The structural phase behavior of phospholipid mixtures
consisting of short-chain (dihexanoyl phosphatidylcholine) and
long-chain lipids (dimyristoyl phosphatidylcholine and dimyristoyl
phosphatidylglycerol), with and without lanthanide ions was
investigated by small-angle neutron scattering (SANS). SANS profiles
were obtained from 10°C to 55°C using lipid concentrations ranging
from 0.0025 g/ml to 0.25 g/ml. The results reveal a wealth of distinct
morphologies, including lamellae, multi-lamellar vesicles, unilamellar
vesicles, and bicellar disks.
 |
INTRODUCTION |
The bilayered micelles (known as bicelles) and
related phospholipid mixtures are important magnetically alignable
model membrane systems for solid-state NMR studies of membrane peptides
and proteins (Sanders and Prosser, 1998
) and, more recently, for
high-resolution NMR studies of membrane peptides (Vold et al., 1997
;
Luchette et al., 2002
). Though a wide variety of formulations exist,
these bilayered mixtures have in common a short-chain phospholipid
(typically, dihexanoyl phosphatidylcholine (DHPC)) and one or more
long-chain phospholipids (typically, dimyristoyl phosphatidylcholine
(DMPC) and a negatively charged lipid such as dimyristoyl
phosphatidylglycerol (DMPG)). The short-chain lipids greatly facilitate
alignment of bilayers and are critically important in the lanthanide
and non-lanthanide doped bilayers. The phase boundaries of the
magnetically alignable bilayers can often be extended by the addition
of DMPG, which also serves to represent the negatively charged lipid
content, typical of biomembranes (Losonczi and Prestegard, 1998
).
The bilayered mixtures align in a magnetic field, B, with
the bilayer normal, n
B above a certain molar ratio of long-chain to short-chain lipid, q (usually
q > 2.5) and certain temperature (>35°C) (Sanders
and Landis, 1994
; Sanders et al., 1994
). The viscosity of the mixtures
also abruptly increases above the transition temperature (~30°C).
Uniform alignment of the samples can significantly improve the spectral
resolution compared with powder patterns from randomly dispersed
samples in solid-state NMR. The magnetically alignable bilayered
mixtures were thought to be discoidal (Sanders and Schwonek, 1992
) with the long-chain lipids sequestered primarily to the planar surface of
the bilayered disks and the short-chain lipids coating the edge of the
disks. We refer to this structure as bicellar disk in this paper.
Although widely accepted in public, the discoidal structure has not
been verified experimentally.
For smaller values of molar ratio, q (0.2 < q < 1), NMR and small-angle neutron scattering (SANS)
studies support the bicellar disk structural model for negatively
charged mixed lipid bilayers (Luchette et al., 2002
). The disks are
small in dimensions and thus exhibit fast tumbling in the solution and
cannot be magnetically aligned. In this case, the bicellar disks serve
as ideal substrates for the study of membrane peptides using
high-resolution solution NMR, for the fast tumbling motion averages out
the anisotropic interactions and yields spectra with finer line width,
i.e., a better resolution.
In many cases, it is advantageous for both NMR and small-angle
scattering to employ a magnetically alignable model membrane, in which
n is parallel with B (Ulrich and Watts, 1993
).
This also facilitates the application of other spectroscopic techniques
(for example, Fourier transform infrared (FTIR) or fluorescence
anisotropy), which make use of oriented transition dipole moments.
Parallel alignment can be achieved by the addition of some particular
lanthanide ions such as Yb3+ or
Tm3+ (Prosser et al., 1996
; 1998a
,b
,c
; Katsaras
et al., 1997
). Our previous SANS study on these lanthanide-doped lipid
mixtures indicated that this magnetically alignable phase adopts
lamellar structure with defects in the form of pores that perforate the
bilayers (Nieh et al., 2001
). In comparison with the non-lanthanide
doped bilayers, although both systems exhibit similar
temperature-dependent viscosity trends and local (long-chain) lipid
order parameter profiles, there is no direct evidence that the doped
bilayers form the same structural phases at the corresponding lipid
concentrations and temperatures.
Because the application of these bilayered mixtures depends on their
morphologies, the understanding of the structural phases of mixed lipid
bilayers and related systems may help optimize their use in various
techniques (i.e., high-resolution NMR of weakly aligned water soluble
proteins and solid-state NMR and SANS of membrane peptides in aligned
media). Recently, three phases (isotropic, bicellar, and lamellar) were
inferred for the neutral DMPC/DHPC system on the basis of
31P and 1H solid-state NMR
experiments as a function of temperature and q (Raffard et
al., 2000
). Complementary methods, such as small-angle x-ray or neutron
scattering are useful for identifying the various structural phases and
the existence of long range order. A small-angle x-ray scattering
(SAXS) study of the neutral DMPC/DHPC membrane indicated the presence
of various morphologies as the temperature and total lipid
concentration varied (Bolze et al., 2000
). However, due to a lack of
data at small scattering angles, the authors could not unambiguously
identify the morphologies.
This paper presents recent SANS results, which elucidate the
morphological and structural phases of the neutral (DMPC/DHPC) and
negatively charged (DMPC/DHPC/DMPG) and lanthanide-doped lipid bilayered mixtures (DMPC/DHPC/DMPG/Tm3+) at
various concentrations and temperatures. From these data, a
structural phase diagram has been constructed for each system to
provide a better understanding of the surface charge effect on morphology.
 |
MATERIALS AND METHODS |
Materials
DMPC, DHPC, and DMPG were purchased from Avanti Polar Lipids
(Alabaster,AL) whereas thulium chloride hexahydrate (99.99%), TmCl3·6H2O, was obtained
from Aldrich Chemicals (Milwaukee, WI). All chemicals were used without
further purification.
Sample preparation
Three distinct lipid mixtures were investigated using SANS: 1)
DMPC/DHPC in a molar ratio of 3.2/1, denoted simply as PC, 2)
DMPC/DHPC/DMPG (molar ratio: 3.2/1.0/0.21), denoted as PC/PG, and 3) a
thulium-doped mixture, DMPC/DHPC/DMPG/Tm3+ (molar
ratio: 3.2/1.0/0.21/0.043) denoted as PC/PG/Tm.
Tm3+ possesses the largest positive magnetic
anisotropy of the lanthanide series, making it an ideal choice for
magnetic alignment. It should also be noted that the amount of
Tm3+ used in PC/PG/Tm was only 10% of that
employed in an earlier neutron diffraction study (Katsaras et al.,
1997
).
Deuterium oxide (99.9%, Cambridge Isotope Co.) was used for all
lipid/water mixtures, and the total lipid concentration,
clp, was varied from 0.0025 to 0.25 g/ml for each series of mixtures. Samples were prepared beginning with
the most concentrated mixtures (clp = 0.25 g/ml), which were initially vortexed at temperatures between
40°C and 50°C and then cooled to ~10°C to remove air bubbles. This procedure was repeated until the mixture was homogeneous. Samples
in each series were prepared from the most concentrated samples by
diluting to the desired clp and
storing at 10°C. Measurements were performed in order from 10°C,
25°C, 35°C, 45°C, and 55°C, respectively.
SANS instrument and data reduction
SANS experiments were performed on the NG3 30m SANS instruments
located at the National Institute of Standards and Technology (NIST)
Center for Neutron Research (Gaithersburg, MD). For the present
experiments we employed neutrons of wavelength (
) 6 Å and a
wavelength spread (
/
) of 15% (full width at half-maximum). To
obtain a wide range of scattering vectors, two sample-to-detector distances (SDDs) were used, resulting in an effective Q
range of between 0.004 Å
1 and 0.3 Å
1. The scattering vector, Q, is
defined as (4
/
)(sin
), where
is the scattering angle
between the incident and the scattered neutron beams. The time-averaged
Q-dependent scattering intensity, I, is the
spatial Fourier transform of density and concentration fluctuations and
is collected by a two-dimensional detector. The two-dimensional raw
data were corrected for ambient background and empty cell scattering,
and were put on an absolute scale (scattering cross section per unit
volume) by a direct measurement of the incident neutron flux on the
sample (Glinka et al., 1998
). The corrected data were then circularly
averaged to yield the one-dimensional intensity distribution,
I(Q). The incoherent scattering intensity was
determined from the plateau of the high-Q data.
 |
RESULTS |
Four types of SANS patterns representative of different
morphologies were observed for the three series of phospholipid
mixtures studied. Some of the SANS profiles show mixtures of these
prototypical patterns. Through detailed analysis of each pattern, the
structures have been identified to be bicellar disk, perforated
lamella, unilamellar vesicle (ULV), and multilamellar vesicle (MLV).
Bicellar discoidal morphology
The bicellar disk morphology (Vold and Prosser, 1996
) can be
approximated with a core-shell-disk model, where the core and shell of
the disk consist of the hydrophobic tails and hydrophilic headgroups of
the lipid molecules, respectively. A detailed description and
derivation for the core-shell-disk model is given in the Appendix. A
characteristic feature of this model is a
Q
2 dependence of
I(Q) in the vicinity of
/(L + 2t) > Q > 2
/2R, when
the disk radius, R (150 Å), is much larger than the disk
thickness, L + 2t (48 Å), where L and
t are the hydrophobic and hydrophilic thicknesses. This
feature is seen in the SANS pattern obtained for the sample with the
lowest lipid concentration (clp) = 0.0025 g/ml at 10°C in PC/PG/Tm mixture (Fig.
1). Good agreement of the best-fit result
(solid line in Fig. 1) with the data supports this choice of model.

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FIGURE 1
The SANS data ( ) and best-fitting result ( )
using the bicellar core-shell discoidal model (Eq. 1) for the PC/PG/Tm
sample with clp = 0.0025 g/ml at
T = 10°C (the best-fit parameters are
R = 150 ± 15 Å, L = 32 ± 3 Å, and t = 8 ± 1 Å).
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As clp increases, bicelles begin to
interact resulting in a broad interparticle interference peak in the
SANS profiles. Fig. 2 shows for PC/PG
mixtures that the peak position,
Qpeak, shifts toward lower
Q upon dilution. This peak corresponds to an interparticle spacing, D, which is
~2
/Qpeak. The SANS profiles for
the lowest clp (0.0025 g/ml) samples
of the PC/PG and PC/PG/Tm mixtures are almost identical for
Q > Qpeak (compare
Figs. 1 and 2) except for this interparticle interference peak. Thus,
we conclude that the PC/PG sample with
clp = 0.0025 g/ml also has the
bicellar discoidal morphology. The peak appears in the data for PC/PG
samples (clp = 0.0025 g/ml) likely due
to its higher surface charge density, which causes a more regular
interparticle spacing. Because the assumption of randomly oriented disk
breaks down when the bicelles began to interact, the core-shell-disk
model cannot be used to fit the data from more concentrated samples.
Nevertheless, some important information can be revealed by plotting
the interparticle spacing, D, as a function of
clp (the inset of Fig. 2). A linear relationship in a log-log plot is obtained with a slope of
0.34 ± 0.02. Because D
c
,
where d is the dimensionality, the mixtures exhibit
three-dimensional swelling at 10°C. Moreover, the continuous
linearity throughout the whole range of examined
clp implies that no aggregation or fragmentation of the bicellar disks occurs upon dilution. Therefore, we
conclude that the morphology of the PC/PG mixture remains that of
bicellar disks at 10°C for all of lipid concentrations examined (from
0.0025 to 0.25 g/ml). Note that the SANS data for
clp = 0.0025 g/ml in the PC/PG mixture
did not vary with T (from 10°C to 45°C), as shown in the
inset of Fig. 3, indicating that the bicellar morphology is quite stable at such low
clp.

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FIGURE 2
SANS results for the PC/PG series of mixtures at
T = 10°C. The scattering data have been scaled
with the arbitrary factors indicated to better distinguish the curves.
The inset is the plot of the d-spacing, D, as a function
of lipid concentration, clp. The fitted line
has a slope of 0.34 ± 0.02, representing a three-dimensional
swelling.
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FIGURE 3
Comparison of SANS profiles of the PC, PC/PG, and
PC/PG/Tm samples with clp = 0.05 g/ml
at 10°C. The sharpness of the peak, reflecting the interparticle
interference, decreases in the sequence of PC/PG, PC/PG/Tm, and then
PC. The inset shows the SANS data for the PC/PG sample with
clp = 0.0025 g/ml at various
temperatures from 10°C to 45°C. The data collapse onto a single
curve indicating that the morphology does not change.
|
|
The SANS patterns for the samples with
clp
0.05 g/ml for all three series
of mixtures exhibited the morphology of bicellar disks at 10°C. The
system with the higher charge density yielded lower intensity at the
low Q regime and a more prominent scattering peak because of
the interparticle interference. This effect of charge density on the
SANS profiles is more obvious for the lower clp samples. For instance, at highest
clp (0.25 g/ml) and 10°C, the SANS
results for the three mixtures are almost identical; however, for the
samples with clp = 0.05 g/ml, the
dependence of scattering curve on the charge density is clearly
observed as shown in Fig. 3. Note that the charge density on the
bicellar disks decreases in the sequence of PC/PG, PC/PG/Tm, and PC.
Above 35°C, bicellar disks were no longer stable. Other scattering
patterns were observed in these series of mixtures that have been
identified as perforated lamellar (L), unilamellar vesicular (ULV), and
multilamellar vesicle (MLV) structures; these are discussed in detail
in the following sections.
Perforated lamellar morphology
As T increased to 35°C and above, the interparticle
interference peak became more pronounced and shifted for PC/PG (Fig.
4) and PC/PG/Tm mixtures with
clp
0.05 g/ml. The sharpness of the peak indicates a more highly ordered and regularly spaced structure, typical of a lamellar phase. The most direct evidence for the lamellar
structure comes from plotting the interparticle spacing, D,
as a function of clp on a log-log plot
(the inset of Fig. 4) yielding a line with a slope of
1.1 indicative
of one-dimensional swelling.

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FIGURE 4
SANS results for the PC/PG series of mixtures at
T = 35°C. The scattering data have been scaled by
the arbitrary factors indicated to better distinguish the curves. The
solid curves are the best-fit results from the lamellar model described
in Appendix B (Eq. 4). The best-fit parameters are listed in Table 1.
The inset is the plot of the d-spacing, D, as a function
of lipid concentration, clp. The fitted line
has a slope of 1.1 ± 0.1, indicating one-dimensional
swelling.
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|
These data are best described by a lamellar model with long-range
order, i.e., an effectively infinite stack of lamellae (see Appendix).
The model consists of finite-sized lamellae with hydrophobic cores and
hydrophilic shells along with a Gaussian distribution for the
interlamellar (interparticle) spacing, which strongly affects the
intensity and the width of the peak. The parameters in Table
1 obtained from the fits give reasonable
values for the bilayer thickness,
tbilayer, ranging from 38 Å to 44 Å,
consistent with the result from null-contrast lipid mixtures in our
previous study (Nieh et al., 2001
). Note that the best fitting result
for lamellar radius, Rlam, increases
upon dilution, indicating that lamellae become more extended laterally.
For a homogeneous lamellar system, D can be calculated to be
tbilayer/
lp,
where
lp is the volume fraction of the lipid. In our case, the calculated D was always larger than
D = 2
/Qpeak. This
result suggests that the lipids occupy only ~60% of the individual lamellar surface area. Our previous SANS result on the aligned lamellae
exhibited a monotonic decay followed by an intensity plateau with
increased Q, when the incident neutron beam was parallel to
the bilayer normal (in-plane scattering), indicative of the perforated
structure, presumably pores (Nieh et al., 2001
). The perforated defects
are induced by adding the short-chain lipids, DHPC, which coat the
edges of the pores to minimize the curvature energy.
For PC mixtures with clp
0.1 g/ml,
the transition from bicellar disks to perforated lamellae upon
increasing T until 45°C (Fig.
5 a) is not as obvious as that
of the PC/PG and PC/PG/Tm mixtures (Fig. 5 b and
c) because of a more diffuse interlamellar interference
peak. In fact, the transition from bicelles to lamellae occurred
gradually upon increasing T. At 25°C, the scattering profile showed features of both bicelles and lamellae in all cases (Fig. 5, a-c). This is consistent with the
reported viscosity behavior (Struppe and Vold, 1998
), which began to
increase abruptly around 23°C. The scattering pattern of PC mixtures
at 45°C can be ascribed to a lamellar structure with a less regular
spacing. The lamellar structure was almost completely established at
35°C for the PC/PG mixtures (Fig. 5 c). For the PC/PG/Tm
mixtures, the lamellar peak approached to its equilibrium location at
35°C and then became sharper at 45°C (Fig. 5 b).
However, for PC mixtures, not until T = 45°C did the
lamellar peak reach to the same location as that in PC/PG or PC/PG/Tm
mixtures, indicative of a non-sharp phase transition (Fig. 5
a).

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FIGURE 5
Example of temperature dependence of the samples with
clp = 0.25 g/ml in PC
(a), PC/PG (b), and PC/PG/Tm
(c) series of mixtures. The SANS result shows a smooth
phase transition from bicelle to lamella for all three series. The
transition temperature is ~35°C.
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|
In the case of the PC/PG mixture with
clp = 0.05 g/ml (Fig.
6 a), the scattering pattern
changed dramatically with an increase in T from 35°C to
45°C. Note that the interlamellar diffraction peak became sharper and
shifted toward a higher value of Q at 45°C, and a second
order peak became visible, indicative of a smaller but more regular
interparticle spacing. The infinite stacked lamellar model can also fit
these data well as shown in Fig. 6 a (the solid curve).
Thus, this structure is denoted as the L2 phase
to distinguish it from the perforated lamellar phase. For clp = 0.01 g/ml in the PC/PG mixture,
the value of bicellar interparticle peak,
Qpeak, shifted continuously toward
lower values of Q with increased T (Fig. 6
b), indicating a continuous increase in D (explained in the Discussion).

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FIGURE 6
SANS results for the temperature dependence of the
PC/PG series at clp of 0.05 (a) and 0.01 (b) g/ml. The scattering
data have been scaled with the arbitrary factors indicated to better
distinguish the curves. In a, the solid curve is the
best-fitting result obtained with the lamellar model (Eq. 4) for the
data at 45°C. The best-fit parameters are listed in Table 1. At this
temperature a new, apparently lamellar, phase forms with a smaller, and
better defined, average D-spacing. Note that the same scaling factor is
applied to the data of 35°C and 45°C for comparison.
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Unilamellar vesicular morphology
For the samples of the PC/PG/Tm series with
clp
0.01 g/ml and T
35°C, yet another type of scattering curve, peaked at Q = 0 with weak secondary peaks at finite Q,
was observed as shown in Fig. 7. The
structure we find most consistent with these scattering curves is that
of ULVs, which were modeled as polydispersed spherical shells
(Appendix). This structure was identified in our previous study in the
same range of clp and T for
the lanthanide-doped mixtures (Nieh et al., 2001
). Good agreement
between the data and the best-fit result of this model, as shown in
Fig. 7, supports the proposed structure. Note that the ULV was observed
only in the PC/PG/Tm mixtures, and the best-fit shell radius,
Ro, decreased with decreased
clp
(Ro = 186 ± 10 and 100 ± 10 Å for clp = 0.01 and 0.0025 g/ml,
respectively).

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FIGURE 7
SANS data ( ) and best-fitting results ( ) for the
PC/PG/Tm series at T = 45°C for both
clp = 0.1 and 0.0025 g/ml using a
poly-dispersed unilamellar vesicular (core-shell sphere) model (Eq. 5).
The best-fit results for both clp values are
in Appendix C.
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Multilamellar vesicular morphology
Fig. 5 a shows that the SANS profile for PC mixtures of
clp = 0.25 g/ml at high
T (55°C) dramatically differs from those at other
temperatures. This transition of the scattering pattern due to
increased temperature was also observed in other samples of higher
clp (from 0.01 to 0.25 g/ml, data not
shown here). At 55°C, a peak was observed at Q = 0.096 ± 0.005 Å
1, corresponding to a
D spacing of 66 ± 3 Å. The peak position did not vary
with clp, indicating non-swelling upon
dilution. The MLV structure has been reported in pure DMPC aqueous
solutions (Laggner, 1994
), and our experimental value of D
agrees with the bilayer spacing of MLV for the pure DMPC system
(Caffrey et al., 1991
; Lohner et al., 1999
). The sharpness of the peak
(regular spacing) and invariance of the peak position with
clp (non-swelling) are also consistent
with the physical features of MLV; thus, the appearance of such a peak
is strongly indicative of MLV. Recently, NMR studies on PC mixtures
revealed that a fraction of DHPC was free from the liquid crystalline
phase at low clp (Ottiger and Bax,
1998
; Glover et al., 2001
). An NMR result of labeled
d22-DHPC in a PC mixture (q = 4.5) also showed an increasing isotropic spectral component indicative
of DHPC possibly forming a separate micellar phase at high
T = 60°C (Sternin et al., 2001
). If this were the
case, the remaining DMPC-rich lipid mixture would be expected to adopt
an MLV phase. Because pure DHPC micelles would be comparatively small,
the SANS data mainly reflect the scattering from the MLVs. Because the
SANS pattern characteristic of the MLV structure was observed only in
PC mixtures, this section focuses on this series.
The SANS profiles show that the formation of MLV depends not only on
T but also on clp. The
lower the clp, the lower the
transition temperature. For the PC samples with
clp = 0.0025 g/ml, the MLV peak
appeared in the SANS profiles and was fully developed at 25°C, and
for clp = 0.01 g/ml, at 35°C (Fig.
8). At medium
clp (0.05 g/ml), the MLV peak began to
appear at 35°C (Fig. 8), and for higher
clp (from 0.1 g/ml to 0.25 g/ml) the
peak was observed only at 55°C (Fig. 5 a). This
observation indicates that high T and low
clp promote the formation of MLVs. A
great change in the appearance of the samples was also found while the
MLV formed. At 35°C, samples with
clp = 0.01 g/ml and 0.05 g/ml
underwent visible macroscopic phase separation, which was
reported by Ottiger and Bax (1998)
. The bottom and major portion of the
sample was a transparent aqueous solution, whereas the top lipid-rich
layer was turbid foam. The SANS measurements were always made from the transparent aqueous solution. As a result, a dramatic intensity drop
was observed from 25°C to 35°C for
clp = 0.05 g/ml and from 10°C to
25°C for clp = 0.01 g/ml, indicative
of less lipid in the transparent aqueous solution after the phase
separation. For higher clp (from 0.1 g/ml to 0.25 g/ml), the samples became opaque at 55°C, when MLV peaks
appeared in the scattering profiles. However, neither visible phase
separation nor a clear intensity drop was observed.

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FIGURE 8
Temperature dependence of lower
clp samples (from 0.0025 to 0.05 g/ml) in PC
series of mixtures, where the scattering data have been re-scaled with
an arbitrary factor for each set of clp. The
solid line is the best-fit result for the sample of
clp = 0.0025 g/ml at
T 25°C using the ULV model. These data show
that the bicelle MLV transition temperature decreases with decreased
clp.
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|
Note that at T
25°C, all the scattering data from
the PC mixtures for clp = 0.0025 g/ml
fell onto a single curve containing an MLV peak and several peaks in
the lower Q regime (Q < 0.04 Å
1 in Fig. 8). These low-Q peaks
can be characteristic of the scattering from ULVs as described in the
Appendix. The best fit for the ULV model agrees with the data well,
except in the vicinity of the MLV peak, yielding an outer radius of
275 ± 10 Å. This result indicates that either ULVs and MLVs
coexisted in the system or this fitted radius was the average outermost
shell radius of the MLV. The former scenario is very unlikely because
this dimension is too large for the radius of the neutral or weakly
charged ULVs at such low clp (Nieh et
al., 2001
). Thus, we infer that MLVs are the likely explanation for
such a scattering pattern. The radius of MLVs in PC mixtures should
have the same clp dependence as that
of ULVs in PC/PG/Tm mixtures: the radius increasing with increased
clp. Therefore, these low-Q
peaks were not found for other more concentrated samples, because the
peaks corresponding to MLV outermost radii were beyond the resolution
of our instrument.
 |
DISCUSSION |
The SANS results are summarized in the structural phase diagrams
in Fig. 9. Dramatic differences among
them show a strong effect of surface charge on the structures. For the
PC mixtures (Fig. 9 a), the symbol in each phase represents
the dominant structure of that phase, because no clearly defined phase
transition boundary was obtained, and the gray area shows where the
phase separation or opaqueness in the samples occurs. Generally
speaking, randomly oriented bicellar disks exist at high
clp (~0.05-0.25 g/ml) and low
T (10°C). Magnetically alignable lamellae occur in the
range of high clp (~0.1-0.25 g/ml)
and medium T (35°C and 45°C), and MLVs form at high
T (55°C) or low clp
(!0.0025-0.05 g/ml). Fig. 9 b shows the phase diagram for
the PC/PG series of mixtures, where only two morphologies were
verified: bicelles and lamellae. Although measurements were not taken
for charged mixtures at higher T because of insufficient
SANS time, the lamellar phase of PC/PG mixture was found very stable
until 90°C for q = 5, consistent with the observation
by Brunner et al. (2001)
. Another type of lamellae,
L2, was also observed at
clp = 0.05 g/ml at 45°C. The exact
morphology for clp = 0.01 g/ml above
25°C is not known yet. Compared with the PC mixtures, the phase
transition boundaries are sharper. Fig. 9 c shows the
structural phase diagram for the PC/PG/Tm series consisting of three
morphologies, bicellar disks, perforated lamellae, and ULVs, consistent
with the results of our previous study (Nieh et al., 2001
).

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FIGURE 9
Structural phase diagrams for PC (a),
PC/PG (b), and PC/PG/Tm (c) series of
mixtures. The gray region shows where some degree of macroscopic phase
separation was visually observed.
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|
Fig. 10 a compares the SANS
profiles for three mixture (PC, PC/PG, and PC/PG/Tm) in addition to a
PC lipid mixture doped with the same molar ratio of thulium (PC/Tm)
previously reported by Nieh et al. (2001)
. All the SANS profiles are
consistent with that of a lamellar phase, though there are some
distinct scattering features of the respective mixtures. Note that the
position of the peak, Qpeak, is
independent of charge density and is relatively invariant with respect
to the three mixtures (Qpeak is
slightly higher for the PC mixtures), indicating that the average
interparticle spacing remains relatively unaffected by the presence of
charge in the system. However, the sharpness of the peak is clearly
dependent on surface charge. As seen in the inset of Fig. 10
a, the PC/PG series exhibits the sharpest peak, indicating
the most regular lamellar repeat spacing as a result of greater
interlamellar repulsion and a corresponding higher surface charge
density. The peak associated with the PC/Tm series is also sharp due to
the surface charge from the association of Tm3+
ions (Prosser et al., 1998a
,b
). The negative charge imparted by the
phosphatidylglycerol in the PC/PG/Tm is partially screened by the
positively charged Tm3+ resulting in a less
regular spacing between lamellae. Finally, in the case of the neutral
membrane system, the lamellar peak is least well defined. X-ray
scattering results of a PC sample with
clp = 0.3 g/ml also showed irregularly
stacked, partially aligned bilayers (Bolze et al., 2000
).

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FIGURE 10
Comparison of SANS results for the PC, PC/PG,
PC/PG/Tm, and PC/Tm (not included in b) series at 45°C
for clp of 0.25 (a) and 0.01 g/ml (b). The inset in a zooms in on the
data around the scattering peak to compare the sharpness of the peaks.
|
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The formation of an L2 phase, which yields a
smaller and more regular interlamellar spacing, D, than the
perforated lamellar phase, in some PC/PG samples
(clp = 0.05 g/ml at 45°C) is not presently understood. We speculate that this smaller D could
be due to an increased number of lamellae in solution possibly caused by the fragmentation of individual lamella due to the high charge density in PC/PG mixtures. For the PC/PG sample of
clp = 0.01 g/ml, the increased
D with increased T (Fig. 6 b) possibly
results from the decreased number of particles in the system, implying that the bicellar disks aggregated into a certain larger morphology. This result is also consistent with the temperature-induced aggregation observed in the NMR experiments (Ottiger and Bax, 1998
).
Increased charge density is also known to dampen the bilayer
fluctuations resulting in more rigid lamellae (Higgs and Joanny, 1990
).
For this reason, MLVs, which have higher curvatures than the lamella
does, appeared in the neutral PC mixtures, and ULVs were found in
weakly charged PC/PG/Tm mixtures. Moreover, the negatively charged
PC/PG bilayers are so rigid that even ULVs were not observed. Fig. 10
b demonstrates that the bilayer morphology can be
dramatically different, even at the same
clp (0.01 g/ml) and T
(45°C), with changing surface charge density.
Another difference in the SANS data for the four lipid mixtures
in Fig. 10 a is the slope and absolute intensity in the
lower Q regime. Several factors may be the cause of this
deviation such as the rigidity of the bilayer, the average size of the
lamellae, and the existence of different structural domains. For the
charged systems, the slope and absolute intensity seem to decrease with increased surface charge density, i.e., increased bilayer rigidity. Further study is needed to understand the influence of surface charge
on the plateau region of the SANS profile.
The focus in this SANS study has been to explore the phase
behavior of phospholipid mixtures, in the presence and absence of
lanthanide ions, commonly used in NMR spectroscopic studies of
membranes and membrane peptides and proteins (Sanders and Landis, 1995
; Prosser et al. 1998b
, 1999
). The region of the phase diagram that
is commonly exploited for purposes of preparing magnetically aligned NMR samples involves long-chain (DMPC and DMPG) and
short-chain (DHPC) phospholipids in molar ratios of between 2.8 and 5, temperatures between 35°C and 45°C, and weight concentrations
between 20% and 35%. 31P and
2H NMR studies of the constituent lipids
definitively show that the long-chain phospholipids are arranged in
bilayers, whereas the short-chain phospholipids exist in an environment
with an isotropic curvature. However, the results of many studies,
which speculate that bicelles possess a well-defined disk-shaped
morphology, are in stark contrast with the results presented here and
elsewhere (Nieh et al., 2001
). Under the conditions, where macroscopic
alignment is observed, our results suggest that the bilayers adopt a
perforated lamellar structure. One of the earliest attempts to
characterize bicelle morphology involved NMR diffusion measurements of
water, using the pulsed-field gradient spin echo (PFGSE) technique
(Chung and Prestegard, 1993
). The authors successfully modeled the
water diffusion as a stochastic jump process through a lattice of
disk-shaped obstacles. Attempts to model the lattice as cylinders or as
infinite sheets with holes did not reproduce the data. The PFGSE
measurements depend on assumptions of bicelle size and morphology and
on properties of bulk and surface water diffusion. Therefore, an
unambiguous conclusion could not be made from this work alone.
Subsequent small-angle x-ray scattering measurements revealed the
bilayer thickness but did not substantiate the bicelle disk model (Hare et al., 1995
). Vold and Prosser (1996)
made use of deuterium NMR measurements of chain perdeuterated DHPC and DMPC lipids to assess bicelle morphology and size based on the ratio of
C2-methylene order parameters of the respective
lipids. The measurements returned a size for the bicelles (e.g., a
planar DMPC bilayer radius of 200 Å for a DMPC/DHPC = 3 bicelles)
assuming the disk-shaped morphology. Though it was clear from this
early NMR work that DHPC orientational order was further averaged by
reorientation or fast lateral diffusion over a highly curved surface
(such as the rim of a disk), this was also consistent with a
magnetically aligned lamellar bilayer phase, perforated by DHPC-rich
defect domains, whose radius of curvature is comparable to half
the bilayer thickness. More recently, I. V. Shiyanovskaya, O. D. Lavrentovich, and R. S. Prosser (submitted for publication) have
observed the lipid bilayer as a function of temperature and composition
by polarized light microscopy. Their results reveal that the lipid
mixtures are representative of a smectic or lamellar phase and not a
nematic discoidal phase, which is consistent with our SANS results.
Now that the morphologies of a number of lipid mixtures as a
function of temperature and lipid concentration have been identified, experiments that take advantage of this rich phase behavior can be
designed. For instance, lamellae formed from PC/Tm or PC/PG/Tm mixtures
can be used to study the structure of proteins aligned in such model
biomembranes. Because the lamellae can be readily aligned in a magnetic
field, it should be possible to measure the radii of gyration
perpendicular and parallel to the membrane surface of integral, and
perhaps even peripheral membrane proteins with SANS. Improved bilayer
stacking, and better defined Bragg peaks, are apparently a partial
consequence of a higher density of surface charge through the addition
of lanthanides or negatively charged lipid. Contrast variation,
achieved by adjusting the
H2O/D2O ratio of the
solution, can be used to enhance the scattering from the protein while
minimizing that from the lipids. On the other hand, the MLV and ULV
phases of the appropriate mixtures can be useful in the study of
lipid/peptide or lipid/DNA complexes, which are of importance for drug
or gene delivery. Contrast variation can again be used to separate the
scattering of the lipid component from that of the DNA or peptide
component, providing further insight into the structure and location of
the DNA or peptide in the complex. Fast-tumbling bicellar disks now
firmly established by small-angle neutron and light scattering, NMR,
and other techniques (Luchette et al., 2002
; Glover et al., 2001
) are
useful for high-resolution NMR studies of membrane peptides. The study
shows that this discoidal morphology can be obtained by varying not
only T but also q.
Our characterization of scattering properties of these systems
may lead to insights for improving the spectral resolution of
solid-state NMR spectra of proteins in magnetically aligned lanthanide-doped media. Future studies of phase behavior of mixed lipid
with a wide range of long- to short-chain phospholipid ratios and lipid
concentrations may reveal other morphologies with useful applications.
This section illustrates all the models for fitting our SANS
data, and the resolution function for instrumental configurations is
also taken into account during the fitting process. The SANS data were
obtained by connecting two ranges of Q values with an overlapping regime from different instrumental configurations, which
have different smearing effect. Thus, the fit intensities can be
different at the same q in the overlapping regime due to this smearing effect resulting in the spikes on the best-fit curves in
Figs. 1, 4, 6 a, and 7.
In this model, the mixed lipid bilayered micelles are
represented by randomly oriented uniform-sized disks with hydrophobic cores (radius being R and thickness being L)
coated with hydrophilic shells of a uniform thickness, t as
shown in Fig. 11. The scattering length
density of each part is represented as the following:
solvent for the solvent,
core for the core, and
shell for the shell. For a dilute solution in
which the interparticle interference can be ignored, the scattering
function I(Q) can be expressed as
lipidPdisk(Q),
where
lipid is the volume fraction of the lipid mixtures and Pdisk(Q)
is the scattering single form factor of the discoidal structure (Feigin
and Svergun, 1987
):
In this model, bilayered lamellae are assumed to stack
with their normals parallel with an average spacing, D,
which has a Gaussian distribution with a standard deviation,
D. Therefore, the probability that the
nth lamella lies at distance, z, along the
lamellar normal direction is
wn(z, D), which
can be expressed as:
During the fitting procedure, the scattering length densities are
constrained as described in the previous bicellar disk model, where
solvent = 6.38 × 10
6 Å
2,
phob =
4.3 × 10
7 Å
2, and
phil = 3.3 × 10
6
Å
2. The reasonable range for L is
~25 Å and t is ~8 Å in our previous study (Nieh et
al., 2001
). The parameters that are allowed to float freely during the
fitting process are Rlam,
D, and
D and are listed in Table 1.
Good agreement between the fitting results (solid curves) and the data
are shown in Figs. 4 and 6 a.
The scattering pattern of the ULV is derived from a spherical
shell model as shown in Fig 12. Because
solvent is much higher than both
phil and
phob, the
internal structure is not sensitive to variation in the SLD within the
shell, the bilayer is simplified to have a uniform scattering length
density,
lipid, which is 3.2 × 10
7 Å
2 calculated from
the molecular structure of the bilayer. The particle size distribution
of the ULV was taken into account by using a Schulz distribution
function, f(r), with the polydispersity,
p, defined as
/
Ro
,
where
2 is the variance of vesicular outer
radius, Ro and
Ro
is the average
Ro. The scattering single form factor
can be expressed as follows (Hayter, 1985
):
As mentioned previously, the characteristic pattern of the ULV can be
also observed in some small MLV systems if the outermost radius of the
MLV is within the range of our SANS instrument. In the case of a PC
mixture (clp = 0.0025 g/ml), the MLV
peak at Q = 0.097 Å
1 appeared
along with the scattering pattern corresponding to ULVs. This ULV model
can be used to estimate the size of an MLV. The best-fitting result of
the MLV Ro was 275 ± 10 Å as
shown in Fig. 8 c.
This work is based upon activities supported by the National
Science Foundation under agreement DMR 9986442.
Address reprint requests to Dr. Mu-Ping Nieh, National Institute of
Standards and Technology, E20, Bldg. 235, Gaithersburg, MD 20899. Tel.:
301-975-4899; Fax: 301-921-9847; E-mail: muping.nieh{at}nist.gov.