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Biophys J, July 1999, p. 99-113, Vol. 77, No. 1

Probing the Structural Changes in the Light Chain of Human Coagulation Factor VIIa Due to Tissue Factor Association

Lalith Perera,* Thomas A. Darden,# and Lee G. Pedersen*#

 *Department of Chemistry, University of North Carolina, Chapel Hill, North Carolina 27599-3290, and  #National Institute of Environment Health Science, Research Triangle Park, North Carolina 27709-2233 USA

    ABSTRACT
TOP
ABSTRACT
INTRODUCTION
COMPUTATIONAL PROCEDURE
RESULTS AND DISCUSSION
CONCLUSIONS
REFERENCES

The crystallographic structure of human coagulation factor VIIa/tissue factor complex bound with calcium ions was used to model the solution structure of the light chain of factor VIIa (residues 1-142) in the absence of tissue factor. The Amber force field in conjunction with the particle mesh Ewald summation method to accommodate long-range electrostatic interactions was used in the trajectory calculations. The estimated TF-free solution structure was then compared with the crystal structure of factor VIIa/tissue factor complex to estimate the restructuring of factor VIIa due to tissue factor binding. The solution structure of the light chain of factor VIIa in the absence of tissue factor is predicted to be an extended domain structure similar to that of the tissue factor-bound crystal. Removal of the EGF1-bound calcium ion is shown by simulation to lead to minor structural changes within the EGF1 domain, but also leads to substantial relative reorientation of the Gla and EGF1 domains.

    INTRODUCTION
TOP
ABSTRACT
INTRODUCTION
COMPUTATIONAL PROCEDURE
RESULTS AND DISCUSSION
CONCLUSIONS
REFERENCES

The zymogen factor VII has no activity in its native form in the circulating blood. Activation occurs upon contact with tissue factor (TF), exposed by vascular injury. Once formed, this complex rapidly initiates blood coagulation by proteolytically activating its substrates, factor IX and X, leading to thrombin formation and a fibrin clot. Although earlier studies (Zur and Nemerson, 1978; Jesty and Morrison, 1983) reported that the single chain factor VII demonstrates considerable activity toward substrates, recent experimental data (Wildgoose et al., 1990; Lawson et al., 1992; Chaing et al., 1994) found almost no amidolytic activity. Hence the activation of factor VII (Hagen et al., 1986), a single-chain protein of 406 residues converted to factor VIIa by cleavage of a single peptide bond between Arg152 and Ile153, can now be recognized as the primary event that initiates the coagulation cascade by cleavage of factors X and IX (Nemerson, 1988; Lawson and Mann, 1991; Krishnaswamy, 1992; Butenas and Mann, 1996; Tuddenham, 1996; Kirchhofer and Nemerson, 1996). The full enzymatic potential of factor VIIa requires complexation with TF in the presence of calcium ions (Nemerson, 1988; Davie, 1995; Rapaport and Rao, 1995).

Factor VII circulates at very low concentration (10 nM) and has a short half-life of 2-3 h, whether it is in the zymogen form or in its activated form, a property unique among the other vitamin K-dependent coagulation proteases (Petersen et al., 1995). The elevated level of factor VII leads to increased risk of coronary thrombosis (Meade, 1983), and the deficiency of factor VII is associated with either variable bleeding (Triplett et al., 1985) or thrombotic manifestations (Tuddenham and Cooper, 1994). Serine proteases (SP) including factors IXa, Xa, XIIa, and thrombin have been reported to activate factor VII in vitro, but precisely which of these is responsible in vivo remains unknown. It has been reported (Nemerson and Esnouf, 1973; Sakai et al., 1989; Nakagaki et al., 1992; Yamamoto et al., 1992; Ruf, 1994; Edgington et al., 1997) that the factor VIIa/TF complex may also activate factor VII autocatalytically under physiological conditions. Tissue factor pathway inhibitor (TFPI) can inhibit TF-bound factor VIIa in the presence of factor Xa (Petersen et al., 1995).

The x-ray crystal structure of the factor VIIa/TF complex is available (Kirchhofer et al., 1995; Banner et al., 1995, 1996; Banner, 1997). These coordinates were used to create a model for the factor VIIa light chain in solution. The amino acid sequence of the light chain that contains the Gla domain and two EGF domains is given in Fig. 1, along with the domain definitions. Molecular dynamics simulations, successfully applied in previous studies of other coagulation proteins (Hamaguchi et al., 1992, Li et al., 1995, 1996, 1997; Perera et al., 1997, 1998), can yield atomic-level information about the solution structure of factor VIIa in its TF-free form. (Hereafter, we refer to it as TF-free solution.) Moreover, this TF-free solution structure will serve as a valuable template for predicting the structural changes associated with the formation of the factor VIIa/TF complex and organizing mutational data. Our main focus in the present work is on the structural changes in the Gla and EGF1 domains due to calcium binding and TF association in the EGF1 domain. We will discuss the lipid binding properties of the Gla domain by examining the properties of the calcium-Gla network, the Omega -loop structure, and the spatial arrangements of other potential lipid-binding residues. The function of the calcium ion bound to the EGF1 domain is studied by removing it and comparing the resulting structure, determined by simulation, with the predicted solution structure in the presence of this calcium. Although our primary focus is on the Gla-EGF1 fragment of factor VIIa, inclusion of the EGF2 domain is, however, essential for providing a realistic environment for the EGF1 domain.



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FIGURE 1   The amino acid sequence of the segment of the factor VIIa light chain used in the present study. The domain definitions are as follows: Gla domain, residues 1-35; connecting region between the Gla and EGF domains, residues 36-45; EGF1 domain, residues 46-82; connecting residues between the EGF1 and EGF2 domains, residues 83-85; EGF2 domain, residues 86-131; connecting region between the EGF2 domain and the SP domain, residues 132-142. The disulfide loops are also marked. However, in the text, the residues in the Gla-EGF1 connecting region are considered to be part of the Gla domain.

    COMPUTATIONAL PROCEDURE
TOP
ABSTRACT
INTRODUCTION
COMPUTATIONAL PROCEDURE
RESULTS AND DISCUSSION
CONCLUSIONS
REFERENCES

Model construction and simulation protocol

The initial structures of the model protein (residues 1-142) were derived from the crystallographic coordinates of the factor VIIa/TF/Ca2+ fragment (pdb entry = 1dan). Crystallographic water molecules within 5 Å of any protein atom were included, and all of the calcium coordinates assigned in the crystal configuration were preserved in the initial structure. Necessary hydrogen atoms were added to the x-ray crystallographic structure, followed by energy minimization of the side chains, using a distance-dependent dielectric function (500 steepest descent steps followed by 10,000 conjugate gradient steps).

The protein (along with the crystallographic water molecules and the calcium ions) was then solvated in a box of water molecules so that the box boundaries are at least 12.5 Å away from any protein atom. Water molecules used in the solvation of the protein for which the oxygen or hydrogen atoms were found to be within 2.0 Å of any atom in the protein were excluded. The central simulation box contained 142 residues of the light chain of factor VIIa, 16,485 water molecules, and 10 calcium ions. In addition to the eight calcium ions found near the Gla and EGF1 domains of the x-ray crystal structure of TF-bound factor VIIa, two calcium ions were introduced as free nonbound counterions. The two calcium counterions did not coordinate with any of the protein residues at any time during the simulation. The simulation system was thus electrically neutral. The total number of atoms in this box was 51,939. In the first step, only the added water molecules were energy minimized at constant volume (10,000 conjugate gradient steps), then all of the water molecules were subjected to energy minimization (another 10,000 conjugate gradient steps), and finally, the whole system was energy minimized (10,000 conjugate gradient steps). The system was subsequently subjected to a slow heat-up procedure to bring the temperature of the system to 300 K. After 25 ps of a constant volume/constant temperature simulation, the system was reminimized (20,000 conjugate gradient steps). After another heat-up run of 10 ps to bring the temperature back to 300 K, a constant temperature/constant volume MD run was performed for 25 ps. Finally, a constant pressure/constant temperature protocol was adopted to simulate 600 ps of dynamics.

In the present study, we used the second generation of AMBER force field (Cornell et al., 1995) in conjunction with the particle mesh Ewald method (Essmann et al., 1995) to accommodate long-range interaction in all of the solution simulations. The trajectory calculations were done with AMBER version 4.1 (Pearlman et al., 1995). The time step was 1 fs, with the nonbonded interactions updated at every step in all simulations. This choice of updating nonbonded interactions and the periodical removal of the translational and rotational motions of the center of mass (every 2.5 ps) help prevent artifacts, such as the observation of a "flying ice cube" (Harvey et al., 1998).

The role of the calcium ion bound to EGF1 domain was studied by removing it from the predicted TF-free solution structure of the light chain of factor VIIa. A simulation led to comparison of the TF-free solution structures with and without this ion. The removal of the calcium ion from the EGF1 domain was achieved as follows. As this ion was removed from the vicinity of the EGF1 domain, another calcium ion was created at an appropriate distance from the peptide to maintain the consistency in the constituents of the simulation box. First, a particle having Lennard-Jones parameters (epsilon  and sigma ) similar to the ones used for calcium ions in the present study was created at a location at least 15 Å from any protein atom. This particle was grown while fixing epsilon  at epsilon Ca and incrementally changing sigma , from 10% of sigma Ca initially, to full value. The creation of the new particle was completed during a 30-ps dynamical trajectory. During the next 100 ps of the trajectory, the charge of the calcium ion bound to EGF1 was reduced stepwise from its full value (+2e) to zero while an equivalent amount of charge was added to the new particle. This process converts the new particle to a calcium ion and the calcium ion initially bound to the EGF1 domain to an uncharged particle. The subsequent stepwise reduction of epsilon  from its original value to zero over 100 ps removes this particle from the simulation box. This procedure removes the calcium ion bound to EGF1 domain and places its solvated successor in another part of the central simulation box with no direct interactions with any of the protein atoms. Finally, a shake-up procedure to improve dynamical sampling was implemented to accelerate the events (if any) following the removal of the calcium bound to the EGF1 domain. In this procedure, the system was heated up to 350° K over 25 ps of dynamics, and the temperature was maintained at 350° K for an additional 25 ps. The temperature was reduced to 300° K during the next 25 ps of dynamics and was maintained at 300° K for the remainder of the trajectory calculation (a total of 1.445 ns).

    RESULTS AND DISCUSSION
TOP
ABSTRACT
INTRODUCTION
COMPUTATIONAL PROCEDURE
RESULTS AND DISCUSSION
CONCLUSIONS
REFERENCES

Global aspects of the simulation

Molecular dynamics simulation methods have proved to be a valuable complementary tool for obtaining molecular-level information of the protein structures in solution. However, one must take considerable precautions in predicting solution structures from dynamical simulations to ensure that the systems in consideration reach equilibrium. Inadequate simulation times and inappropriate methodology for determination of long-range interactions can lead to difficulties. Thus it is essential to provide testing to achieve stability. Currently, in addition to the realization of constancy in the potential energy as a measure of the stability of the system, simulators use RMSDs with respect to the crystal configuration or to the initial minimized configuration (Hamaguchi et al., 1992; Li et al., 1995; Perera et al., 1997). Another, more useful calculation for multidomain proteins is to evaluate the individual RMSDs for each domain (for example, Gla, EGF1, and EGF2 in the present case). This procedure can yield information on how particular domains restructure because of the presence of solution, absence of crystal contacts, or inclusion/absence of ions. The RMSDs calculated from the union of domains are essential for obtaining details of interdomain motion. In Fig. 2, we display the RMSDs of the entire peptide (residues 1-142), the Gla domain (residues 1-35), the EGF1 domain (residues 46-84), the EGF2 domain (residues 85-131), and the Gla/EGF1 (residues 1-84) and EGF1/EGF (residues 45-131) unions. We focus on the results of RMSD up to 600 ps because at this time the removal of the calcium ion bound to the EGF1 domain is initiated (discussed in a later section). Smaller fluctuations in all of the values of RMSDs during the 400-600-ps segment of the simulation ensure the stability of the system in solution. The displacements of the backbone atoms of the individual Gla and EGF1 domains with respect to their x-ray crystal positions remain relatively small (the final values of the RMSD fluctuate around 0.5 Å for these two domains). The deviation of the EGF2 domain with respect to the x-ray crystal structure shows a relatively larger magnitude (around 1.8 Å) compared to the Gla and EGF1 domains. This is to be expected, because the EGF2 domain loses a number of contacts with the SP domain, and the latter is excluded from the present model calculation. On the other hand, the combined Gla/EGF1 and EGF1/EGF2 domains show somewhat larger magnitudes in their RMSD values than the individual domains. As has been pointed out earlier (Hamaguchi et al., 1992), such deviations may arise because of relative domain motions, even though individual domains remain relatively near the TF-bound crystal structure. When the combined three-domain structure is considered, the net reorganization effect is amplified in the RMSD curve (RMSD = 3.5 Å). The density fluctuations of the system, found to be small (rho  = 1.04 ± 0.02 g/cc) during the final 100-ps interval, provide additional support for system stabilization.



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FIGURE 2   Root mean square deviations (RMSDs) of the backbone atoms, calculated with respect to the positions of atoms in the x-ray crystal configuration of the factor VIIa/TF complex. In addition to residues 1-142, which comprise all three domains (Gla, EGF1 and EGF2), the RMSDs of individual Gla, EGF1, and EGF2 domains are included. The RMSDs calculated for combined domains, Gla/EGF1 and EGF1/EGF2, are displayed to probe possible interdomain separations.

The simulation B-factors, calculated for backbone atoms by averaging over the 350-600-ps segment of the trajectory, are given in Fig. 3. The general trends show that the backbone atoms in the TF-free solution structure are relatively stabilized around their average positions, and the fluctuations around the average positions are on the order of an angstrom. The residues that exhibit significantly larger movements through their B-factors compared to the majority of the residues, with the exception of His84, are glycine residues (58, 59, and 107). None of these residues, including His84, have H-bonds with the other residues. Likewise, none were found to have crystal contacts with any other residue in factor VIIa (both light and heavy chains taken together) or with TF (when factor VIIa is bound in the crystal configuration).



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FIGURE 3   Experimental (for x-ray crystal factor VIIa/TF: ------) and calculated (for factor VIIa solution: - - -) B-factors of backbone atoms (N (top), Calpha (middle), and carbonyl C (bottom)) of the residues (1-142). The domain boundaries are indicated by vertical lines.

The final predicted TF-free solution structure was checked using the program PROCHECK (Laskowski et al., 1993) to evaluate the "goodness" of the geometrical entities such as bonds, angles, and dihedral angles in the average molecular structure of the solution protein when compared with those found in the crystal. The PROCHECK comparison showed no major discrepancies. Although Lys32 of the x-ray crystal structure of TF-bound factor VIIa falls in the disallowed region according to the values for its Phi/Psi angles, the angles associated with this residue in the TF-free solution structure are found within the acceptable values.

Gla domain

The Gla domain and the following hydrophobic stack have been shown to be important for the optimal interaction between factor VIIa and TF (Persson, 1996). Likewise, it has been suggested that this fragment is important for macromolecular substrate recognition (Martin et al., 1993). The Gla domain of factor VII contains 10 Gla residues. Of the nine calcium ions found in the x-ray crystal structure of TF-bound factor VIIa, seven are present near the Gla region. These calcium ions participate in the formation of the Gla-calcium network. The effect of the calcium ions on the structure and function of factor VIIa and the affinities of the calcium binding have been subjected to extensive studies by several laboratories (Cheung and Stafford, 1995; Persson and Petersen, 1995; Persson, 1996, 1997; Petersen and Persson, 1996; Freskgard et al., 1998; Inoue et al., 1996). Geng and Castellino (1997) studied the lipid-binding properties of a recombinant chimeric protein in which the Gla and helical stack domains of human anticoagulant protein C were replaced by those of human factor VII. They observed that the chimeric protein maintains the calcium/phospholipid-related functions of protein C and suggested, on the basis of similarity to factor VIIa, that the general calcium ion-dependent membrane-binding properties are very similar in the vitamin K-dependent coagulation proteins. However, the actual degree of affinity of lipid binding may depend on the sequence specificity found in different VKD proteins. For example, protein C and factor VII do not contain a Gla residue at position 33, and they both have low affinity toward membranes (McDonald et al., 1997a,b).

We compare the Gla domain (residues 1-45) solution structure with that of the factor VIIa/TF in crystal (Fig. 4). The displacements, on average, are found to be relatively small, even for the side chains (the RMSD for the backbone and all heavy atoms in this domain is 1.40 Å). However, some change in the backbone dihedral angles associated with Gla7 and Gla35 occur during the dynamics. The computed B-factors in the TF-free solution simulation for Gla35 (Fig. 3) are normal, whereas they are elevated in the x-ray crystal structure of TF-bound factor VIIa. Even though Gla35 does not participate in the Gla-calcium network, the backbone carbonyl oxygen makes a strong intramolecular H-bond with the backbone N of Leu39 in the crystal. Whereas this interaction remains stable in the TF-free solution structure, an additional intramolecular H-bond was found between the side chains of Gla35 and Lys38 in solution. Persson and Nielsen (1996) found that if Gla35 is mutated to Asp, Gln, or Val, the resulting variant has a lower affinity for TF measured by surface plasmon resonance. However, the mutation Gla35-Glu did not affect TF binding (Persson and Nielsen, 1996). A closer look at the TF-bound structure reveals that Gla35 is situated at a distance sufficient to form a salt bridge with Lys165 in TF. Gla35 is found to be solvent exposed in both the x-ray crystal structure of TF-bound factor VIIa (156 Å2) and the TF-free solution structure (147 Å2). These values are larger than the solvent-accessible area of other Gla residues, and hence one can reasonably assume that there is potential for a salt bridge of Gla35 in factor VIIa with TF that enhances the association of factor VIIa/TF complex.



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FIGURE 4   Comparison of the final TF-free solution structure (600 ps) of the Gla domain of factor VIIa residues 1-45 with that of the factor VIIa/TF crystal complex. The backbone ribbons are used to represent the secondary structure (solution: light band; crystal: line ribbons). The two structures were aligned using the best fit of the backbone atom positions. Changes in the secondary structure are essentially indistinguishable. Amino acid residues are represented, only for the solution structure, by lines, and calcium ions are represented by dark circles. The Omega -loop, which is thought to participate in lipid interaction, is clearly visible at the base of the structure.

Several of the calcium ions moved somewhat closer to Gla residues, forming stronger ionic bonds with them once introduced to the solution (for example, Ca-3 and Ca-9). However, no major restructuring in the Gla-calcium network (Table 1) is observed to be due to solvation. Most of the crystallographic water molecules remained coordinated to calcium ions during our simulations, emphasizing the stability of those water molecules in the structure determination. The N-terminus Ala1 network is also preserved during the TF-free solution simulation (Table 2). In bovine prothrobin fragment I (BF1), this network was recognized to be responsible for the formation of the Omega -loop that undergoes the required folding for lipid binding in the presence of calcium ions (Welsch and Nelsestuen, 1988). Taken together, the stability in the Gla-calcium network and the conservation of both the Ala1 network and Omega -loop in solution indicate that lipid-binding properties similar to BF1 can be expected for the factor VII/Ca complex, even in the absence of TF.


                              
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TABLE 1   Ca2+-Gla interactions (dCa-Gla <=  3.0Å) for the crystal structure of factor VIIa/TF complex (top line) versus the TF-free solution structure of factor VIIa (bottom line)


                              
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TABLE 2   Comparison of the Ala1-N network of the solution structure of factor VIIa in its TF-unbound form with the factor VIIa/TF in the crystal

Residues Lys18, Arg36, and Ser43 in the Gla domain are found to be in the close vicinity of TF in the crystal configuration (<3.2 Å) and in fact, several of the side-chain atoms of these residues are close enough to make strong H-bonds with side chains of the residues in TF. For example, NH1 of Arg36 is within 2.7 Å of OG of Ser163 in TF. This interaction site is in close vicinity to the possible Gla35 (in factor VII) and Lys165 (in TF) interaction site discussed above. In the TF-free solution structure, both Gla35 and Arg36 are found to have large solvent accessibilities, indicating their availability for possible H-bonds when TF comes in contact with factor VII. However, Lys18 is intradomain H-bonded to Leu13 in both TF-bound crystal and TF-free solution configurations. On the other hand, Arg36 has an intradomain H-bond to Asp33 only in the crystal configuration, whereas Ser43 does not possess intradomain H-bonds in either structure. The observed intradomain H-bonds of Lys18 in the TF-free solution structure may compete with the propensity of this residue to form H-bonds with TF residues. It is interesting to note that no mutation with severe clinical manifestations has been found so far in the factor VIIa Gla domain, although there is an interesting heterozygous mutation (Gla16-Lys) (Tuddenham and Cooper, 1994; Tuddenham et al., 1995; Cooper et al., 1997).

EGF1 domain

Several residues of the EGF1 domain found to directly interact with TF have been shown to be substantially responsible for factor VIIa/TF affinity, using mutational analysis of factor VIIa (Kelly et al., 1997). Because the present simulation is performed in the absence of TF, comparison of the TF-free solution structure to that of TF-bound crystal may help one understand the consequences of the removal of TF. In other words, observed structural changes (if any) in factor VIIa may be partially attributed to the association with TF. The RMSD values corresponding to the EGF1 domain indicate that the backbone atoms do not undergo appreciable structural changes when solvated (and separated from) the TF-bound crystal. For comparison, we display (Fig. 5) the TF-free solution structure of EGF1 domain and the superimposed backbone structure of the same domain in the TF-bound crystal. As can be seen from the figure, the backbones align quite well, indicating that the changes in the secondary structure are minimal. It thus appears that the TF association does not cause significant secondary structural changes in the EGF1 domain.



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FIGURE 5   Comparison of the final TF-free solution structure (600 ps: light band) of the EGF1 domain of factor VIIa with that of the factor VIIa/TF x-ray crystal complex (line ribbons). The least-squares fit of the backbone atoms was used for the alignment. Side chains are displayed for the solution structure. The two residues (Asn57 and Arg79), which are involved in TF binding, are especially marked. All of the residues that participate in TF binding are seen at the base of the figure (along with Arg79).

Factor VII contains two Gla-independent calcium-binding sites (as do factors IX and X and protein C). One of these sites is found in the EGF1 domain of factor VII. Protein C and factor X contain an aspartic acid residue in the first EGF domain that is postribosomally hydroxylated to erythro-beta -hydroxyaspartic acid. The analogous residue is partially hydroxylated in factor IX. A consensus sequence that appears to be required for the modification has been proposed (Thim et al., 1988). Even though factor VII has the consensus sequence in its EGF1 domain, neither plasma-derived or recombinant factor VII has been shown to contain erythro-beta -hydroxyaspartic acid at position 63 (Thim et al., 1988). This modification, however, does not appear to affect calcium binding (Selander-Sunnerhagen et al., 1992; Sunnerhagen et al., 1993, 1995) in EGF1 of factors IX and X. Because calcium binding involves mostly the residues in the Gla-EGF1 connecting region, we will defer a discussion on details of the calcium binding to a subsequent section.

It has been found that the naturally occurring mutation Asn57Asp in the EGF1 domain (Berube et al., 1992) affects the folding of this domain and subsequently decreased cellular secretion of mutant factor VII. The mutant protein does not bind TF and is therefore present in an apparently biologically inactive form (Leonard et al., 1998). Furthermore, the natural mutation Arg79-Gln in the EGF1 domain may reduce the affinity for TF binding (O'Brien et al., 1994; Takamiya et al., 1995). The side chains for all EGF1 residues in the TF-free solution structure are displayed in Fig. 5. Residues Asp57 and Arg79 are represented by thicker sticks in Fig. 5. The residues Lys62, Gln64, Ile69, Phe71, and Arg79 show significant impact on TF binding in the alanine scanning mutagenesis experiments on factor VII (Dickinson et al., 1996; Dickinson and Ruf, 1997). Analysis of the TF-bound crystal structure shows that residues Lys62, Gln64, Leu65, Ile69, Cys70, Phe71, Cys72, Leu73, Pro74, Glu77, Gly78, and Arg79 are either in close contact with or in the near vicinity (within 4 Å) of TF residues (Banner et al., 1996). These residues are somewhat confined to a planar surface (base of Fig. 5), which prevents Asn57 from directly participating in TF binding in the solution structure. This residue is positioned in a critical turn and thus may be essential for proper folding of the EGF1 domain (Leonard et al., 1998). It is also noteworthy that Asn57 is conserved in most EGF1 domains except protein S and protein C. In fact, the strong intradomain H-bond found between Asn57 and Cys81 in the TF-bound crystal structure of factor VIIa is preserved during the entire solution simulation. On the other hand, Arg79 is found to be directly involved in TF binding in the x-ray crystal configuration. This residue is highly solvent accessible (solvent-accessible area 212 Å2) in the TF-free solution structure and makes no intramolecular H-bonds with any other residue. As ecxpected, almost all of the residues that participate in the TF binding in the TF-bound crystal configuration are found to be highly solvent accessible in the TF-free solution structure.

It is of interest whether significant side-chain movements in the interface of the EGF1 domain with TF (described above) occur because of TF binding to this interface. We can analyze the side-chain movement of the interface of the EGF1 domain with TF by comparing the B-factors calculated for the heavy atoms of the side chains with the corresponding B-factors from x-ray experiment. The B-factors of the side chains in the TF-free solution, in general, are somewhat smaller than the TF-bound crystal form, and this follows a similar observation for backbone atom B-factors given in Fig. 3. As evident from Fig. 6, some of the residues (Lys62, Gln64, Leu65, Phe71, Leu73, and Arg79) that were in close contact with or in the vicinity of TF show larger B-factors in TF-free solution and, certainly, some of these B-factors are larger than the experimentally reported values in the TF-bound crystal. Except in the case of Lys62 and Arg79, which are ionic side chains, the other residues may not be extended very much into water because of the hydrophobic nature of these residues. Because in binding with TF these residues were somewhat extended, in solution they find it more appropriate to cluster with the other hydrophobic residues in the aqueous environment.



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FIGURE 6   Experimental (for x-ray crystal factor VIIa/TF: open circle ) and calculated (for TF-unbound factor VIIa in solution: black-square) B-factors of side-chain heavy atoms of the residues (48-84) in the EGF1 domain. Residues bound to (or in the vicinity of) TF in the TF-bound crystal configuration of factor VIIa are labeled.

Carbohydrate chains attached to the O-glycosylation sites (Ser52 and Ser60) in the EGF1 domain of factor VII in the TF crystal complex were not included in our present TF-free solution structure calculation. Two serine residues in the EGF1 domain of factor VIIa, Ser52 and Ser60, are reported to support carbohydrate linkages (Bjoern et al., 1991). A trisaccharide, or a truncated form of a longer carbohydrate, is O-glycosidically linked to Ser52 of human factor VIIa (Bjoern et al., 1991). There are similar reports of carbohydrate attachment at this position for bovine factors VII and IX, human factor IX, and human and bovine protein Z (Nishimura et al., 1989). Ser60 contains an O-glycosidically linked fucose fragment (Bjoern et al., 1991; Harris et al., 1991). The direct biological function of the carbohydrate attachment is as yet unknown, but mutations at Ser52 and Ser60 (by Ala) show reduced clotting activity in factor VII (Iino et al., 1998). Iino et al. (1998) also found indistinguishable changes in TF-dependent and TF-independent amidolytic activity for mutants compared to the wild type. The possible glycosylation site of the nearby Ser53 residue, in both TF-bound crystal and TF-free solution, is directed somewhat toward the interior of the protein and hence is less accessible for glycosylation. Furthermore, in both TF-free solution and TF-bound crystal, we find that the side chain of Ser53 forms two intramolecular H-bonds as opposed to a single intramolecular H-bond found in each Ser52 and Ser60, thus reducing the possibility of forming the carbohydrate link.

EGF2 domain

The focus of the current work is on the Gla-EGF1 domains. The EGF2 domain, however, was included in the present calculation to provide a more realistic environment, especially for the EGF1 domain. Changes that we find in the TF-free solution structure of EGF2 domain must be due to loss of TF contacts, but also to lack of EGF2-SP domain contacts. Thus caution is warranted in interpreting the EGF2 simulation structure. That aside, we find that whereas the EGF2 RMSD is somewhat larger (Fig. 2) than the individual Gla and EGF1 domain RMSDs, the long axis of the peptide Gla-EGF1-EGF2 does not change appreciably during the simulation. Similarly, the overall fold of EGF2 is maintained (Fig. 7), although some change occurs in the connecting segments between EGF1 and EGF2 (residues 85-93) and in the segment 103-111. Only a few of residues of the EGF2 domain make direct TF contacts, and apparently all are in the segment 85-93. Neither TF residues nor SP domain residues make crystal contacts with the residues in the segment 103-111. Retention of the overall fold of this domain is not surprising, because it has been shown that the epidermal growth factor-like domains of factor VIIa remain stable under high guanidine hydrochloride concentrations and at elevated temperatures (Freskgard et al., 1998).



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FIGURE 7   Comparison of the final TF-free solution structure (600 ps) of the EGF2 domain of factor VIIa (light band) with that of the factor VIIa/TF x-ray crystal complex (line ribbons). The least-squares fit of the backbone atom positions was used for the alignment. Side chains are displayed for the solution structure.

Calcium binding to the EGF1 domain

The calcium binding site in EGF1 extends from the N-terminus residues of the EGF1 domain to residues interior to the EGF1 domain. It has been suggested that the calcium binding to the EGF1 domain has no direct effect on contacts with TF residues (Persson and Petersen, 1995), but that the overall docking is enhanced through a Gla-EGF1 orientation stabilized by calcium binding. Kelly et al. (1997) observed significant reduction of TF binding due to Gly, Ala, and Glu replacements of Asp46. The loss of function was argued to be due to increased flexibility of the Gla domain relative to the EGF1 domain. Structure analysis of the relative orientation of Gla and EGF1 domains in factor X, using combined NMR-small angle x-ray scattering techniques, has shown that the relative orientations of the Gla and EGF1 domains depend on calcium binding to the latter domain (Sunnerhagen et al., 1995). In Fig. 8 a, we display the Gla/EGF1 domains and the calcium ion present near the junction of these two domains. The calcium ion in the x-ray crystal structure of factor VIIa/TF was found to be octahedrally coordinated with six oxygen ligands from Asp46:OD2, Gly47:O, GLN49:OE1, Asp63:OD1 and OD2, and Gln64:O. In this "pseudo-octahedral" configuration, four corners are occupied by oxygen atoms, and the fifth corner by the Asp63 carboxylate. The sixth corner was assumed to be occupied by a water molecule. Nuclear magnetic resonance experiments (Sunnerhagen et al., 1995) revealed that the analogous residues in the EGF1 domain of factor X were in contact with the calcium ion. No contacts in the TF-free solution simulation structure were lost compared to the TF-bound x-ray crystal configuration (see Fig. 8 b), and in fact, two additional water molecules were accommodated in its coordination sphere in the TF-free solution structure. These water molecules remained rather immobile during the trajectory calculation; however, one of the carboxylate oxygen atoms of Asp63 moves in and out of the coordination shell of the EGF1-bound calcium ion. In fact, the solution coordination shell of calcium can be recognized as a "pseudopentagonal bipyramid," especially in the situation where only one Asp63 oxygen participates in the coordination of calcium (see Fig. 8 c). In this structure, calcium is surrounded by a pentagon composed of Gly47:O, Gln49:OE1, Gln64:O, and the oxygen centers from the two water molecules at the vertices. Asp46:OD2 and Asp63:OD1 can be found as apical ligands. When both carboxylic oxygens are in the coordination shell, the structure is still "pseudopentagonal bipyramidal," with Asp63 as a double ligand at an apical site (see Fig. 8 d).



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FIGURE 8   (a) The final TF-free solution structure (600 ps) of the Gla/EGF1 domains of factor VIIa. All of the calcium ions in the Gla and EGF1 regions are displayed along with the hydrophobic residues (Phe4, Leu5, and Leu8) in the Gla domain that are thought to interact with phospholipid upon lipid binding. (b) The residues in the EGF1 domain solution structure that coordinate with the calcium ion. The coordinated water molecules are not shown. (c) The solution "pseudo-pentagonal pyramidal" structure of the calcium ion coordinated to the EGF1 domain. Oxygens of the two water molecules (dark circles and unmarked), along with O:Gln64, OE1:Gln49 and O:Gly47, form the pentagon, and OD1:Asp63 and OD2:Asp46 are located at the apical positions. The calcium ion is at the center. (d) A frequently populated coordinate shell during the simulation. In addition to the atoms found in c, OD2:Asp63 also participates in the coordination of calcium.

The electrostatic potential surface around the calcium ion bound to the EGF1 domain is highly electronegative (circled in Fig. 9 a). The figure was created (GRASP; Nicholls et al., 1993) after removal of the calcium ion from the equilibrated solution structure for which calcium was present in the dynamical steps. This region is approximately neutral (in charge) with the calcium ion in place (Fig. 9 b).



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FIGURE 9   Electrostatic potential surfaces calculated for residues 1-84 in the TF-free solution structure. The program GRASP (Nicholls et al., 1993) was used to construct the surface. All calcium ions except the one bound to the EGF1 domain are present in the surface construction. (a) The calcium ion was removed (600 ps). The dark red patch in the middle (circled) represents the electronegative region to which the calcium ion is bound. (b) With the calcium in place, the electrostatic potential (in the circled region) shows neutrality.

The calcium ion from the EGF1 domain was removed in the latter part of our simulation (after 600 ps) to assess its structural importance. The response of the system due to removal of the calcium ion bound to the EGF1 domain can be viewed directly from the changes observed in the RMSDs after 600 ps (Fig. 2). No observable changes appear to be associated with the individual Gla and EGF2 domains due to removal of this calcium ion. A significant increase in the RMSD (from 0.5 to 1.5 A) of EGF1 is observed in the latter part of the trajectory, indicating some restructuring in the EGF1 domain. The RMSDs for the EGF1 domain shown in Fig. 2 were calculated by using residues 46-84. To obtain further information about why the total RMSD is larger than before removal of the calcium ion and which residues contribute to the enlarged RMSD, we have examined the RMSDs of the individual residues in the EGF1 domain. The reference system was the crystal configuration. These RMSDs averaged over 25 ps (the segment between 570 and 600 ps for the system with calcium bound to the EGF1 domain and the segment between 1420 and 1445 ps after removal of that calcium) were displayed against the residue numbers in Fig. 10. The content of the figure was made similar to figure 5 of Muranyi et al. (1998) to facilitate the direct comparison of simulation and experiment, and hence the alignment was done using residues 49-84. Note that this selection is different from the original selection of residues 46-83 used in the calculation of total RMSD of the EGF1 domain in Fig. 2. In the work of Muranyi et al. (1998), the solution structure of a synthetic N-terminal EGF-like domain from human factor VII was determined in the absence of calcium ions, using 1H NMR spectroscopy. Comparison of the simulation and experiment (figures 9 and 5 of Muranyi et al., 1998) shows that the simulation captures all features of major structural rearrangement due to the loss of calcium observed in experiment. The EGF1 domain structure is changed only in the regions for which the calcium ion had contacts, and the changes are found to be significant only for a few residues at the N-terminus of the EGF1 domain. Comparison of the calcium bound structure (dotted line) to the calcium removed structure (solid line) results in the observation that residues around Gln64 have slightly perturbed backbone positions. Interestingly, a majority of the residues in this domain help maintain secondary structure when the calcium ion is removed. This observation is emphasized from the backbone Calpha superimposition shown in Fig. 11 for the TF-bound crystal and the two TF-free solution structures.



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FIGURE 10   Backbone atom displacements of the EGF1 residues. The deviations were calculated with respect to the crystallographic positions. Calcium free (------) and EGF1 bound calcium (- - -). In the calculation of backbone RMSDs, the systems are aligned with residues 49-84 to facilitate comparison with experiment (Muranyi et al., 1998).



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FIGURE 11   Alignment of the Calpha positions of the EGF1 domains for the TF-bound crystal (thin dark line in both panels), TF-free solution (thick lighter line), TF-free solution without calcium (thick dark line). The TF-free solution structures were aligned with residues 49-84 of the TF-bound crystal structure.

Before removal of the calcium bound to the EGF1 domain, the observed RMSDs for the combined Gla/EGF1 domains and EGF1/EGF2 domains are somewhat larger than RMSDs for the individual domains (see Fig. 2). The larger RMSDs suggest possible interdomain motions, especially in the case of Gla/EGF1, because the individual domains display much smaller RMSDs. A reasonable check for the possibility of interdomain motion can be obtained by viewing the snapshots of the backbone structure after aligning them. In Fig. 12, we display the backbone ribbon structures for the TF-bound crystal (dark band) and the TF-free solution before (lighter band in Fig. 12 a) and after (lighter band in Fig. 12 b) the removal of calcium bound to the EGF1 domain. Because the EGF1 domain is common for both the Gla/EGF1 and EGF1/EGF2 combined domains, the EGF1 domain (residues 46-84) is used for the alignment. Although there is not a perfect match of each domain, the factor VIIa domains in solution are spatially close to those in the factor VIIa/TF crystal. This spatial correspondence of the three domains leads to the conclusion that there is no significant alteration in the length of the light chain of factor VIIa along the long axis through interdomain movement due to the association with TF. This is in good agreement with the experimental finding (using x-ray and neutron scattering on the factor VIIa in TF-free and TF-bound forms in solution) that in solution, factor VIIa has an extended or elongated domain structure, providing a large surface area for interaction with TF to form a high-affinity complex (Ashton et al., 1998). It is interesting that the RMSDs of TF coordinates in crystal (Harlos et al., 1994; pdb entry = 1boy), when aligned with TF coordinates in the factor VIIa/TF complex (pdb entry = 1dan), are 1.37 Å (heavy atoms) and 0.86 Å (backbone atoms). Thus we might predict minimal restructuring of the components of the factor VIIa/TF complex during the protein-protein complexation. However, once aligned using the EGF1 domain residues, the positions of the backbone atoms of the Gla domain residues in solution are shifted by ~3-4 Å, on average, from the crystal positions toward the space occupied by TF. Still, the orientation of the Gla domain in solution remains rather parallel to that of the TF-bound crystal form. Meanwhile, the backbone atoms of the residues in the EGF2 domain in solution (once the EGF1 residues are aligned) move 5-6 Å, on average, away from the crystal positions.



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FIGURE 12   Backbone alignment of the light chain of factor VIIa in the TF-bound crystal (dark line) and in TF-free solution (light line). (a) The EGF1 bound calcium ion is present (solution structure, 600 ps). (b) After removal of EGF1 bound calcium (solution structure, 845 ps after the calcium is removed). Residues 1-131 (Gla, EGF1, and EGF2) of the x-ray crystal structure were used for the alignment. Because the importance of the presence of the calcium bound to the EGF1 domain is emphasized, that calcium is also included in the figure (sphere in the middle). The dark and light spheres in a correspond to the calcium ion in crystal and in solution, respectively (indistinguishable because of close encounter). Panel b contains only the calcium ion in the x-ray crystal structure.

On the other hand, removal of the calcium brings much larger changes to the Gla EGF1 orientation (Fig. 12 b). Both RMSD (Fig. 2) and the backbone ribbon diagram (Fig. 12 b) convincingly illustrate such large deviations. In the pictured alignment, the backbone atoms of the Gla domain residues in solution show 15-20-Å deviations from the crystal positions. However, the deviations in the backbone atoms of the EGF2 domain residues are rather comparable with those found in solution with the EGF1-bound calcium intact. Even after the removal of the EGF1-bound calcium ion, spatial arrangement of the three domains predicts that the light chain of factor VIIa shows only ~2-3% reduction in its chain length compared to that of TF-bound crystal.

The Gla domain is thought to be responsible for lipid binding (Pollock et al., 1988; Wildgoose et al., 1992). The interaction of the Gla domain with the lipid surface has been proposed to be via calcium bridging (Nelsestuen, 1988) or through insertion of hydrophobic residues to the lipid surface (Ellison and Castellino, 1997). Although there is a slight Gla-EGF1 reorientation in solution with TF absent, the spatial arrangement that may be provided for lipid binding appears similar in TF-free solution and TF-bound crystal structures. A major spatial realignment of the Gla and EGF1 domains would be required in the case for which the EGF1-bound calcium is absent, to bring the two domains into an orientation suitable for both TF and lipid binding. Fig. 12 emphasizes that the calcium ion bound to the EGF1 domain is critical for bringing the two domains (Gla and EGF1) into the correct orientation for factor VII's TF binding in solution.

We do not find direct domain-domain interactions via H-bonding or salt bridges in the predicted TF-free solution structure or in the TF-bound x-ray crystal structure. However, the two neighboring domains are connected via a segment of amino acid residues. For the Gla and EGF1 domains, the segment of residues 36-45 acts as the connecting region, whereas for the EGF1 and EGF2 domains residues 84-86 provide this function. The amino acid residues found in the connecting region can make H-bonds individually with domains that they connect. Depending on the length of the connecting region, this situation can confer a flexibility on the domain alignments.

In the present work we have assessed the importance of the calcium ion bound to the EGF1 domain in TF binding. Furthermore, comparison of the TF-free solution structure with the TF-bound crystal was used to understand how the EGF1 domain responds to TF binding. A complete picture of the response of factor VIIa to the interaction with TF may be obtained by including all domains of factor VIIa in the simulation; this is currently under way in our laboratory.

    CONCLUSIONS
TOP
ABSTRACT
INTRODUCTION
COMPUTATIONAL PROCEDURE
RESULTS AND DISCUSSION
CONCLUSIONS
REFERENCES

We have used molecular dynamics simulations to estimate the solution structure of the light chain of factor VIIa in the absence of TF. The domain structures (Gla, EGF1, and EGF2) are found to be very similar to the corresponding domains of the factor VIIa/TF complex of the x-ray crystal form. No significant change in the chain length along the long axis of factor VIIa compared to its activated, tissue factor-bound form is observed during the 600-ps simulation. This is in good agreement with experimental findings (Ashton et al., 1998), for which the solution domain structure of factor VIIa appears extended. However, we find relative domain-domain movements for both Gla/EGF1 and EGF1/EGF2 domains. Furthermore, no direct interdomain salt bridges or H-bonds are found in the TF-free solution structure.

The Ala1 network (in the formation of Omega -loop) and the calcium-Gla network found in the x-ray crystal configuration of TF-bound factor VIIa are preserved in the solution structure of TF-free factor VIIa. The features of the Gla domain solution structure of factor VIIa are very similar to those found in the solution structure of the Gla domain of BF1. It appears reasonable that the Ala1 network in BF1 is responsible for the phospholipid binding conformation of the Omega -loop (residues 1-11), with the calcium-Gla network providing the correct folding for lipid binding. Similarities observed in the above networks of factor VIIa and BF1 indicate similar mechanisms for lipid binding.

The coordination of the calcium ion to protein atoms present near the connecting region of the Gla and EGF1 domains to the amino acid residues in these domains remains unchanged in the solution structure without TF, whereas the coordination shell that is partially saturated in the x-ray crystal structure (six bonds) extends its coordination number to 8 by including two water molecules in the coordination shell in the solution structure. We find that removal of this calcium ion leads to only minor structural changes in the EGF1 domain of the TF-free solution structure, but the Gla-EGF1 relative orientation is substantially disturbed. Our simulation results agree well with the experimental finding of minimal structural changes in the EGF1 domain associated with the calcium binding to that domain (Muranyi et al., 1998). Furthermore, the current simulation provides a prediction for an altered relative orientation between the Gla and EGF1 domains resulting from calcium binding, similar to the finding of Gla-EGF1 reorientation for factor X from combined NMR-small-angle x-ray scattering experiments (Sunnerhagen et al., 1995).

    ACKNOWLEDGMENTS

We acknowledge Dr. David Banner at Hoffmann-La Roche for access to coordinates before public release, Prof. Darrel Stafford at UNC for many useful discussions, and Mr. Vance Shaffer at Silicon Graphics for assistance. Constructive comments from the anonymous reviewer are gratefully appreciated.

This work was supported by National Institutes of Health grant HL-06350 (to LGP). We extend our thanks for the computational resources provided by the North Carolina Supercomputing Center, the National Cancer Institute, the Pittsburgh Supercomputing Center, and the National Institutes of Health-sponsored Computational Structural Biology Resource, Biochemistry, UNC, Chapel Hill. We also acknowledge a grant from NSF/NCBC for computational resources.

    FOOTNOTES

Received for publication 2 November 1998 and in final form 14 April 1999.

Address reprint requests to Dr. Lee G. Pedersen, Department of Chemistry, University of North Carolina, Chapel Hill, NC 27599-3290. Tel.: 919-962-1578; Fax: 919-962-2388; E-mail: lee_pedersen{at}unc.edu.

    REFERENCES
TOP
ABSTRACT
INTRODUCTION
COMPUTATIONAL PROCEDURE
RESULTS AND DISCUSSION
CONCLUSIONS
REFERENCES