16 research outputs found

    Antifouling Cellulose Hybrid Biomembrane for Effective Oil/Water Separation

    No full text
    Oil/water separation has been of great interest worldwide because of the increasingly serious environmental pollution caused by the abundant discharge of industrial wastewater, oil spill accidents, and odors. Here, we describe simple and economical superhydrophobic hybrid membranes for effective oil/water separation. Eco-friendly, antifouling membranes were fabricated for oil/water separation, waste particle filtration, the blocking of thiol-based odor materials, etc., by using a cellulose membrane (CM) filter. The CM was modified from its original superhydrophilic nature into a superhydrophobic surface via a reversible addition–fragmentation chain transfer technique. The block copolymer poly­{[3-(trimethoxysilyl)­propyl acrylate]-<i>block</i>-myrcene} was synthesized using a “grafting-from” approach on the CM. The surface contact angle that we obtained was >160°, and absorption tests of several organic contaminants (oils and solvents) exhibited superior levels of extractive activity and excellent reusability. These properties rendered this membrane a promising surface for oil/water separation. Interestingly, myrcene blocks thiol (through “-ene-” chemistry) contaminants, thereby bestowing a pleasant odor to polluted water by acting as an antifouling material. We exploited the structural properties of cellulose networks and simple chemical manipulations to fabricate an original material that proved to be effective in separating water from organic and nano/microparticulate contaminants. These characteristics allowed our material to effectively separate water from oily/particulate phases as well as embed antifouling materials for water purification, thus making it an appropriate absorber for chemical processes and environmental protection

    Single-molecule study of full-length NaChBac by planar lipid bilayer recording

    No full text
    <div><p>Planar lipid bilayer device, alternatively known as BLM, is a powerful tool to study functional properties of conducting membrane proteins such as ion channels and porins. In this work, we used BLM to study the prokaryotic voltage-gated sodium channel (Na<sub>v</sub>) NaChBac in a well-defined membrane environment. Na<sub>v</sub>s are an essential component for the generation and propagation of electric signals in excitable cells. The successes in the biochemical, biophysical and crystallographic studies on prokaryotic Na<sub>v</sub>s in recent years has greatly promoted the understanding of the molecular mechanism that underlies these proteins and their eukaryotic counterparts. In this work, we investigated the single-molecule conductance and ionic selectivity behavior of NaChBac. Purified NaChBac protein was first reconstituted into lipid vesicles, which is subsequently incorporated into planar lipid bilayer by fusion. At single-molecule level, we were able to observe three distinct long-lived conductance sub-states of NaChBac. Change in the membrane potential switches on the channel mainly by increasing its opening probability. In addition, we found that individual NaChBac has similar permeability for Na<sup>+</sup>, K<sup>+</sup>, and Ca<sup>2+</sup>. The single-molecule behavior of the full-length protein is essentially highly stochastic. Our results show that planar lipid bilayer device can be used to study purified ion channels at single-molecule level in an artificial environment, and such studies can reveal new protein properties that are otherwise not observable in <i>in vivo</i> ensemble studies.</p></div

    Single-molecule recording of NaChBac for Na<sup>+</sup> conductance determination.

    No full text
    <p>(A) The voltage protocol used for the recording. The channel was first hold at -80 mV for 0.2 sec, followed by a step to an incremented voltage (from -80 mV to 80 mV) for 10 sec and then back to -80 mV. In one experiment the voltage protocol was repeated 5 times and the data pooled for analysis. (B) A representative trace of the recording at +35 mV. Three conducting levels are observed. (C-E). Zoom-in image of (B) as indicated by the blue bars in (B) to show each of the three conducting levels.</p

    Ionic selectivity of NaChBac at single-molecule BLM recording.

    No full text
    <p>(A) Schematic representation of the bi-ionic setup. (B) Schematic representation of the voltage ramp protocol. (C) Current traces under the Na<sup>+</sup>/K<sup>+</sup> condition. A total of 100 current traces are overlaid and shown in black. The average trace is highlighted in red. Arrowhead indicates the E<sub>rev</sub>. An exemplary trace showing no K<sup>+</sup> conductance is highlighted in blue. (D) Current traces under the Na<sup>+</sup>/Ca<sup>2+</sup> condition. Note there are two proteins in this recording. Highlighted traces and arrowhead have the same meaning as (C).</p

    Single-channel conductance and open probability analysis of NaChBac.

    No full text
    <p>(A) Representative I-V plot of NaChBac obtained from single-channel recording. Data points are summarized from single-channel event analysis. If no data point displayed, it means that not enough events were found in that particular voltage step. While L1 (red square) opened in both positive and negative step voltage, L3 (green triangle) and L2 (blue diamond) open less frequently at negative step voltage. (B) Distribution of the open probability of the three sub-states at different voltage based on the same experiment of (A). Data were analyzed by all-point current histogram. (C) The total open probability of NaChBac depends on the holding voltage.</p

    Macroscopic current recording of NaChBac under varied buffer conditions.

    No full text
    <p>(A) The voltage step protocol used for the recording. (B) An exemplary current trace when a voltage step of +60 mV was applied under the buffer condition of 150/150 mM NaCl. Note that majority of the channels stay open at -120 mV for the first ~3.4 sec. (C) A magnified view of the dotted blue box in (B) showing opening events of individual channels. (D) The I-V plots of single opening events obtained from macroscopic current recording. (E) Relationship between the unitary conductance and the [NaCl] in the buffer.</p

    Schematic representation of the BLM setup and the structure of prokaryotic Na<sub>v</sub>.

    No full text
    <p>(A) The BLM sample chamber and the amplifier. The reference electrode is connected to the <i>trans</i> chamber through a salt bridge and the command electrode is connected to the <i>cis</i> chamber. (B) Top-view of the structure of a full-length prokaryotic Na<sub>v</sub>. The four monomers, highlighted in different colors, assemble along each other to form the ionic conducting pore in the center of the tetrameric structure. Picture is generated based on the X-ray crystal structure of Na<sub>v</sub>Rh (PDB ID 4DXW) [<a href="http://www.plosone.org/article/info:doi/10.1371/journal.pone.0188861#pone.0188861.ref007" target="_blank">7</a>]. (C) Side-view of the same structure in (B). (D) Schematic illustration comparing the structure of eukaryotic and prokaryotic Na<sub>v</sub>s. The four arginine residues on S4 that are responsible for the voltage sensing are denoted by “+” signs. N and C denote the N- and C- termini, respectively.</p

    Effects of pH on functional activity of influenza vaccine.

    No full text
    <p>Hemagglutinating activity of vaccine in osmolyte solution (Δ = −150, 0, 150, 300, and 500 mosM) was measured after 1, 5, 15, 30, 60, 90, and 120 min of incubation at pH 2.0 and 37°C, and the remaining activity relative to control (pH 7.0 and 4°C) is plotted as a function of time. No HA activity decrease was observed by increasing temperature to 37°C (pH 7.0) during measurements. (Mean ± SD; <i>n</i> = 8–16.).</p

    Stopped-flow light scattering (SFLS) measurement of osmotic behavior of liposomes.

    No full text
    <p>(A) Time course of SFLS analysis of phosphatidylcholine (PC)-liposomes. Liposome suspension was exposed to osmolyte solutions containing different concentrations of sucrose in a SFLS apparatus and the resulting changes in scattered light intensity (I) were recorded at 546 nm for 0.8 s. Osmotic stress (Δ = C<sub>ex</sub> – C<sub>in</sub>) was controlled by changing osmolarity (osM = 1000×milliosmolarity (mosM)) of both internal (C<sub>in</sub>) and external (C<sub>ex</sub>) medium of liposomes. (B) Rate constant (<i>k</i> [1/s]) as a function of osmotic stress. The relative light scattering data (I<sub>rel</sub> = I/I<sub>0</sub>, I<sub>0</sub>: initial intensity at time zero, I: intensity at time t) were curve-fitted using the equation I = a+b·e<sup>–<i>k</i>·t</sup> where a and b are constants and <i>k</i> is a rate constant, and corresponding rate constants were presented as the mean ± standard deviation (SD) (<i>n</i> = 54). Hyper-osmotic (Δ>0) shrinkage and hypo-osmotic (Δ<0) swelling of liposomes result in an increase and a decrease of light scattering intensity, respectively.</p

    The effects of temperature and pH on the time-dependent osmotic response of inactivated A/PR/8/34 influenza virus vaccine.

    No full text
    <p>The osmotic shrinkage behavior of the virus was investigated at five different temperatures (4, 15, 25, 31, and 37°C) by applying a hyper-osmotic gradient of 300 milliosmolarity (i.e., Δ = 300 mosM or 0.3 osM) with different pH sucrose solutions (pH 2.0 and 7.0). 8-s (A, C) and 160-s (B, D) scan of SFLS of influenza vaccine in response to sucrose solution at pH 7.0. (A, B) and 2.0 (C, D). (i) I<sub>rel</sub> of SFLS spectra are offset to highlight the differences, but the relative intensity scale is identical for all spectra. (ii) V<sub>rel</sub> of influenza vaccine corresponding to SFLS in part (i). Osmotic gradient (Δ) corresponding to I<sub>rel</sub> at each time point was calculated from equations in <a href="http://www.plosone.org/article/info:doi/10.1371/journal.pone.0066316#pone.0066316.s001" target="_blank">Figure S1</a> using Wolfram|Alpha (<a href="http://www.wolframalpha.com" target="_blank">www.wolframalpha.com</a>), and V<sub>rel</sub> was calculated using Δ from equations shown in <a href="http://www.plosone.org/article/info:doi/10.1371/journal.pone.0066316#pone-0066316-g002" target="_blank">Figures 2A and 2B</a>. (E) Rate constant (<i>k</i>) at the primary shrinkage phase as a function of temperature (Mean ± SD; <i>n</i> = 96). (F) Onset time for the secondary shrinkage (t<sub>2nd</sub>) as a function of temperature (Mean ± SD; <i>n</i> = 42). Data (A(i) and C(i)) were curve-fitted to the equation in <a href="http://www.plosone.org/article/info:doi/10.1371/journal.pone.0066316#pone-0066316-g001" target="_blank">Figure 1B</a>.</p
    corecore