2022
DOI: 10.1002/pro.4431
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Multiple pore lining residues modulate water permeability of GlpF

Abstract: The water permeability of aquaporins (AQPs) varies by more than an order of magnitude even though the pore structure, geometry, as well as the channel lining residues are highly conserved. However, channel gating by pH, divalent ions or phosphorylation was only shown for a minority of AQPs. Structural and in silico indications of water flux modulation by flexible side chains of channel lining residues have not been experimentally confirmed yet. Hence, the aquaporin “open state” is still considered to be a cont… Show more

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Cited by 7 publications
(9 citation statements)
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References 107 publications
(249 reference statements)
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“…LUVs were subjected to a hyperosmotic solution (working buffer + 200 m m sucrose) in a stopped‐flow apparatus (SFM‐300 or m‐SFM, Bio‐Logic, Claix, France) at 277 or 295 K. The intensity of scattered light was monitored at 90° at a wavelength of 546 nm. [ 12,24,43 ] Water permeabilities ( P f ) through vesicles with a hyper osmotic gradient c s were calculated utilizing the analytical solution [ 23,44 ] Vt=V0c0c0+cnormals1+Lcsc0expcsc0t·SPnormalfVnormalw()c0+cs2V0c0$$\begin{eqnarray} V\ \left( t \right) = {V}_0\ \frac{{{c}_0}}{{{c}_0 + {c}_{\rm{s}}}}\left( {1 + L\left( {\frac{{{c}_{\rm{s}}}}{{{c}_0}}{\rm{exp}}\left( {\frac{{{c}_{\rm{s}}}}{{{c}_0}} - t \cdot \frac{{S{P}_{\rm{f}}{V}_{\rm{w}}{{\left( {{c}_0 + {c}_{\rm{s}}} \right)}}^2}}{{{V}_0{c}_0}}} \right)} \right)} \right)\nonumber\hspace*{-10pt}\\ \end{eqnarray}$$with inner vesicle osmolarity c 0 , Lambert function L , the surface area of lipid vesicles S , the molar volume of water V w , and V 0 the water volume at time t = 0. For estimating the volume V ( t ) the measured scattered light intensity ( I ( t )) was Taylor approximated in the form [ 44 ] I0.33em()tbadbreak=agoodbreak+bV()tgoodbreak+dVt2$$\begin{equation}I\ \left( t \right) = a + bV\left( t \right) + dV{\left( t \right)}^2\end{equation}$$with abadbreak=I()goodbreak−b·()V0c0c0+cnormalsgoodbreak−d·V0...…”
Section: Methodsmentioning
confidence: 99%
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“…LUVs were subjected to a hyperosmotic solution (working buffer + 200 m m sucrose) in a stopped‐flow apparatus (SFM‐300 or m‐SFM, Bio‐Logic, Claix, France) at 277 or 295 K. The intensity of scattered light was monitored at 90° at a wavelength of 546 nm. [ 12,24,43 ] Water permeabilities ( P f ) through vesicles with a hyper osmotic gradient c s were calculated utilizing the analytical solution [ 23,44 ] Vt=V0c0c0+cnormals1+Lcsc0expcsc0t·SPnormalfVnormalw()c0+cs2V0c0$$\begin{eqnarray} V\ \left( t \right) = {V}_0\ \frac{{{c}_0}}{{{c}_0 + {c}_{\rm{s}}}}\left( {1 + L\left( {\frac{{{c}_{\rm{s}}}}{{{c}_0}}{\rm{exp}}\left( {\frac{{{c}_{\rm{s}}}}{{{c}_0}} - t \cdot \frac{{S{P}_{\rm{f}}{V}_{\rm{w}}{{\left( {{c}_0 + {c}_{\rm{s}}} \right)}}^2}}{{{V}_0{c}_0}}} \right)} \right)} \right)\nonumber\hspace*{-10pt}\\ \end{eqnarray}$$with inner vesicle osmolarity c 0 , Lambert function L , the surface area of lipid vesicles S , the molar volume of water V w , and V 0 the water volume at time t = 0. For estimating the volume V ( t ) the measured scattered light intensity ( I ( t )) was Taylor approximated in the form [ 44 ] I0.33em()tbadbreak=agoodbreak+bV()tgoodbreak+dVt2$$\begin{equation}I\ \left( t \right) = a + bV\left( t \right) + dV{\left( t \right)}^2\end{equation}$$with abadbreak=I()goodbreak−b·()V0c0c0+cnormalsgoodbreak−d·V0...…”
Section: Methodsmentioning
confidence: 99%
“…LUVs were subjected to a hyperosmotic solution (working buffer + 200 mm sucrose) in a stopped-flow apparatus (SFM-300 or m-SFM, Bio-Logic, Claix, France) at 277 or 295 K. The intensity of scattered light was monitored at 90°at a wavelength of 546 nm. [12,24,43] Water permeabilities (P f ) through vesicles with a hyper osmotic gradient c s were calculated utilizing the analytical solution [23,44]…”
Section: Water Permeability Estimationmentioning
confidence: 99%
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“…Escherichia coli glycerol facilitator (GlpF) is a channel protein for selectively transporting sugar alcohols, demonstrating a high degree of stereoselectivity in this function. 88 Additionally, they incorpo- rated "active surfaces" produced by the immobilization of polymer/protein nanoreactors onto a solid support, enabling the selective and sensitive detection of sugar alcohols. 53 These specialized nanoreactors were constructed by encapsulating ribitol dehydrogenase within polymersomes and embedding GlpF into membrane.…”
Section: Insertion Of Biomacromolecules Into Amentioning
confidence: 99%
“… OmpF underwent point mutation to introduce cysteine residues at locations inside the channel (OmpF-M), to which Gala3 peptides, undergoing reversible pH-sensitive conformational alterations, were bound, forming biovalves that acted as “gates” reversibly from an open to a closed state for controlling the in situ activity within compartments. Escherichia coli glycerol facilitator (GlpF) is a channel protein for selectively transporting sugar alcohols, demonstrating a high degree of stereoselectivity in this function . Additionally, they incorporated “active surfaces” produced by the immobilization of polymer/protein nanoreactors onto a solid support, enabling the selective and sensitive detection of sugar alcohols .…”
Section: Preparation Of Membrane-compartmentalized Polymersomesmentioning
confidence: 99%