18 research outputs found
Slow Dynamics around a Protein and Its Coupling to Solvent
Solvent is essential for protein
dynamics and function, but its
role in regulating the dynamics remains debated. Here, we employ saturation
transfer electron spin resonance (ST-ESR) to explore the issue and
characterize the dynamics on a longer (from μs to s) time scale
than has been extensively studied. We first demonstrate the reliability
of ST-ESR by showing that the dynamical changeovers revealed in the
spectra agree to liquid–liquid transition (LLT) in the state
diagram of the glycerol/water system. Then, we utilize ST-ESR with
four different probes to systematically map out the variation in local
(site-specific) dynamics around a protein surface at subfreezing temperatures
(180–240 K) in 10 mol % glycerol/water mixtures. At highly
exposed sites, protein and solvent dynamics are coupled, whereas they
deviate from each other when temperature is greater than LLT temperature
(∼190 K) of the solvent. At less exposed sites, protein however
exhibits a dynamic, which is distinct from the bulk solvent, throughout
the temperature range studied. Dominant dynamic components are thus
revealed, showing that (from low to high temperatures) the overall
structural fluctuation, rotamer dynamics, and internal side-chain
dynamics, in turn, dominate the temperature dependence of spin-label
motions. The structural fluctuation component is relatively slow,
collective, and independent of protein structural segments, which
is thus inferred to a fundamental dynamic component intrinsic to protein.
This study corroborates that bulk solvent plasticizes protein and
facilitates rather than slaves protein dynamics
Effects of Anisotropic Nanoconfinement on Rotational Dynamics of Biomolecules: An Electron Spin Resonance Study
The development of nanostructured materials for next-generation
nanodevice technologies requires a better understanding of dynamics
of the objects as confined in nanospace. Here, we characterize the
rotational dynamics of a long (14-residue) proline-based peptide (approximately
4 nm in length) under anisotropic nanoconfinement using spin-labeling
CW/pulsed ESR techniques as well as spectral simulations. We show
by pulsed ESR experiments that the conformations of the peptide in
several different nanochannels and a bulk solvent are retained. Parameters
characterizing the dynamics of the peptide regarding temperature (200–300
K) and nanoconfinement are determined from nonlinear least-squares
fits of theoretical calculations to the multifrequency experimental
spectra. Remarkably, we find that this long helical peptide undergoes
a large degree of rotational anisotropy and orientational ordering
inside the nanochannels, but not in the bulk solvent. The rotational
anisotropy of the helical peptide barely changes with the nanoconfinement
effects and remains substantial, as the nanochannel diameter is varied
from 6.1 to 7.1 and 7.6 nm. This finding is advantageous for addressing
purposes of anisotropic nanoconfinement and for advancing our understanding
of the rotational dynamics of nano-objects as confined deeply inside
the nanostructures of materials
Concurrent Observation of Bulk and Protein Hydration Water by Spin-Label ESR under Nanoconfinement
Under
nanoconfinement the formation of crystalline ice is suppressed, allowing
the study of water dynamics at subfreezing temperatures. Here we report
a temperature-dependent investigation (170–260 K) of the behavior
of hydration water under nanoconfinement by ESR techniques. A 26-mer-long
peptide and the Bax protein are studied. This study provides site-specific
information about the different local hydrations concurrently present
in the protein/peptide solution, enabling a decent comparison of the
hydration moleculesthose that are buried inside, in contact
with, and detached from the protein surface. Such a comparison is
not possible without employing ESR under nanoconfinement. Though the
confined bulk and surface hydrations behave differently, they both
possess a transition similar to the reported fragile-to-strong crossover
transition around 220 K. On the contrary, this transition is absent
for the hydration near the buried sites of the protein. The activation
energy determined under nanoconfinement is found to be lower in surface
hydration than in bulk hydration. The protein structural flexibility,
derived from the interspin distance distributions <i>P</i>(<i>r</i>) at different temperatures, is obtained by dipolar
ESR spectroscopy. The <i>P</i>(<i>r</i>) result
demonstrates that the structural flexibility is strongly correlated
with the transition in the surface water, corroborating the origin
of the protein dynamical transition at subfreezing temperatures
Determination of the n3β-d structure.
<p>(a) The time-domain DEER data for the n3β-d (0.5 mM) in the studied conditions, including the vitrified bulk solvent (sol(s)/H<sub>2</sub>O) and the nanochannels (SBA15a and SBA15b). The gray lines represent the exponential baselines that best fit the DEER data. There are two insets. One displays a ribbon model for the n3β-d showing the spin-label side-chains at the 3rd and 9th sites of the peptide. The model was derived from a NMR study (PDB code: 1G04). The other inset shows the baseline-corrected DEER traces for the sol(s)/H<sub>2</sub>O and the SBA15a, and also the simulated DEER traces (in green color) using the obtained P(r)s. There are some distinct differences in the two traces. (b) The (normalized) interspin distance distributions of the n3β-d peptides in the conditions studied. The average distances of the three measurements are approximately the same, indicating the n3β structure remains roughly unchanged. A much-broadened P(r) for the bulk solution study is obtained due to the solvent heterogeneity. The inset shows the Pake doublets converted from the DEER data. (c) Cw-ESR spectra of the n3β-d at 50 K. The clustering, caused by the solvent heterogeneity at 50 K, is evidently observed in the cw-ESR spectra of the bulk solution study, but not in the nanochannel studies.</p
Water accessibility study of the PPm3-s by ESEEM.
<p>(a) Three-pulse ESEEM time-domain data (solid lines) after the removal of the exponential decaying function in the raw data. The modulation depth is directly correlated to the peak intensity of the FT-ESEEM and can be quantitatively characterized by the best-fit parameter <i>k<sub>D</sub></i> (cf. <a href="http://www.plosone.org/article/info:doi/10.1371/journal.pone.0068264#pone-0068264-t001" target="_blank">Table 1</a>). The dashed lines represent the theoretical fits to the experimental data using the equation described in <a href="http://www.plosone.org/article/info:doi/10.1371/journal.pone.0068264#pone-0068264-g003" target="_blank">Figure 3</a>. (b) The FT-ESEEM data for the PPm3-s in various deuterated conditions. The peaks correspond to the Larmor frequency of nucleus <sup>2</sup>H, indicating the PPm3-s is surrounded by D<sub>2</sub>O. The inset shows a ribbon model of a PPm3 variant carrying three spin labels.</p
Side-Chain Packing Interactions Stabilize an Intermediate of BAX Protein against Chemical and Thermal Denaturation
Bcl-2-associated X (BAX) protein
plays a gatekeeper role in transmitting
apoptotic signaling from cytosol to mitochondria. However, little
is known about its stability. This study reports a comprehensive investigation
on the stability of BAX using spin-label ESR, CD, and ThermoFluor
methods. Point mutations covering all of the nine helices of BAX were
prepared. ESR study shows that BAX can be divided into two structural
regions, each responding differently to the presence of guanidine
hydrochloride (GdnHCl). The N-terminal region (helices 1–3)
is denatured in 6 M GdnHCl, whereas the C-terminal region (helices
4–9) is resistant to the denaturing effects. The far-UV CD
spectra show an appreciable amount of helical content of BAX at high
temperatures. The magnitude of the near-UV CD signal is increased
with increasing temperature in either 0 or 6 M GdnHCl, indicating
an enhancement of aromatic side-chain packing in the C-terminal region.
Taken together with ThermoFluor results, we show that a core interior,
wherein aromatic interactions are highly involved, within the C-terminal
region plays an important role in stabilizing BAX against the denaturing
effects. Collectively, we report a highly stable, indestructible intermediate
state of BAX. Side-chain packing interactions are shown to be the
major stabilizing force in determining BAX structure
Long-range water accessibility study by ESE.
<p>The theoretical fits (red lines) to the ESE experimental data (blue lines) using a stretched exponential function (see <a href="http://www.plosone.org/article/info:doi/10.1371/journal.pone.0068264#pone-0068264-t001" target="_blank">Table 1</a>) as previously described. <a href="http://www.plosone.org/article/info:doi/10.1371/journal.pone.0068264#pone.0068264-Huang1" target="_blank">[11]</a> The results for the n3β-s and PPm3-s are shown in (a) and (b), respectively. The decay signals acquired by the ESE experiments were fitted over the maxima of the deuterium modulation as described in Zecevic et al. <a href="http://www.plosone.org/article/info:doi/10.1371/journal.pone.0068264#pone.0068264-Zecevic1" target="_blank">[32]</a> to minimize the influence from destructive interference of nuclear modulations. The obtained values of the T<sub>M</sub> (in ns) and stretching exponent x are shown in <a href="http://www.plosone.org/article/info:doi/10.1371/journal.pone.0068264#pone-0068264-t001" target="_blank">Table 1</a>. The T<sub>M</sub> values can be directly used to yield the surrounding proton density (<i>C<sub>ex</sub></i>; cf. Eq. 2) within the range of ∼2 nm from a nitroxide spin.</p
Parameters obtained in the analyses of the ESE and ESEEM data.<sup>§</sup>
§<p>Estimated errors: 5%(T<sub>M</sub>), 10%(x), 13% (<i>C<sub>ex</sub></i>), 5% (<i>k<sub>D</sub></i>), 10% (Π). Abbreviations: <b>n3-s-a</b> (the n3-s is within SBA15a containing pure water); <b>n3-s-b</b> (the n3-s is within SBA15b containing pure water); <b>n3-s-sol(s)</b> (the n3-s is in a vitrified bulk solvent containing 40 wt% sucrose, (s), in D<sub>2</sub>O or H<sub>2</sub>O); <b>PPm3-s-sol(g)</b> (PPm3-s is in a vitrified bulk solvent containing 40v/v% glycerol in H<sub>2</sub>O; deuterated glycerol is used if the solvent is D<sub>2</sub>O, a condition of which is represented by sol(dg)/D<sub>2</sub>O in main text); <b>PPm3-s-sol(s)</b> (PPm3-s is in a vitrified bulk solvent containing 40 wt% sucrose in D<sub>2</sub>O or H<sub>2</sub>O). In all of the experiments, the surface group of the nanochannels is modified to –SiOD in advance if D<sub>2</sub>O is used. See Method for details.</p>#<p>The values of T<sub>M</sub> and x are obtained in the analysis of the pulsed ESE measurements using a stretched exponential function, , where τ is the time between the two pulses, x the exponent, and Y(0) is the echo intensity at τ = 0. The obtained values are used to yield <i>C<sub>ex</sub></i> using Eq. (2). The <i>C<sub>ex</sub></i> represents ESE-based water accessibility within the range of ∼2 nm from the nitroxide spin.</p>¶<p>The <i>k<sub>D</sub></i> values are obtained in the theoretical analysis of the ESEEM measurements as described in <a href="http://www.plosone.org/article/info:doi/10.1371/journal.pone.0068264#pone-0068264-g003" target="_blank">Figure 3</a>. The best-fit values for the damping constant (<i>τ<sub>0</sub></i>) and phase (φ) are very close together (2.9∼3.0). The Π represents ESEEM-based water accessibility within the range of ∼0.35 nm from the nitroxide spin.</p
Determination of the n3α-d structure.
<p>(a) The time-domain DEER signals of the studied conditions. The gray lines represent the exponential baselines that best fit the data. Inset shows a ribbon model of the n3α-d derived from NMR data (PDB code: 1M25). (b) The P(r) distributions extracted from the time-domain DEER data by the Tikhonov regularization analysis. The average distances (∼2.0 nm) are consistent with the expectation. (c) The cw-ESR spectra of the n3α-d. The spectra of the bulk solution studies are characterized by a broader linewidth and the spectral heterogeneity (indicated by arrows) as compared to the spectra of the nanochannel studies.</p
Cs<sub>3</sub>UGe<sub>7</sub>O<sub>18</sub>: A Pentavalent Uranium Germanate Containing Four- and Six-Coordinate Germanium
A pentavalent uranium germanate, Cs<sub>3</sub>UGe<sub>7</sub>O<sub>18</sub>, was synthesized under high-temperature, high-pressure
hydrothermal
conditions at 585 °C and 160 MPa and structurally characterized
by single-crystal X-ray diffraction and infrared spectroscopy. The
valence state of uranium was confirmed by X-ray photoelectron spectroscopy
and electron paramagnetic resonance. The room-temperature EPR spectrum
can be simulated with two components using an axial model that are
consistent with two distinct sites of uranium(V). In the structure
of the title compound, each <sup>[6]</sup>GeO<sub>6</sub> octahedron
is bonded to six three-membered single-ring <sup>[4]</sup>Ge<sub>3</sub>O<sub>9</sub><sup>6–</sup> units to form germanate triple
layers in the <i>ab</i> plane. Each layer contains nine-ring
windows; however, these windows are blocked by adjacent layers. The
triple layers are further connected by UO<sub>6</sub> octahedra to
form a three-dimensional framework with intersecting six-ring channels
along the ⟨11̅0⟩ directions. The Cs<sup>+</sup> cation sites are fully occupied, ordered, and located in the cavities
of the framework. Pentavalent uranium germanates or silicates are
very rare, and only two uranium silicates and one germanate analogue
have been published. However, all of them are iso-structural with
those of the Nb or Ta analogues. In contrast, the title compound adopts
a new structural type and contains both four- and six-coordinate germanium.
Crystal data of Cs<sub>3</sub>UGe<sub>7</sub>O<sub>18</sub>: trigonal, <i>P</i>3̅<i>c</i>1 (No. 165), <i>a</i> = 12.5582(4) Å, <i>c</i> = 19.7870(6) Å, <i>V</i> = 2702.50(15) Å<sup>3</sup>, <i>Z</i> =
6, <i>D</i><sub>calc</sub> = 5.283 g·cm<sup>–3</sup>, μ(Mo Kα) = 26.528 mm<sup>–1</sup>, <i>R</i><sub>1</sub> = 0.0204, <i>wR</i><sub>2</sub> = 0.0519 for
1958 reflections with <i>I</i> > 2σ(<i>I</i>). GooF = 1.040, ρ<sub>max,min</sub> = 1.018,
and −1.823 e·Å<sup>–3</sup>