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* Biophysics Graduate Group, University of California, Davis, California;
Manuel Lujan Neutron Scattering Center, Los Alamos National Laboratory, Los Alamos, New Mexico;
Department of Chemical Engineering and Material Science, University of California, Davis, California; and
Center for Neutron Research, National Institute of Standards and Technology, Gaithersburg, Maryland
Correspondence: Address reprint requests to Tonya Kuhl, University of California at Davis, Dept. of Chemical Engineering, 1 Shields Ave., Davis, CA 95616. Tel.: 530-754-5911; E-mail: tlkuhl{at}ucdavis.edu.
| ABSTRACT |
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| INTRODUCTION |
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Because of its detrimental effect on health, cholera toxin has been the focus of many studies. Several different methods have shown that the B5 portion of the toxin is responsible for binding to lipid membranes containing GM1. Experiments involving electron microscopy, ellipsometry, and flow cytometry indicate that cholera toxin has minimal nonspecific adsorption to lipid membranes in the absence of GM1 (Lauer et al., 2002
; Ribi et al., 1988
; Venienbryan et al., 1998
). Flow cytometry has further shown that CTAB5 binds to GM1 with a 100-fold larger affinity than CTB5 (Lauer et al., 2002
). Because binding is multivalent (one B-monomer per GM1), off-rates of the toxin are slow. If the concentration of GM1 receptor is large enough, it is possible for macroscopic, two-dimensional cholera toxin crystals to be assembled with high coverage (Venienbryan et al., 1998
). At the molecular level, atomic force microscopy studies have shown that CTB5 binds to GM1-rich domains of lipid bilayers (Yuan and Johnston, 2000
, 2001
). Electron microscopy, impedance spectroscopy, and surface plasmon resonance have shown with moderate confidence that the A-unit faces away from the lipid layer when bound (Ribi et al., 1988
; Terrettaz et al., 1993
).
In the last few years there has been an increased interest in using neutron reflectivity (NR) to study biological or biomimetic thin films. NR is a novel method for characterizing protein adsorption and penetration into lipid layers. The technique allows the average structure of a thin film at an interface to be determined (depth profiling). Averaging over an area of a few square centimeters, NR is sensitive to the structure of homogeneous samples with Ångstrom resolution. However, a smooth, planar geometry is required for detection of the reflected neutron beam. This constraint prevents NR from being used on actual cells. Nevertheless, model biological membranes (at the air-liquid and solid-liquid interface) can be designed to mimic the structure and function of cellular membranes under physiological conditions (Krueger, 2001
). Compared to other structural characterization techniques, NR has the ability to observe a system in its native state and does not require fixation, staining, or low vacuum. Studies have investigated protein adsorption (including protein/surfactant mixtures), model biomembranes (Krueger et al., 2001
; Majkrzak et al., 2000
), and the nature of protein-membrane interactions. Krueger's review (2001)
provides an excellent summary of previous studies on biomembranes and protein-membrane interactions using NR. For example, NR has been used to show the importance of metal ion chelation in myoglobin adsorption to lipid monolayers at the air-water interface (Kent et al., 2002
). NR combined with x-ray scattering techniques has been used to observe the reconstitution of supramolecular S-layer protein self-organization at a lipid interface (Weygand et al., 2002
, 1999
). NR has also been used to study lipid-solvent interactions to determine the hydration of phosphatidylcholine headgroups by D2O as a function of surface pressure and lipid phase (Naumann et al., 1995
). Combined with other techniques such as x-ray reflectivity, x-ray grazing incidence diffraction, fluorescence microscopy, atomic force microcopy, and surface force apparatus measurements, NR is a powerful tool for characterizing the structure of thin biomimetic films.
We have used neutron reflectivity to characterize the structure of lipid monolayers with cholera toxin bound in its native state to its receptor, GM1. At a resolution of a few Ångstroms, the glycol-lipid extension of GM1 (cholera toxin's lipid receptor), the orientation of the bound cholera toxin molecule, and the distance between the protein layer and the lipid layer have been identified. Our studies performed at the air-liquid interface along with previous knowledge of the three-dimensional crystal structure of CTAB5 and CTB5 at 2.5 Å resolution (Zhang et al., 1995a
,b
) have provided an opportunity to examine and compare the correlations between structure and function of the toxin.
| EXPERIMENTAL |
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1.2 mg/mL), mixed to obtain a 80:20 mol ratio, and deposited on H2O or D2O buffer (170 mM NaCl, 1.4 mM NaN3, 0.3 mM EDTA, 15 mM Trizma-HCl, pH = 5.56.1) subphase. The molar composition of the monolayer, surface pressure of 20 mN/m, and temperature of 20°C were held constant for all experiments reported here.
Neutron reflectivity
Reflectivity, R, is defined as the intensity ratio of neutrons elastically and specularly scattered from the surface relative to the incident neutron beam. When measured as a function of wave-vector transfer (Qz = |koutkin| = 4
sin
/
, where
is the angle of incidence and
is the wavelength of the neutron beam), the reflectivity curve contains information regarding the sample-normal profile of the in-plane average of the coherent scattering length densities. Using a 4.75 Å wavelength neutron beam, the reflectivity as a function of Qz values from 0.01 to 0.24 Å1 was determined with reasonable statistics to values of R =
106. Typical scanning times for this Qz range were 3 h. The reflected neutrons were counted using an Ordela position-sensitive 3He detector (Ordela, Oak Ridge, TN). The data was reduced and plotted as
versus the perpendicular scattering vector, Qz (this accounts for a sharp
decrease of the reflectivity due to the Fresnel's law). The error bars on the data represent the statistical errors in the measurements (standard deviation,
R) where the uncertainty in the Qz resolution,
, was nearly constant over this scattering vector range. Analysis on the measured reflectivity curves was performed using two methods. The first method was a cubic ß-spline fitting routine (Pedersen and Hamley, 1994
). In this case, the best fit to the experimentally obtained reflectivity profile was obtained without user-defined constraints based on physical characteristics of the system. In the second method, the structural components of the system were divided into homogeneous molecular slabs or boxes of different scattering length density. These boxes, which physically represent different portions of the lipid-protein layers, were then refined using a least-squared method (Parratt, 1954
). As a result, the second method provides the thickness of each layer (box), scattering length density (ß(z)), and adjacent interfacial roughness, enabling the structural components perpendicular to the interface to be resolved. In general, consistency between the two models indicates a good representation of the system in real-space.
| RESULTS AND DISCUSSION |
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0.16 Å1 and the thickness of the lipid monolayer is
40 Å. This corresponds to the total thickness at the interface, including the GM1 saccharide region. Second, when either CTB5 or CTAB5 bind to the monolayer there is a shift in the interference maximum to smaller Qz values (
0.1 Å1), due to a
23 Å increase in thickness at the interface from protein binding. This total thickness of 60 Å corresponds to the monolayer and protein thickness. More quantitative details can be obtained using both box model and cubic ß-spline fits to the data. The scattering length density profiles, ß(z), obtained from the box model fits (solid and dashed curves) are shown in Fig. 1 B and reported in Table 1. Fig. 1 C shows the ß(z) from the cubic ß-spline fitting routine.
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2 values. The extension of the oligosaccharide group is consistent with previous x-ray scattering studies (Majewski et al., 2001
) in Table 1 identify parameters that were held constant during the box model fitting process to reduce the number of parameters.
In the box model fits for the lipid monolayer, regions for the tail, headgroup, and saccharide can each be clearly distinguished. From simple isotherm analysis at a surface pressure of 20 mN/m the average area per lipid molecule, Area, is 45 ± 3 Å2 for d-DPPE:GM1 at a ratio of 80:20 mol %. The expected thickness can be calculated from the number of CH2 groups, n, and their volume using Eq. 1 (Small, 1967
),
![]() | (1) |
When CTB5 or CTAB5 binds, the structure of the lipid portion of the monolayer is not significantly altered. From pressure area isotherm measurements under constant pressure conditions, toxin binding results in a small expansion of the monolayer commensurate with a decrease in lipid packing density. As a result of this expansion, there is more than one possible outcome. The thickness of the lipid tail region may decrease while the scattering length density remains constant; the scattering length density for the region may decrease while the thickness of the tail region remains constant; or some combination of both. We chose to hold the length of the tail region constant to reduce the number of fitting parameters based on the cubic ß-spline fitting profiles. However, similar
2 values were obtained in box model fittings if the scattering length density was kept constant and the length was allowed to vary. Importantly, changes in the tail region of these two models had no effect on the B5 and A regions of the toxin. Due to the invariance on the toxin portion of the model and the cubic ß-spline fitting results, we chose to constrain the length of the tail region and allow the scattering length density to vary. Neutron reflectivity measurements alone cannot distinguish between these models due to the loss of phase information. With these constraints, the scattering length density of the lipid tails decreased slightly, 3%. Importantly, comparable area expansions of 8 ± 5% are observed for either CTB5 or CTAB5 binding (results shown in Fig. 3). Due to large variation within the monolayer expansion data, there is no sufficient trend showing a difference between the effects of CTAB5 and CTB5 binding on the area per molecule of the monolayer. Because the amount of area increase is the same regardless of the presence of the A-subunit, these measurements demonstrate that A-subunit penetration is not responsible for the area increase. Monte Carlo simulations (described later) suggest simple geometrical constraints imposed by toxin binding are responsible for the observed monolayer expansion. This hypothesis is also consistent with the calculated scattering length density profiles obtained with either box model or cubic ß-spline fitting. The ß(z) of the protein is
2 x 106 Å2 compared to 6 x 106 Å2 ß(z) for the deuterated lipid tails. A significant decrease in lipid tail ß(z) would be expected if protein penetrated the layer because the ß(z) for the protein is significantly less than that of the deuterated lipid tails. Another detail that does not support partial A-subunit insertion is that the B5 pentamer of CTAB5 is 11 Å away from the lipid headgroup region. In other words, a distinct GM1 saccharide region is still present. (Preliminary studiesresults under preparationshow a complete collapse of the GM1 saccharide region when the toxin is enzymatically activated, bringing it directly into contact with the lipid layer.) The decrease in the thickness of the GM1 saccharide region from 13.5 to 11.3 ± 2 Å when toxin is bound is consistent with the partial insertion of GM1 oligosaccharides into the B5 pentamer binding sites.
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60% of the A-unit was missing before enzymatic activation. It was hypothesized that this unaccounted mass was embedded in the hydrophobic interior of the lipid membrane, inaccessible to the negative stain (Ribi et al., 1988
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![]() | (2) |
Finally, Monte Carlo simulations were performed on the lipid-cholera system to predict the amount of area expansion due to toxin binding (Faller and Kuhl, 2003
). All simulations assumed no protein insertion and calculated lipid packing using two-dimensional lipid layers at constant pressure. Hard disks were used to represent each lipid, GM1 and DPPE, as shown in Fig. 7 B. The Monte Carlo moves employed were standard translational moves, area changing and particle identity swap (Faller and de Pablo, 2002
, 2003
; Grigera and Parisi, 2001
). The simulations were performed on 200 GM1 molecules and 800 DPPE molecules held within a two-dimensional square box. Pure DPPE at close packing has an area per molecule of 45 Å2 whereas monolayers of pure GM1 attain close packing at 65 Å2. However, GM1 molecules at low to intermediate densities in mixed DPPE:GM1 monolayers (up to 20 mol %) do not strongly change the overall area per molecule (Majewski et al., 2001
). Therefore, GM1 was modeled to be a hard disk with an area of 40 Å2 (this value was approximated from the alkyl tail structure of GM1) in the DPPE layer coupled to a 65 Å2 disk below it (Fig. 7 B) to represent the bulky saccharide headgroup. To imitate cholera binding, 55 GM1 molecules were fixed in groups of pentagonal shapes to mimic the binding site positions of 11 CTB5 molecules. The side length of each pentagon was 29.6 Å based on the distance between Trp88 residues within the binding site of each B-unit of the CTB5 pentamer (Zhang et al., 1995b
). The result of these simulations (Fig. 7 A) showed a 7% increase in lipid area per molecule at a pressure of 20 mN/m solely due to packing inefficiencies caused by constraining GM1 lipids at the cholera binding sites. Fig. 8 shows an illustration describing how fixing GM1 molecules can disturb the lipid packing efficiency. This outcome is consistent with our measured results for both CTB5 and CTAB5, suggesting that no protein penetrates into the monolayer before the toxin is activated. This is in contrast to previous results obtained by electron microscopy. Monte Carlo simulations also showed similar decreases in lipid packing efficiency when GM1 lipids were constrained at random positions indicating that exact pentagonal geometries are not required for monolayer expansion.
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| CONCLUSION |
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| ACKNOWLEDGEMENTS |
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This work was supported by the Searle Scholars Program/ the Chicago Community Trust (01-L-128) and under the auspices of the United States Department of Energy through award 05419-0099-2K. The Manual Lujan Jr. Neutron Scattering Center is a national user facility funded by the United States Department of Energy, Office of Basic Energy Sciences-Materials Science, under contract W-7405-ENG-36 with the University of California. We acknowledge the support of the National Institute of Standards and Technology, U. S. Department of Commerce, in providing the neutron research facilities used in this work.
Submitted on August 4, 2003; accepted for publication January 26, 2004.
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