21 research outputs found
The concentration of assembly intermediates for three initial protein concentration scenarios:
<p>1) <b>[vp2]<sub>0</sub></b> = 1.2 M, <b>[vp6]<sub>0</sub></b> = 7.8 M and <b>[vp7]<sub>0</sub></b> = 7.8 M (stoichiometric ratios – white bars); 2) <b>[vp2]<sub>0</sub></b> = 1.2 M, <b>[vp6]<sub>0</sub></b> = 7.8 M and <b>[vp7]<sub>0</sub></b> = 0.78 M (limitation of vp7 – black bars); 3) <b>[vp2]<sub>0</sub></b> = 12 M, <b>[vp6]<sub>0</sub></b> = 7.8 M and <b>[vp7]<sub>0</sub></b> = 7.8 M (excess of vp2 – grey bars). The Gibbs free energy of vp2, vp6 and vp7 subunit association was assumed to be equal (<b>ΔG<sup>0</sup><sub>vp2,3-mer</sub></b> = <b>ΔG<sup>0</sup><sub>vp6,13-mer</sub></b> = <b>ΔG<sup>0</sup><sub>vp7,13-mer</sub></b> = −4.08 kcal.mol<sup>−1</sup>).</p
The effect of ΔG<sup>0</sup><sub>vp7,13-mer</sub> on RLP assembly efficiency when the initial protein concentration of vp2, vp6 and vp7 is 1.2 M, 7.8 M and 7.8 M, respectively, and the Gibbs free energy of vp2 and vp6 subunit association (ΔG<sup>0</sup><sub>vp2,3-mer</sub> and ΔG<sup>0</sup><sub>vp6,13-mer</sub>, respectively) is equal to −4.08 kcal.mol<sup>−1</sup>.
<p><b>ΔG<sup>0</sup><sub>vp7,13-mer</sub></b> varies between −4.08×[0.05 to 1.4] kcal.mol<sup>−1</sup>.</p
SLP assembly efficiency as function of the initial vp2 concentration, [vp2]<sub>0</sub>, for different Gibbs free energy of vp2 subunit association values, ΔG<sup>0</sup><sub>vp2,3-mer</sub>.
<p>The full line represents <b>ΔG<sup>0</sup><sub>vp2,3-mer</sub></b> = −4.08 kcal.mol<sup>−1</sup> as estimated by Zlotnick 1994, the dash lines represent <b>ΔG<sup>0</sup><sub>vp2,3-mer</sub></b>>−4.08 kcal.mol<sup>−1</sup> and the dot lines represent <b>ΔG<sup>0</sup><sub>vp2,3-mer</sub></b><−4.08 kcal.mol<sup>−1</sup>. <b>K<sub>d,app</sub></b> represents the pseudo-critical concentration that satisfies the constraint <b>[1]</b> (concentration of unassociated vp2 subunits at equilibrium - <b>[1]</b> = <b>[svp2]<sub>e</sub></b>) = <b>[20]</b> (complete SLP) = <b>K<sub>d,app</sub></b> at equilibrium for a specific <b>ΔG<sup>0</sup><sub>vp2,3-mer</sub></b>.</p
Kinetics of <i>in vitro</i> RLP assembly and disassembly by 90° light scattering.
<p>Transition of DLP to RLP under standard condition (TNC buffer at pH 5.5, 25°C, NaCl 0.1 M and Ca<sup>2+</sup> 1 mM) (graph A) and upon increase in pH (8 – graph B), Ca<sup>2+</sup> (5 mM – graph C), temperature (35°C – graph D) and NaCl (0.5 M – graph E). Dissociation of RLP to DLP at 25°C in TNC with 1 mM of EDTA (grey triangle) or in D-PBS with 1 mM of EGTA (black diamond) (graph F). The arrows indicate the times at which vp7 was added to DLP (graphs A to E) or the addition of chelating agents (graph F).</p
<i>In vitro</i> assembly and disassembly of RLPs.
<p><i>In vitro</i> assembly and disassembly of RLPs.</p
Response comparison of BSM crude sample and after purification.
<p>Association of BSM sample, as commercial available (●)and purified using size exclusion chromatography (SEC). Association responses for the two SEC peaks were evaluated, the full inverted triangles (▼) and the empty circles (○) correspond to peaks 1 and 2, respectively.</p
Figure raw data
The file provides the raw data of the figures 2-
Calibrations curves for BSM and MUC5B and assay validation.
<p>Illustrative binding curves for BSM (n = 3) <b>(A)</b> and MUC5B (n = 1) <b>(B)</b>. BSM calibration curve was performed at a higher concentration curve ranging 25 to 800 μg mL<sup>-1</sup>–800 μg mL<sup>-1</sup> (◇), 600 μg mL<sup>-1</sup> (◆), 400 μg mL<sup>-1</sup> (□), 200 μg mL<sup>-1</sup> (■), 100 μg mL<sup>-1</sup> (△), 50 μg mL<sup>-1</sup> (▼), 25 μg mL<sup>-1</sup> (○) and 0 μg mL<sup>-1</sup> (●). MUC5B calibration curve concentration ranged from 2.5 to 12 μg mL<sup>-1</sup>–12 μg mL<sup>-1</sup> (■), 8 μg mL<sup>-1</sup> (△), 5 μg mL<sup>-1</sup> (○), 2.5 μg mL<sup>-1</sup> (●) and 0 μg mL<sup>-1</sup> (▼). <b>(C)</b> Calibration curve of BSM—full dots (●) represent the values of the calibration curve and the empty triangles (△) correspond to samples with an unknown compared with the calibration curve. <b>(D)</b> Calibration curve of MUC5B –full dots (●) represent the values of the calibration curve. The standard error of the estimation associated with the linear regression is 0.07 nm (which corresponds to 2.71 μg mL<sup>-1</sup>) for BSM and 0.054 nm (which corresponds to 1.54 μg mL<sup>-1</sup>) for MUC5B.</p
Lectin selection, BSM/MUC5B lectin blotting and loading optimization.
<p>Representative curves for association response for BSM <b>(A)</b> and MUC5B <b>(B)</b> at 1.5 μg/mL for all lectins—MAL (●), PNA (○), SNA (▼), ALL (△), WGA (■), GNA (□) (n = 3). AAL lectin blots containing 2.5 μg of BSM <b>(C)</b> and 0.5 μg of MUC5B (<b>D</b>). Negative control with competitive sugar, 0.1 M L-Fuc, (AAL + Fuc), is shown for each mucin. <b>(E)</b> Optimal loading concentration (1.5 μg mL<sup>-1</sup>) was assessed for AAL lectin ranging 0.8 to 3.8 μg ml<sup>-1</sup> (n = 6).</p
Recovery of infectious particles (IP) and processing time for 10-fold concentration for the different pilot production and R&D UF devices.
<p>Recovery of infectious particles (IP) and processing time for 10-fold concentration for the different pilot production and R&D UF devices.</p