Originally published In Press as doi:10.1074/jbc.M110728200 on April 1, 2002
J. Biol. Chem., Vol. 277, Issue 24, 21792-21800, June 14, 2002
Positive Contribution of Hydration Structure on the
Surface of Human Lysozyme to the Conformational Stability*
Jun
Funahashi
,
Kazufumi
Takano
§,
Yuriko
Yamagata¶, and
Katsuhide
Yutani
From the
Institute for Protein Research, Osaka
University, Yamadaoka, Suita, Osaka 565-0871 and the
¶ Graduate School of Pharmaceutical Sciences, Kumamoto University,
Oe-honmachi, Kumamoto 862-0973, Japan
Received for publication, November 8, 2001, and in revised form, February 28, 2002
 |
ABSTRACT |
Water molecules make a hydration structure with
the network of hydrogen bonds, covering on the surface of proteins. To
quantitatively estimate the contribution of the hydration structure to
protein stability, a series of hydrophilic mutant human lysozymes
(Val to Ser, Tyr, Asp, Asn, and Arg) modified at three different
positions on the surface, which are located in the
-helix (Val-110),
the
-sheet (Val-2), and the loop (Val-74), were constructed. Their thermodynamic parameters of denaturation and crystal structures were
examined by calorimetry and by x-ray crystallography at 100 K,
respectively. The introduced polar residues made hydrogen bonds with
protein atoms and/or water molecules, sometimes changing the hydration
structure around the mutation site. Changes in the stability of the
mutant proteins can be evaluated by a unique equation that considers
the conformational changes resulting from the substitutions. Using this
analysis, the relationship between the changes in the stabilities and
the hydration structures for mutant human lysozymes substituted on the
surface could be quantitatively estimated. The analysis
indicated that the hydration structure on protein surface plays an
important role in determining the conformational stability of the protein.
 |
INTRODUCTION |
Water is the natural medium for protein molecules and has a
significant influence on the dynamics, stability, and function of the
molecules (1, 2). These water molecules produce the hydration structure
on the protein surface by forming hydrogen bonds with protein atoms
and/or other water molecules (3, 4). Because most of the ordered water
molecules are found to interact with protein atoms, it is believed that
the hydration structure is almost an integral part of the protein (5).
The hydration structures might affect protein stability, but the degree
that the hydration structures contribute to protein stability has been unknown.
X-ray crystallography is one of several useful techniques for
investigating the hydration structures of proteins. The hydration structure of proteins has been investigated by crystallographic experiments at ambient temperature (6-8). However, most of the crystallographic studies at ambient temperature have been concerned with only stable hydration structures. The mobile hydration water molecules show no appreciable peaks in the scattering density maps. A
recent cryogenic method (9-12) has provided detailed and systematic
analyses of entire hydration structures (3). The cryogenic crystal
structures reveal the details of the hydration structures resulting
from the decrease in the thermal vibrations at low temperature (3, 13).
As the first step in understanding the contribution of the hydration
structure to protein stability, the relationship between the changes in
stability and hydration structure resulting from the amino acid
substitution on the protein surface, measured by physicochemical
experiments and cryogenic x-ray analysis, respectively, should be
elucidated. Mutagenesis studies have shown that the contribution of the
substitutions on the surface position to the protein stability is not
negligible, but on the average is somewhat smaller than in the interior
(14-16). However, because an amino acid substitution affects the
contribution of not only the hydration structure but also various
stabilization factors to the conformational stability, the contribution
of the hydration structure to protein stability cannot be simply
estimated. In fact, the contributions of even the same kind of
substitutions on the surface of proteins to their stabilities have been
changed depending on the environment of the mutation sites (14).
Considering these facts, systematic surveys are necessary to understand
the role of the hydration structure. Human lysozyme (130 residues),
which has been extensively examined (17), is a good model protein for
the study of systematic mutants. The contributions of several
stabilization factors to the stabilities of mutant human lysozymes have
been evaluated by a unique equation considering the conformational
changes caused by the substitutions (18-20).
In this study, three different positions (Val-2, Val-74, and Val-110)
on the surface of the human lysozyme were focused on. These positions
are located in different secondary structures (
-sheet, loop, and
-helix, respectively), and 72, 75, and 71% of the residues are
exposed, respectively. In our previous study (19), the hydrophobic
mutants (Val to Gly, Ala, Ile, Leu, Met, or Phe) substituted at these
three positions have been examined. The results have shown that the
local hydration structures of the mutant proteins, the stability
changes of which cannot be explained by the contribution of several
stabilization factors, were significantly affected by the
substitutions. To quantitatively evaluate the contribution of the
hydration structures, a series of hydrophilic mutants replaced with
Ser, Tyr, Asp, Asn, or Arg at Val-2, Val-74, and Val-110, were
constructed. The thermodynamic parameters for denaturation of the
mutant proteins were determined using differential scanning calorimetry
(DSC),1 and the crystal
structures were determined by cryogenic x-ray analysis at 100 K. Various changes in the hydration structure resulting from the
interaction between these polar residues and water molecules around the
mutation sites were observed. The role of surface hydrophilic residues
and hydration structures in the conformational stability of a protein
will be discussed along with the changes in the stability and structure
caused by the substitution.
 |
EXPERIMENTAL PROCEDURES |
Mutant Proteins--
The mutagenesis, expression, and
purification of the mutant human lysozymes were performed as described
previously (21). Only one mutant, V110S, could not be obtained because
there was no occurrence during the transformation of the yeast. The
protein concentration was spectrophotometrically determined using
E1%1 cm = 25.65 at 280 nm for the
mutant human lysozymes (22), except for the Tyr-substituted mutants. The concentration of the Tyr mutant proteins were
spectrophotometrically determined using
E1%1 cm = 26.59 at 280 nm with a
correction for the increase in the molar absorption coefficient of Tyr
(23).
DSC--
Calorimetric measurements and data analyses were
carried out as described previously (21). For the measurements, a DASM4 adiabatic microcalorimeter equipped with an NEC personal computer was
used. The sample buffer for measurements was 0.05 M
Gly-HCl. Each protein was measured from three to five times at
different pH points between pH 2.6 and 3.5. At each condition, one
measurement was done. The data analysis was done using Origin software
(MicroCal, Inc., Northampton, MA). The thermodynamic parameters for
denaturation as a function of temperature were calculated using the
following equations (24).
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(Eq. 1)
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(Eq. 2)
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(Eq. 3)
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The
Cp values in these equations were
assumed to be independent of temperature between 20 and 80 °C.
X-ray Structural Analysis--
The mutant human lysozymes were
crystallized as described elsewhere (21, 25). All crystals belong to
space group P212121 with a crystal
form identical to that of the wild type and of most mutant proteins.
The intensity data were collected at 100 K by the oscillation method on
a Rigaku RAXIS IV imaging plate mounted on a Rigaku RU300 for V2Y, V2N,
V2R, V74Y, V74N, V74R, V110N, and V110R, and by synchrotron radiation
at the SPring-8 on beamline 40B2 with a Rigaku RAXIS IV (Harima, Japan;
Proposal 2000A0346-CL-np) for V2S, V2D, V74D, V110Y, and V110D. The
data were processed by the program DENZO (26) for V2Y, V2R, V74Y, V74R,
and V110R and with the software provided by Rigaku for the other
mutants. Their structures were solved by the isomorphous method using
the program X-PLOR (27) as described previously (21, 25). The data set
for V74S has been collected, and its structure has been solved at 100 K
(28).
Detection of solvent molecules was done using the program FLAPPER
(21),2 as described
previously (19). The criteria for selecting solvent molecules were to
have hydrogen bonding geometry contacts of 2.4-3.5 Å with protein
atoms or with the existing solvent, excluding contacts to carbon atoms
within 3.2 Å, to have temperature factors of less than 45 Å2, and to have electron densities of more than 2.5
level in Fo
Fc maps,
as described previously (19, 21, 25). The sites of residues 2, 74, and
110 in the molecule are not directly involved in crystal contacts.
For analysis of hydration sites, water molecules in the wild-type
structure were considered to be conserved in mutant structures when a
water molecule was found in a mutant structure within 1.3-Å distance
from the position at which the water molecule found in the wild-type
structure (3). The mutant proteins analyzed were V2X,
V74X, and V110X, where X means G, A,
I, L, M, F, S, Y, D, N, and R (19). The distance 1.3 Å corresponds to
the half of the typical hydrogen bond distance.
 |
RESULTS |
Stability of Mutant Human Lysozymes--
The hydrophilic mutant
proteins substituted at position 2 (V2S, V2Y, V2D, V2N, V2R), position
74 (V74S, V74Y, V74D, V74N, V74R), and position 110 (V110Y, V110D,
V110N, V110R) were examined. Only one mutant, V110S, could not be
obtained (see "Experimental Procedures"). To determine their
thermodynamic parameters of denaturation, differential scanning
calorimetry measurements were done at acidic pH between 2.6 and 3.5 where the denaturation of the human lysozyme is reversible. Table
I shows the denaturation temperature
(Td), the calorimetric enthalpy
(
Hcal), and the van't Hoff enthalpy (
HvH) of each measurement for the mutant
proteins. The thermodynamic parameters of denaturation at a constant
temperature (64.9 °C) and pH 2.7 were calculated using Equations
1-3 (see "Experimental Procedures"), as shown in Table
II. The hydrophilic mutant proteins substituted at Val-2 were destabilized (
G = -5.9
to -1.5 kJ/mol), those at Val-74 were somewhat less destabilized
(
G = -1.8 to -0.3 kJ/mol), and those at Val-110
were slightly stabilized (
G = -0.6 to 3.7 kJ/mol). These trends have also been shown in the hydrophobic mutants
substituted at the same positions (19).
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Table II
Thermodynamic parameters for denaturation of mutant human lysozymes at
the denaturation temperature (64.9 °C) of the wild-type protein
at pH 2.7
These parameters were calculated using Equations 1-3. WT, wild type.
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The changes in enthalpy,
H, upon mutation were also
substantially different from each other, depending on the structural feature of the mutations sites. In most cases, however, the large enthalpy changes were offset by the entropy changes. Therefore, under
the existing circumstances, no correlation between the changes in
enthalpy and structural changes upon mutation was found. For instance,
the
H value of V110D was the smallest among the mutants in this study, 386 kJ/mol, whereas that of the wild-type protein was
477 kJ/mol (Table II). This unfavorable enthalpy term might be
compensated by the favorable entropy term because this mutant protein
was stabilized by 0.7 kJ/mol as a result of the substitution. These
quite large changes in entropy and enthalpy might be caused by the
change in the structural features, but the structural change in this
mutant was quite small.
Structure of Mutant Human Lysozymes--
The data collection and
refinement statistics for the hydrophilic mutant human lysozymes are
summarized in Table III. As described above, all of the intensity data were collected at 100 K. Although the
wild-type structure at 100 K seemed to be the same fold as the
wild-type structure at 283 K, the B-factors for the protein atoms and
the water molecules at 100 K were significantly smaller than those at
283 K (19), as previously reported (29). All structures of the mutant
proteins were similar to the wild-type structure; the root mean square
differences in the main chains and side chains relative to the
wild-type structure were less than 0.2 and 0.3 Å, respectively.
Many of the detected water molecules interacted with the protein atoms
and each other via hydrogen bonds. The hydration water molecules formed
aggregates of various shapes and dimensions, and some of the aggregates
even covered the hydrophobic residues by forming oligomeric network
arrangements (3, 30). The total number of water molecules observed in
the crystal structures (Table III) and the conservation of hydration
water molecules between the wild-type and mutant human lysozymes (see
"Experimental Procedures") were different to a certain extent among
the mutant crystals. This may reflect the original crystal quality and
the difference of the quenching of hydration water molecules by a flash
cooling. These differences were mostly observed in the regions apart
from protein surface. Nakasako (3) has reported using trypsin crystals that most hydration sites in the room temperature structure are occupied by water molecules at 100 K and the hydration sites in the
crystal contact area are poorly conserved in three different crystal
forms. Nakasako suggests that the molecular packing in the
crystallization process artificially produced the hydration sites in
the contact area. Around the residues 2, 74, and 110 in human lysozyme
crystals where they are not directly involved in crystal contacts, the
number of water molecules was not significantly different unless the
residue was substituted. There were 24, 22, and 32 water molecules
within 10 Å from C
atom of the residues 2, 74, and 110, respectively, in the wild-type structure, and 24.0 ± 1.1, 22.2 ± 1.5, and 32.5 ± 1.5 water molecules on the average
within 10 Å from C
atom of the residues 2, 74, and 110, respectively, in unrelated mutant structures, V74X,
V110X, and V2X, respectively, where X
means G, A, I, L, M, F, S, Y, D, N, and R (19). On the other hand, the
number of water molecules around the residues 2, 74, and 110 are 20-26
in V2X, 19-25 in V74X, and 30-34 in
V110X, respectively. Analyzing the conservation of hydration
sites shows that 73, 73, and 77% of the total water molecules around
the residues 2, 74, and 110 (within 10 Å from C
atom),
respectively, in the wild-type human lysozyme structure, were conserved
in unrelated mutant structures, V74X, V110X, and V2X, respectively, on the average, and totally the number of
water molecules is almost same. When these residues were substituted, however, 58, 60, and 63% of the water molecules around each mutation site in the wild-type crystal were occupied by water molecules in the
V2X, V74X, and V110X crystals,
respectively, on the average. These results show that discussions about
the hydration water molecules around the residues 2, 74, and 110 in
human lysozyme crystals are possible and useful.
The structures of the Val-2, Val-74, and Val-110 mutants in the
vicinity of the mutation sites are illustrated in Figs.
1, 2, and
3, respectively.

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Fig. 1.
Structures in the vicinity of position 2:
a, wild-type; b, V2S;
c, V2Y; d, V2D; e,
V2N; f, V2R. The crossed
circles represent the water molecules. The dashed
lines represent the hydrogen bonds (<3.1 Å). The
structures were generated with the program ORTEP (58).
Single-letter amino acid codes are used for all
figures.
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Fig. 2.
Structures in the vicinity of position 74:
a, wild-type; b, V74S;
c, V74Y; d, V74D; e,
V74N; f, V74R. The crossed
circles represent the water molecules. The dashed
lines represent the hydrogen bonds (<3.1 Å). The
structures were generated with the program ORTEP (58).
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Fig. 3.
Structures in the vicinity of position 110:
a, wild-type; b, V110Y;
c, V110D; d, V110N;
e, V110R. The crossed
circles represent the water molecules. The dashed
lines represent the hydrogen bonds (< 3.1 Å). The
structures were generated with the program ORTEP (58).
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(i) Val-2 Mutants--
In the wild-type structure (Fig.
1a), O
1 of Asn-39 forms a hydrogen bond with the N of
Lys-1 via a water molecule, and N
2 of Asn-39 forms a hydrogen bond
with a water molecule, which is the end of the hydration structure
covering the side chain of Val-2. In the mutant structures, all the
introduced polar side chains formed the hydrogen bond(s) with the
protein atoms or water molecules. The side chains of Tyr-2 in V2Y,
Asp-2 in V2D, Asn-2 in V2N, and Arg-2 in V2R formed hydrogen bonds with
water molecules, resulting in changes in the hydration structure
covering residue 2 (Fig. 1, c-f). The side chains of Ser-2
in V2S and Asp-2 in V2D also formed a hydrogen bond with that of
Asn-39, destroying the hydrogen bonds between O
1 of Asn-39 and N of
Lys-1 via the water molecule (Fig. 1, b and
d).
(ii) Val-74 Mutants--
All of the polar residues introduced at
position 74 formed hydrogen bond(s) with water molecule(s), not with
the protein atoms (Fig. 2). However, these polar residues did not
substantially change the hydration structure around residue 74. The
hydration structure and hydrogen bond networks changed slightly.
(iii) Val-110 Mutants--
The substituted polar residues at
position 110 hardly affected the hydration structure around there (Fig.
3). The side chains of Asp-110 in V110D and Asn-110 in V110N formed
hydrogen bonds (Fig. 3, c and d). In the case of
V110Y and V110R, however, the side chains of the introduced polar
residues, Tyr-110 and Arg-110, respectively, did not form any hydrogen
bonds in their crystal structures (Fig. 3, b and
e), suggesting that these residues interact with mobile
water molecules, which could not be detected in the crystal structure analysis.
 |
DISCUSSION |
Estimation of the Stabilities for the Mutant Proteins Substituted
at Three Different Exposed Positions--
The network of hydrogen
bonding formed the hydration structure. It might be apparent that
changes in the hydration structure contribute to protein stability. To
understand the effect on protein stability caused by changes in the
hydration structure, it is necessary to estimate the contributions of
the changes in various factors resulting from the substitutions to the
protein stability and subtract these contributions from the
experimental results. These stabilization factors have been studied
using mutant proteins in which the substitutions would affect each
stabilization factor of the proteins (31-40). However, the same types
of substitutions have given different results, depending on the
differences in the environments surrounding the substitution residues
and structural changes because of the mutation (21, 41-46). Recently,
it has been proposed that the changes in stability of each mutant human lysozyme are represented by a unique equation, considering the conformational changes caused by the mutations (18, 19). In these
studies, by a least-squares fit of the experimental Gibbs energy
changes upon denaturation (
Gexp) of 54 mutant human lysozymes to the equation, the contribution of the major
stabilization factors, such as the hydrophobic effect, hydrogen bonding
in the interior of the protein, water molecules introduced in the
interior of a protein, and propensity of the secondary structure, to
protein stability has been estimated. The difference in the Gibbs
energy changes upon denaturation between the wild-type and mutant
proteins (
G) is expressed by Equation 4 (18, 19).
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(Eq. 4)
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GHP,

Gconf, 
GHB,

GH2O,
and 
Gpro represent the changes in
G resulting from the hydrophobic effect, the
conformational entropy of the side chain at the mutation site, the
formation and removal of hydrogen bonding in the interior of the
protein, the introduction of water molecules in the interior of the
protein, and the propensity of the secondary structure of the
substituted residue, respectively;
ASANP and
ASAP represent the differences in the ASA (accessible
surface area) of the non-polar (C/S) and polar atoms (N/O) of all
residues in a protein upon denaturation, respectively; 
ASA means
the difference in
ASA between the wild-type and each mutant protein;
Sconf is the conformational entropy defined by
Doig and Sternberg (47); rHB is the length of
the hydrogen bonds;
NH2O is changes
in the number of water molecules introduced by the substitutions; and pro[
] and pro[
] are the
-helix and
the
-sheet propensities, respectively, of the residue defined by
Chou and Fasman (48) (revised by Koehl and Levitt (Ref. 49)). The
parameters in Equation 4 are
= 0.178 kJ mol
1
Å
2,
= -0.013 kJ mol
1
Å
2,
= 15.53 kJ Å mol
1,
= -7.79 kJ mol
1,
[
] = 5.07 kJ
mol
1,
[
] = 2.32 kJ mol
1
(18, 19).
The 
G values of a series of the mutant proteins
substituted at three different exposed positions can be estimated using the parameters of Equation 4 and the structural information for mutant
proteins obtained by x-ray analysis. First, the contribution of the
hydration structure and hydrogen bonds formed by the introduced polar
residue to protein stability were not included in the estimated 
G values, because the contribution of the hydrogen
bond on the surface of the protein has been unknown and it is
apparently different from that in the interior.

GHB and

GH2O in
Equation 4 represent the contributions of the hydrogen bond and
introduced water molecule, respectively, in the interior of the
protein. In this case, 
GHB and

GH2O were
assumed to be zero. The
Sconf values were
corrected corresponding to the degree of exposure of the substituted
residue calculated from the crystal structure of each mutant. Fig.
4a shows a correlation between
the 
G (
Gexp) measured and

G (
Gest) estimated from Equation 4 using the above parameters for the mutant human lysozymes. The crosses are 54 mutant human lysozymes used for the
determination of each coefficient in Equation 1 (18, 20, 21, 25,
44-46, 50, 51). The largest deviation between

Gexp and 
Gest
among these 54 mutant proteins was less than 5 kJ/mol (S.D. = 2.7 kJ/mol). The solid and open circles
represent the hydrophilic mutants (Val to Ser, Tyr, Asp, Asn, and Arg)
examined in the present study and the hydrophobic mutants (Val to Gly,
Ala, Ile, Leu, Met, and Phe) (19), respectively, substituted at Val-2
(green), Val-74 (red), and Val-110
(blue) (S.D. = 3.5 kJ/mol). The estimated value agreed with
the experimental value, but with a few exceptions.

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Fig. 4.
a, the relation between the experimental
and estimated  G values for the Val-2 (green
circles), Val-74 (red circles), and
Val-110 (blue circles) mutants. The
solid and open circles denote
the hydrophilic mutants (the present study) and hydrophobic
mutants (19), respectively. The crosses are 54 mutant human
lysozymes used for the determination of each coefficient in Equation 4.
b, the results of the fitting using 32 surface mutants to
obtain the parameters of Equation 7. The dotted
line represents y = x. The
dashed lines represent the error bars of ±5
kJ/mol.
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The Contribution of Hydration Structure to Protein
Stability--
There were some mutant proteins for which the
deviations between 
Gexp and

Gest in Fig. 4a were greater
than 5 kJ/mol. They are V2G, V2F, and V74G (hydrophobic mutants), and
V2R and V74S (hydrophilic mutants). In the case of the hydrophobic
mutants, the substitutions in V2G and V2F, whose

Gexp values are lower by 6.4 and 7.1 kJ/mol than the 
Gest, respectively,
destroy the hydration structure observed in the wild-type structure
(19). On the other hand, the substitution in V74G, whose

Gexp value is higher by 7.9 kJ/mol than
the 
Gest, strengthens the hydration structure (19). For V2R and V74S (Figs. 1f and
2b, respectively), the hydration structures observed in the
wild-type structure seemed to change because of these substitutions.
However, the hydration structure of other hydrophilic mutants might
also be affected variously because of the substitutions as
described above.
Thus, the problem is to what degree do the changes in the hydration
structure contribute to protein stability. To estimate the contribution
of the hydration structure to the protein stability, the terms of the
changes in the hydration structure (
GHS)
was added to Equation 4 as follows.
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(Eq. 5)
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As mentioned above, 
GHB and

GH2O in
Equation 4 represent the contributions of hydrogen bond and introduced water molecule, respectively, in the interior of the protein. Therefore, 
GHB and

GH2O were
assumed to be zero in this case. Using Equation 4, the

GHS could be calculated as
follows.
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(Eq. 6)
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Because several hydration water molecules interacting with protein
atoms and each other via hydrogen bonds formed the hydration structure,
the contribution of the hydration structure to protein stability
(
GHS) might include the contribution of
the hydrogen bond on the surface of the protein, which is apparently
different from that in the interior. In addition,

GHS might include an entropic effect of
the water molecule hydrated on the surface of the protein, which is
also different from that in the interior. Here, the contribution of the
hydrogen bonding on the surface and the water molecule introduced on
the surface to protein stability were represented as

GHB
and

GH2O
,
respectively. The change in
G because of the changes in
the hydration structure between the wild-type and mutant proteins can
then be expressed as follows.
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(Eq. 7)
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HB[pp], HB[pw], and HB[ww] mean the intramolecular,
protein-water, and water-water hydrogen bonds (less than 3.1 Å),
respectively, formed by the residues or the water molecules in the
vicinity of the substituted site (within 10 Å from C
atom at each
mutation residue);
NH2O
is the difference between the wild-type and mutant proteins with the
respect to the number of water molecules forming a hydrogen bond with
protein atoms around the mutation site (within 10 Å from C
atom at
each mutation residue). Here, we are assuming that water molecules in
the cryogenic structure represent those in the 283 K structure, because
the hydration structures observed in the crystal at 283 K at least do
not change significantly after cooling (3, 19).
The coefficients,
[pp]
,
[pw]
,
[ww]
, and 
were
estimated using the least-squares fit of the

GHS calculated from Equation 6 to Equation 7 for a total of 32 surface mutant lysozymes (18 hydrophobic and 14 hydrophilic mutants). The estimation suggested that
[pp]
= 4.47 kJ Å mol
1,
[pw]
= 4.14 kJ Å mol
1,
[ww]
= 1.19 kJ Å mol
1,
and 
= -1.21 kJ mol
1. These

values show that the contribution of 3-Å
intramolecular protein-protein, intermolecular protein-water, and
water-water hydrogen bonds on the surface to protein stability are 1.5, 1.4, and 0.4 kJ/mol, respectively, indicating the different
contributions of each hydrogen bond. The contribution of the hydrogen
bonds on the surface of the protein to the stability was much smaller
than those in the interior (5.1 kJ/mol). This is reasonable because the
dielectric constant is larger on the surface than that in the interior
(52). On the other hand, the

GH2O value
deviated from the changes in number of water molecules on the protein
surface represents the entropic effect of a water molecule. Then, the entropic cost to connect a water molecule with a protein atom on the
surface in the native structure was 1.2 kJ/mol, which is much smaller
than that in the interior (7.8 kJ/mol) (18). Indeed, the entropic cost
associated with the binding of water molecules on the surface of the
protein molecule is smaller than that in the interior (53). Although it
is certain that the rHB
and
NH2O
values largely depend on the quality of the crystal or the x-ray data,
the estimated values were quite reasonable.
Fig. 4b shows the correlation between the

Gexp and 
Gest
values, which was estimated using Equations 5-7. The large deviation between 
Gexp and

Gest shown in Fig. 4a was
improved by considering the contribution of the hydration structure to
protein stability. The S.D. value for the surface mutants was improved
from 3.5 to 2.7 kJ/mol, comparable with that for other mutant human
lysozymes (2.7 kJ/mol) (18). Table IV
lists the contribution of the stabilization factors considered in the
present study to protein stability. Table IV indicates that the
hydrogen bonds of Ser-2 in V2S and Asp-2 in V2D with Asn-39 contribute
to stabilize the protein by 1.6 and 1.8 kJ/mol, respectively. The
entropic effect of the water molecules was somewhat larger than the
contribution of the hydrogen bond on the surface of the protein, but
this was compensated by the contribution of protein-water hydrogen
bonds, showing results similar to that in the interior of the protein
(18, 20).
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Table IV
Contribution of various factors to the stability of the mutant
substituted at positions 2, 74, and 110 (kJ/mol)
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Some spectroscopic and thermodynamic experiments have shown that the
dynamic behavior of protein molecules can be strongly correlated with
the hydration states of the molecules (54-57). Although recent
crystallographic studies have yielded structural information about the
hydration structures (3), the contribution of the hydration structure
to protein stability has not been quantitatively estimated. In this
study, we could estimate the contribution of the hydration structure to
protein stability in terms of hydrogen bonding and the entropic effect
of water constituting the hydration structure, using the crystal
structures at 1.8-Å resolution.
Conclusion--
At three exposed positions, Val-2, Val-74, and
Val-110 of the human lysozyme, which are located in different types of
hydration structures, the mutant proteins substituted by a series of
hydrophilic residues (Ser, Tyr, Asp, Asn, and Arg) were examined. The
introduced polar side chain forming the hydrogen bonds with protein
atoms and/or water molecules variously affected the hydration
structures. By subtracting the contribution of the general
stabilization factors to protein stability from the measured stability
for each mutant protein substituted at the surface, and relating them
with each hydration structure, the contribution of the hydration
structure to protein stability could be quantitatively estimated using
32 surface mutant proteins including the hydrophobic mutants (19). The
contribution of the hydrogen bonds constituting the hydration structure
to the protein stability were 1.5, 1.4, and 0.4 kJ/mol per
protein-protein, protein-water, and water-water hydrogen bonds with a
length of 3.0 Å. The entropic effect of a water molecule constituting
the hydration structure was - 1.2 kJ/mol. These values are quite
reasonable and would be useful for further understanding the structural
dynamics and the principles of protein folding. This is the first
report indicating that the contribution of the hydration structure to
protein stability could be quantitatively estimated.
 |
ACKNOWLEDGEMENT |
We thank Takeda Chemical Industries (Osaka,
Japan) for providing the plasmid pGEL 125.
 |
FOOTNOTES |
*
This work was supported in part by fellowships from the
Japan Society for the Promotion of Science for Young Scientists (to J. F. and K. T.) and by a grant-in aid for scientific
research on Priority Areas (C) "Genome Information Science" from
the Ministry of Education, Science, Sports and Culture of Japan (to
K. Y.).The costs of publication of this
article were defrayed in part by the
payment of page charges. The article
must therefore be hereby marked
"advertisement" in
accordance with 18 U.S.C. Section
1734 solely to indicate this fact.
The atomic coordinates and the structure factors (code 1GF8 (V2S), 1GF9 (V2Y), 1GFA (V2D), 1GFE (V2N), 1GFG (V2R), 1GFH (V74Y), 1GFJ (V74D), 1GFK (V74N), 1GFR (V74R), 1GFT (V110Y), 1GFU (V110D), 1GFV (V110N), and 1INU (V110R)) have been deposited in the Protein Data Bank, Research Collaboratory for Structural Bioinformatics, Rutgers University, New Brunswick, NJ (http://www.rcsb.org/).
§
Present address: Dept. of Medical Biochemistry and Genetics, Texas
A&M University, College Station, TX 77843-1114.
To whom correspondence should be addressed. Tel.:
81-6-6879-8615; Fax: 81-6-6879-8616; E-mail:
yutani@protein.osaka-u.ac.jp.
Published, JBC Papers in Press, April 1, 2002, DOI 10.1074/jbc.M110728200
2
S. Fujii, unpublished data.
 |
ABBREVIATIONS |
The abbreviations used are:
DSC, differential
scanning calorimetry;
ASA, accessible surface area;
Cp, heat capacity change;
G, Gibbs energy change;
H, enthalpy change;
Td, denaturation temperature.
 |
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