role of the external heater 146, and thus the heating layer 610 would directly heat the feed fluid 708 that is present inside the feed compartment 700. The power source 630 provides the necessary electrical energy to the heating layer 610 for heating the feed fluid 708. Because of this localized heating, no heat is lost at the feed tank 142 and/or along the piping system 148 when transporting the feed fluid 708, contrary to the traditional systems 100. A temperature sensor 842 may be provided inside or on the feed compartment 700 to monitor the temperature of the feed flow 708 next to the membrane 600. In one application, the temperature sensor 842 is placed between the membrane 600 and the heating layer 610, as illustrated in
While the heat is generated in the embodiment illustrated in
The inventors have discovered that instead of using the direct contact membrane distillation (DCMD) setup shown in
The system 1000 does not recirculate the feed flow 708 from the feed tank 142, after passing the feed compartment 700, back to the feed tank 142, as illustrated in
The system 1000 can be programmed with the computing system 870 to introduce an additional processing step, that was found by the inventors to be even more advantageous, as discussed later. For this modified process, after the feed fluid 708 have been processed in the feed compartment 700, the flush valve 1020 is instructed to open to remove the processed feed 1032 to the waste tank 1030. However, the flush valve 1020 now stays open for a longer time to allow the feed flow 708 to wash out or clean the surface of the membrane 600 from the salt accumulated there. In other words, while in the first configuration of the system 1000, the processed feed 1032 from the feed compartment 700 is simply replaced with fresh feed fluid 708, as the computing system 870 times the valve 1020 to allow only the volume of fluid occupying the feed compartment to exit the compartment into the waste tank 1030, in this modified configuration, the computing system extends that time so that unprocessed feed fluid 708 washes out the surface of the membrane 600 and goes into the waste tank 1030 without being processed. The amount of feed fluid 708 used to wash the surface of the membrane is selected as desired by the operator of the system. In addition, the frequency of flushing out the feed compartment is also selected by the operator of the system, and can be as often as the operator desires, e.g., 30 minutes. In this way, the membrane 600 is cleaned between two consecutive distillation steps.
Three-dimensional (3-D) numerical calculations were simultaneously performed for each tested MD configuration (100, 800, and 1000 with and without flushing) to estimate the heat transfer mechanism and the associated permeate flux enhancement. For these tests, a nichrome heating coil was used as the heating element for the configurations 800 and 1000, and the coil was placed in a circular shaped MD flow cell setup similar to the setup shown in
Four different configurations were tested using a large membrane surface area: (1) conventional DCMD system 100 with bulk heating (BH) as illustrated in
For the experiments performed with these configurations, Red Sea water (conductivity: 58 mS/cm) without any pretreatment was used as the feed fluid 708 and RO water (conductivity: 0.015 mS/cm) was used as the permeate flow 722. The DCMD process was conducted in a counter-current mode, and the feed and permeate fluids were supplied to the MD module from the corresponding feed and permeate tanks by using pumps with the flow rates of 300 mL/min and 280 mL/min, respectively. The feed flow rate was set to 20 mL/min more than the permeate flow to compensate for the flow effect of the pump assembly at elevated temperatures. The cooling and heating were achieved by circulation bathes. The feed and permeate fluid temperatures were set at 60° C. and 25° C., respectively. The inlet and outlet temperatures of the feed and permeate fluids were measured by 10K thermistors and recorded by the computing device 870. An additional 10K thermistor was used as a feedback control to maintain a stable feed water temperature of 60° C.
An acrylic MD module with the active membrane area of 0.0213 m2 (165 mm diameter) was fabricated by the inventors as shown in
The energy utilization was calculated in two ways: a) using an energy meter, and b) by applying the first law of thermodynamics using the temperature and flow values. Qin (kVV) is the total heat energy supplied to the MD system, as calculated from the energy meter reading. The total heat energy content of the feed water was utilized for three main processes: circulation, conduction and evaporation. The circulation heat Qcr (kVV) is the heat dissipated during the feed circulation process, which is the case only for the bulk heating configuration, i.e., system 100. The circulation heat is calculated from the temperature and flow values by subtracting it from the total heat content, Qin:
Q
cr
=Q
in−({dot over (m)}f*Cp*ΔT), (1)
where {dot over (m)}f is the mass flow rate of the feed water (kg/s), Cp is the specific heat energy of the water (4.2 kJ/kgK), and ΔT is the difference between the initial and final feed temperatures.
The heat distribution inside the MD module is made up of the heat transfer by conduction and heat transfer by evaporation. The heat transfer by evaporation (Qev, kW) was calculated according to the following equation:
Q
ev
={dot over (m)}
d
*h
fg (2)
where {dot over (m)}d is the mass flow rate (kg/s) of the water vapor across the membrane, and hfg is the enthalpy of the water vaporization (kJ/kgK).
The heat transfer by conduction (Qcd, kW) was calculated as follows:
Q
cd=({dot over (m)}f*Cp*ΔT)−Qev. (3)
The specific energy consumption (SEC, kWh/m3) is the energy consumed per 1 m3 of water production, and was calculated by using the following relation:
where Qin (kW) is the total electric heat energy supplied to the system, and ma is the mass of the distillate (kg).
The gain output ratio (GOR) represents the efficiency of a thermal desalination system. It is the ratio of the distillate water produced with the particular energy input. It is calculated using the following relation:
where hfg is the enthalpy of the vaporization heat of the water (kJ/kgK), md is the mass of the distillate (kg/s), and Qin is the energy input.
The permeate flux J (kg/m2 h) was calculated as follows:
where md is the mass of the distillate permeate water (kg), A is the membrane's active surface area (m2), and Δt is the MD time (h).
For the localized heating cross-flow configurations shown in
A conductivity meter 124 was used to monitor the permeate 722's conductivity to ensure the membrane's integrity during the MD runs. The permeate's conductivity was below 15 μS/cm during all experiments. To investigate the heating effect on a surface of a polymeric membrane, plural membranes were placed inside a corresponding module and heated locally to 60° C. The membranes were extracted and subjected to a range of surface characterization techniques to ensure no surface damage or loss in hydrophobicity occurred after the localized heating process. A scanning electron microscopy (SEM) was employed to observe the changes in the membrane's morphology. The samples were coated by a 4 nm iridium layer, and SEM imaging was performed at an acceleration voltage of 5 kV. A Fourier transform infrared (FT-IR) spectrometer with an attenuated total reflectance (ATR) attachment in a scanning range of 500 cm−1-4000 cm−1 was utilized to investigate the functional groups present on the membrane surfaces before and after the localized heating. The membrane hydrophobicity was determined by measuring the surface contact angles using a drop-shape analyzer.
A numerical model was utilized to predict the mass transport through the tested MD configurations. At the pore level, the mass transport through the membrane is primarily determined by the ratio of the mean free path of the water vapor molecules to the membrane pore diameter (Dp), referred to as the Knudsen number (Kn):
The water vapor mean free path (λ) can be determined as:
where kB is the Boltzmann constant (1.38·10−23 J/K), Pm is the mean average pressure in the membrane pores (Pa), Tm is the membrane surface's temperature, and σ is the water vapor collision diameter (0.2641 nm).
Depending on the value of Kn, three possible mass transfer modes exist as follows: (a) Knudsen diffusion (Kn>1) in which the molecular collisions with the walls dominate as compared to the gas-gas collisions, (b) Molecular diffusion (Kn<0.01) in which the frequency of the gas molecule collisions is much higher than those with the pore walls, and (c) Knudsen-Molecular diffusion (0.01<Kn<1) in which the frequency of the molecular collisions with the pore walls is similar to that of the gas-gas collisions (often referred to as “transitional regime”). Based on the membrane pore diameter, the Knudsen number was calculated to be Kn≈0.5. It implies that for the membrane used in the experiments, the mass transport mode is primarily determined by the Knudsen-molecular diffusion theory.
According to the Knudsen-Molecular diffusion theory, the flux of an ideal gas through a pore is directly proportional to that of the pressure difference according to the following equation:
J=C
m*(Pm,f−Pm,p), (9)
where Cm is the mass transfer coefficient (Lm−2 s−1 Pa−1), and Pm,f and Pm,p are the vapor pressures (Pa) of the feed and permeate on the membrane surface, respectively. The vapor pressure Pv (Pa) was calculated using Antoine's Equation for a given membrane surface temperature, Tm (K), as follows:
The mass transfer coefficient, Cm, was determined according to the kinetic theory to be:
where M, χ, ε, Dp, δ, D, PT, Pa, R and T are the molecular weight of the water molecule (kg/mole), membrane tortuosity, membrane porosity, pore radius (m), membrane thickness (m), water-air diffusion coefficient, average air pressure (Pa), total pressure (Pa), ideal gas constant (J/mole·K), and mean temperature (K), respectively.
In order to predict the membrane surface temperatures (Tm) on the feed and permeate sides, a conjugate heat transfer calculation coupled with the Navier-Stokes equation was performed on the exact replicate of the MD module and the system configurations which were used for these experiments. The computations were simultaneously coupled in the fluid domains (feed and permeate channels) with solid domain (membrane) by appropriate boundary conditions.
At each time-step, the conservation equations (3-dimensional mass, momentum and energy equations) were solved using the conjugate heat transfer formulation (see for example [11]). The spatial temperature distribution, flow velocity and pressure distribution were determined on each discretized control volume (total ˜30 million volumes) in all computation domains (feed, permeate and membrane). The surface temperature profiles were extracted to compute the vapor pressures as given by the empirical Antoine equation (see Eq. (10)). Based on the pressure difference, the permeate flux J (see Eq. (9)) at each time was computed using the Knudsen-molecular diffusion theory.
When the process was run in the localized heating cross-flow mode (i.e., system 800), a significant improvement in the permeate flux 1110 was observed as noted in
The localized heating dead-end mode for the system 1000, when run without flushing, exhibited significantly better MD performance than the localized heating cross-flow system 800, reaching the set feed temperature 1100 five times faster as compared with the bulk heating, as shown in
However, when the MD system 800 was operated in the localized heating cross-flow mode, the permeate flux 1120 decreased with the increase in the process time, as shown in
To address this issue, the system 1000 was also run in the “intermittent flush” configuration (localized heating dead-end with intermittent flush), in which the feed water inside the MD module is flushed at a predetermined time interval, e.g., 30 minutes, so that the accumulated fouling is washed away from the membrane surface and normal MD operation is then resumed. As a result, a maximum permeate flux 1120 of 9.8±1.6 kg/m2 h (see
Three-dimensional simulations were conducted to describe the localized heating for the various MD configurations discussed above and to expose the effect of the hydrodynamic conditions on the heat transfer process prevailing in each MD configuration. To allow for the comparison of the experimental and modelling results, all flow and geometric conditions as well as membrane properties were assumed similar to those utilized in the experimental MD runs. The localized heating dead-end with intermittent flush configuration was not simulated, as the flushing part requires a concentration polarization model to be implemented in the numerical framework, which was beyond the scope of this investigation. Nevertheless, for the first cycle of a localized heating dead-end with intermittent flush mode (system 1000), the hydrodynamics and thermal conditions inside the MD module are expected to be the same as for the localized heating dead-end configuration with no flushing.
Based on the determined hydrodynamic conditions and corresponding thermal snapshots inside the feed channels, when the feed temperature inside the feed channel reached its set point of 60° C., the stream traces inside the MD module were calculated and they were overlapped with the velocity magnitude. For the bulk heating and localized heating cross-flow configurations, the feed and permeate flow rates were kept the same as in the experimental runs. The only difference was that in the bulk heating mode, the inlet feed water temperature was set to 60° C. and the heating element was not powered, while in the localized heating mode the feed entered at 24° C. (ambient temperature), with the powered element turned on to provide the thermal heat flux of 14,000 W/m2 locally, near the membrane surface. For these two cases, the hydrodynamics (stream traces and velocity magnitudes) conditions were found to be similar. As the feed fluid entered the MD module, it traveled straight until the fluid encountered the central region with no heating coil filaments. Due to this design of the heating element, two vortices were trapped in the center of the heating coil and divided the whole incoming flow into the two sections. The recirculating region swept the majority of the module, with the low velocity having an epicenter at the center of the coil. Ahead of this recirculation region, the flow converged and exited out of the MD module. The highest velocity magnitude was observed in the middle region of the MD module. In general, a relatively low velocity magnitude of ˜0.01 m/s inside the feed channel was observed, with a narrow region in the center, achieving higher velocity magnitude in a range of ˜0.06 to 0.07 m/s. Since there is no inlet velocity in the case of the localized heating dead-end mode, the flow field evolution inside the feed channel was solely driven by the thermal convection which was generated by the heating coil. Consequently, the fluid movement was scattered, resulting in a significantly low-velocity magnitude (of about 0.001 m/s).
A thermal snapshot through the MD module was also determined. The thermal snapshot was extracted in the form of a spatial temperature distribution along a slice which was extracted from the top of the feed channel at a depth of 9 mm. This slice passed through the heating filament so that the associated thermal distribution and influence of the localized heating could be investigated. In the case of the bulk heating mode, the feed liquid was heated outside the MD module, as discussed above with regard to the system 100. Consequently, the highest temperature was observed in the central region of the MD module as the feed residence time in this region was shorter due to a higher fluid velocity, thereby allowing minimal heat dissipation. Contrarily, as indicated by the lower feed temperatures (less than the feed inlet temperature), more heat dissipation was observed in the low velocity regions with existed fluid recirculation.
In the case of the localized heating cross-flow (system 800), the spatial velocity and temperature distributions inside the module were completely reversed. As the incoming feed was not heated externally and the heating element was powered, the central region of the MD module had the lowest temperature (due to the design of the coil). Similar to the bulk heating mode, this effect was attributed to the higher feed flow velocity observed in this region, which did not allow enough residence time for the feed water to extract heat from the heating element. The low recirculating region, however, showed a significant increase in temperature with the maximum being in the range of 88° C.-96° C. due to a larger heat transfer caused by the increased fluid residence time. Furthermore, an asymmetry in the temperature distribution was observed in the left and right recirculating regions. For the localized heating dead-end case (system 1000), an effective uniform feed heating was achieved due to the no-flow condition. The feed in the vicinity of the heating coil was effectively heated and the void region of the coil (central region) had the lowest temperature.
The heat distribution inside the feed channel was primarily governed by the interaction between the heating coil and the incoming feed through the convection process. However, at the membrane surface, the evaporation and heat loss by conduction primarily resulted in the TP, which significantly altered the surface temperatures on the feed and permeate sides of the membrane. As known, the permeate flux which passes through the membrane pores, is solely dependent on the vapor pressure difference across the membrane. Therefore, the membrane surface temperature ultimately determines the performance of any MD configuration. To account for this effect, the spatial membrane surface temperatures were extracted and utilized to compute the vapor pressures using the Antione Equation (Eq. (10)). The permeate flux at each computational node on the surface was computed using the Knudsen-molecular diffusion.
The membrane surface temperatures at the feed and permeate sides, as well as the spatial fluxes, were calculated through the numerical model for the MD configurations of the 100, 800, and 1000 systems. For the case of the bulk heating (system 100), the central membrane region had the highest temperature of ˜60° C., whereas the majority of the other regions were characterized by lower temperatures in a range of 33° C.-45° C. The heat losses by conduction and evaporation were visible in the central region on the permeate side, where the permeate temperature increased locally. However, the highest permeate flux was still observed in the central region, which is attributed to the largest temperature gradient (corresponding to the highest vapor pressure difference) across the membrane surface.
Similarly, in the localized heating cross-flow configuration (powered heating element instead of fluid bulk heating, i.e., the system 800), lower temperatures on the feed side were observed in the central region on both the feed and permeate sides. Moreover, the high permeate flux region is interchanged, and higher local flux values were observed over a larger membrane surface area as compared to that of the bulk heating configuration.
The elevated permeate fluxes observed in the localized heating dead-end configuration of system 1000 were attributed to the more uniform heat transfer from the heating coil, which resulted in an increased feed water temperature (and corresponding temperature gradient) over a larger membrane surface area compared to the bulk heating configuration. As a result, the temperature gradient across the membrane and corresponding permeate fluxes were enhanced.
The spatial average values of the permeate fluxes over the membrane surface were further calculated and compared to those obtained during the actual MD experiments. As seen in
An energy analysis of the MD process for the various configurations introduced above is now discussed. Because the MD is a thermally driven process, it requires a liquid-vapor phase change energy, called enthalpy of vaporization, which is two to three orders of magnitude higher than the Gibbs energy of separation required in the RO process, i.e., 650 kWh/m3 versus 0.76 kWh/m3 (0% recovery) in RO. Furthermore, the reported SEC and GOR values of the MD system are in a range of 1 kWh/m3-9,000 kWh/m3 and 0.1-5, respectively.
The total heat energy content of the feed flow is consumed through three main processes: circulation, conduction, and evaporation. The circulation heat exists only in the case of bulk heating, and it was calculated to be around 36±4% of the total heat input. The circulation heat treated as wasted heat does not contribute to the distillation process. Unlike the bulk heating, the localized heating mode has an incorporated electric heating coil and no circulation heat loss.
Because the localized heating cross-flow maintained a stable temperature across the membrane, the thermal boundary layer existed in its minimum form with the least TP. The total heat energy utilized in the evaporation Qev and conduction Qcd across the membrane were calculated using Eqs. (2) and (3) and are shown in
The GOR values of the bulk heating and localized heating were calculated according to Eq. (5) and they are shown in
The SEC values for all four MD configurations were calculated according to Eq. (4) and are shown in
The local heating effects on the membrane were also investigated. Given that the heating coil inside the MD module is located next to the membrane surface, it was investigated whether the localized heating would impose any adverse effects on the surface of the polymeric membrane. The changes in the membrane's integrity and morphology were evaluated by a range of surface characterization techniques, including SEM, ATR FT-IR, and contact angle measurements. A comparison of the SEM images of a virgin membrane with the membrane subjected to localized heating revealed no changes in the surface morphology after the surface heating so that both images exhibited typical node-like PTFE structures. This observation was further supported by the results of the ATR FT-IR spectroscopy, in which both membrane surfaces produced characteristic PTFE bands at 1204 cm−1, 1150 cm−1 and 637 cm−1. These bands were ascribed to the asymmetrical stretching, symmetrical stretching and waggling of the CF2 groups, respectively.
The contact angle measurements revealed no significant difference between the virgin and after surface heating surfaces (135.1°±2.8 and 131.2°±1.1, respectively). Thus, it was concluded that the localized heating did not compromise the membrane integrity, nor affect its morphological properties.
Therefore, based on the results discussed above, it is concludes that the dead-end MD system 1000 with localized heating outperformed all the other configurations in terms of vapor flux and energy consumption, mainly due to the minimization of the TP caused by the temperature stratification occurring in the conventional MD process. The introduction of the intermittent flush to the dead-end configuration further improved the MD performance by reducing the membrane fouling and associated heat losses. Modeling results revealed that localized heating provides more uniform heat transfer across the membrane due to increased feed water temperature over a larger membrane area. As a result, the TP across the membrane was mitigated and corresponding permeate fluxes were enhanced. The dead-end localized heating configuration showed:
The surface characterization techniques confirmed no changes in membrane integrity and morphology after prolonged surface heating, which provides a promising new framework for sustainable MD development. Therefore, it is expected that the combined effect of the localized heating and the intermittent flush in dead-end mode to enable more sustainable MD for long-term operations by maintaining more stable vapor flux while alleviating membrane fouling and minimizing energy consumption.
A method for producing distilled water from a feed fluid is now discussed with regard to
The disclosed embodiments provide a dead-end membrane distillation system with localized interfacial heating for membrane distillation. It should be understood that this description is not intended to limit the invention. On the contrary, the embodiments are intended to cover alternatives, modifications and equivalents, which are included in the spirit and scope of the invention as defined by the appended claims. Further, in the detailed description of the embodiments, numerous specific details are set forth in order to provide a comprehensive understanding of the claimed invention. However, one skilled in the art would understand that various embodiments may be practiced without such specific details.
Although the features and elements of the present embodiments are described in the embodiments in particular combinations, each feature or element can be used alone without the other features and elements of the embodiments or in various combinations with or without other features and elements disclosed herein.
This written description uses examples of the subject matter disclosed to enable any person skilled in the art to practice the same, including making and using any devices or systems and performing any incorporated methods. The patentable scope of the subject matter is defined by the claims, and may include other examples that occur to those skilled in the art. Such other examples are intended to be within the scope of the claims.
This application claims priority to U.S. Provisional Patent Application No. 62/883,744, filed on Aug. 7, 2019, entitled “JOULE HEATING ENERGIZED MEMBRANE/MODULE FOR THERMALLY-DRIVEN EFFICIENT MEMBRANE DISTILLATION SYSTEMS,” the disclosure of which is incorporated herein by reference in its entirety.
Filing Document | Filing Date | Country | Kind |
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PCT/IB2020/057365 | 8/4/2020 | WO |
Number | Date | Country | |
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62883744 | Aug 2019 | US |