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Department of Chemistry, Pennsylvania State University, University Park, Pennsylvania 16802, USA
Reprint requests to: John R. Desjarlais, 408 Chandlee Laboratory, Department of Chemistry, University Park, PA 16802, USA; e-mail: jrd{at}chem.psu.edu; fax: (814) 863-8403.
(RECEIVED August 8, 2000; FINAL REVISION November 6, 2000; ACCEPTED November 11, 2000)
Article and publication are at www.proteinscience.org/cgi/doi/10.1110/ps.33601.
| Abstract |
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Keywords: Conformational change; EF-hand; calmodulin; calbindin; solvation; buried polar; calcium
| Introduction |
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Several groups have made important contributions in this direction through structure determination, mutational and structural analysis, and comparative studies (Skelton et al. 1994, 1995; Chazin 1995; Ikura 1995, Ikura 1966; Slupsky and Sykes 1995; Biekofsky et al. 1998; Julenius et al. 1998; Nelson and Chazin 1998a, b). Other studies have focused on individual Ca2+-ligating residues that have key roles in transducing the Ca2+-binding event into structural change (Evenas et al. 1997, 1998; Gagne et al. 1997). Despite this wealth of information about the structural differences in this family, the fundamental reasons for the disparate abilities of EF-hand proteins to change conformation have yet to be fully elucidated.
In calmodulin-like Ca2+-sensor proteins, the change in structure to the activated open-state (Fig. 1
) results in the energetically unfavorable exposure of a large nonpolar surface. The increased affinity of Ca2+ for the open state provides the essential driving force to overcome this significant difference in energy. However, other factors may also make crucial contributions to the balance of energetics between structural forms. We used structures of the N-terminal domain of calmodulin (N-cam) in its Ca2+-free and -saturated forms, the structure of calbindin in its Ca2+-free form, and a model of calbindin in a hypothetical open-state structure to estimate the contributions of individual amino acids to the differential solvation energetics of conformational change. Based on the analysis, we hypothesized that the burial of polar groups in the closed form of N-cam serves to modulate the energetics of conformational change.
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| Results |
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Our first indication of the presence of partially buried polar groups in N-cam came from analysis of the extent of nonpolar surface area exposed when changing conformation. Changes in nonpolar accessible surface area calculated from structures of N-cam in its Ca2+-free (Kuboniwa et al. 1995) and -saturated states (Babu et al. 1988) revealed a significant increase at several positions.
Comparison of these changes to those expected for a similar conformational change in calbindin (see Materials and Methods) reveals some disparity between the two proteins at a number of positions, as shown in Figure 3
. In particular, the change in nonpolar surface exposure at positions 41 and 75 in N-cam is markedly reduced compared to the change at equivalent positions in calbindin. The difference largely stems from the fact that N-cam contains polar groups at these positions, whereas calbindin contains nonpolar groups, as discussed above. Below, we present a mutational analysis to investigate the importance of the buried polar groups to conformational change.
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Folding stabilities of the apo state of N-camY and its variants were monitored by thermal and chemical denaturation (GdmCl) using circular dichroism (CD) to monitor the extent of unfolding. The results from the two experiments reveal the same qualitative trends in stability, as seen in Figure 4
. Indeed, the melting temperatures (Tm) correlate extremely well with the midpoints of unfolding determined from chemical denaturation (Cm). The stabilities that we determine for N-cam (cam 178) are higher than values reported previously using slightly different conditions and protein fragments (cam 175; Sorensen and Shea 1998; Masino et al. 2000). It appears to be possible that the few extra amino acids contained in our constructs significantly influence the stability of the domain.
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Chemical denaturation data using GdmCl fit well with a two-state model as shown in Figure 4B
(see Materials and Methods). The free energies of unfolding in the absence of denaturant,
G°NU(H2O), the transition midpoint Cm, and the change in free energy 
G°NU relative to N-camY are summarized in Table 1
. The double-mutant Q41L-K75I is the most significantly stabilized variant with an increase in unfolding free energy of 2.8 kcal/mole relative to N-camY.
Measurement of the folding stabilities of the Ca2+-saturated states of each variant would be extremely informative. However, such experiments are impractical due to the already high stability of N-camY and the dependence of Ca2+-binding affinity on ionic strength (Linse et al. 1991a, b).
Ca2+-binding affinities
An increase in stability of the apo/closed state relative to the unfolded state is likely to coincide with an increase in stability of the apo state relative to the Ca2+-bound open state. Because Ca2+ binding in N-camY is coupled to the change in conformation, changes in the relative stability of closed and open states should have a direct effect on Ca2+-binding affinity (in the absence of any more direct effects on Ca2+ binding).
The titration of N-CamY and variants with Ca2+ in the presence of the chromophoric chelator 5-nitro-BAPTA (5NBAPTA) is shown in Figure 5
. A clear competition for Ca2+ binding between protein and the 5NBAPTA is observed in all cases, indicating that all of the variants retain significant affinity for Ca2+. Analysis of the data indicates that N-CamY binds two Ca2+ ions with a free energy of
G°2Ca = -13.9 kcal/mole, in close agreement with previously published results (Linse et al. 1991a). Substitution of buried polar groups (Q41, K75) with nonpolar groups (L41, I75) leads to a decrease in Ca2+-binding affinity, consistent with the stabilization of the closed state relative to the open state. The double-mutant Q41L-K75I has the lowest Ca2+ affinity, with a Ca2+-binding free energy of 12.6 kcal/mole. This corresponds to an increase in Ca2+-binding free energy of 1.3 kcal/mole relative to N-camY. Interestingly, this represents roughly half of the effect of the double substitution on the unfolding free energy. The macroscopic Ca2+-binding constants for all of the variants are summarized in Table 2
. Again, as expected, the alanine variants have intermediate effects on Ca2+-binding affinity.
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Characterization of conformational changes
A hallmark of conformational change in calmodulin like proteins is the Ca2+-dependent binding of the hydrophobic fluorophore 8-anilino-1-naphthalene-sulfonic acid (ANS; Bayley et al. 1984), which presumably binds in the large hydrophobic pocket formed by the open state. The fluorescence emission of ANS in the presence of the apo-proteins was compared to that in the presence of the holo-proteins. In the case of N-CamY, the ANS fluorescence shows a large increase in intensity and a significant decrease of
max in the presence of Ca2+ (Fig. 6
). Similar effects are observed for the Q41L, the Q41A, and modestly for the other alanine variants (Table 2
). However, the K75I and the Q41L-K75I variants show little to no change in the ANS fluorescence intensity upon addition of high concentrations of Ca2+. Assuming that ANS-binding capacity is indicative of the presence of the open-state structure, the data suggest that these variants no longer adopt an open-state structure. However, we note that ANS binding is a qualitative assay in which a change in fluorescence intensity can reflect a change in conformational equilibrium or a change in ANS-binding affinity for the open-state structure.
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NMR spectroscopy
NMR spectroscopy has been used to further investigate the conformational changes in these proteins upon Ca2+ binding. We have collected NMR data for N-CamY and the double-mutant Q41L-K75, which has exhibited the most dramatic differences from N-camY and is apparently trapped in a closed form in the presence of Ca2+. The spectra collected for the Ca2+-free form of Q41L-K75I are extremely similar to those of apo-N-camY (data not shown). In contrast, the spectra of the Ca2+-saturated form of Q41L-K75I differ considerably from those of Ca2+-saturated N-camY. These differences are prominent in the aromatic regions of the NOESY spectra, as shown in Figure 8
. In particular, Tyr19, whose aromatic resonances were assigned using COSY and TOCSY data, has several NOE cross-peaks to other aromatic resonances in the Ca2+-saturated form of N-camY. These include the aromatic protons from Phe68, consistent with the structure of Ca2+-saturated calmodulin, as well as published assignments (Ikura et al. 1990, 1991; Elshorst et al. 1999). In contrast, only a single weak crosspeak between Tyr19 and another aromatic resonance (unassigned) is observed in the spectrum of the Q41L-K75I variant. Furthermore, several significant chemical shift differences between the two spectra are apparent. These observations, together with the fluorescence and CD data, suggest the Ca2+-saturated Q41L-K75I variant exists in a structural form that is significantly different from the canonical open-state structure expected for a Ca2+-saturated domain.
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Mutational analysis indicates that a major requirement for conformational change in N-cam is the absence of large hydrophobic groups at positions 41 and 75. Mutation of Q41 and K75 to Leu and Ile, respectively, leads to a dramatic stabilization of the apo state of N-camY and a reduction of Ca2+-binding affinity. Finally, spectroscopic analysis strongly suggests that for this variant, the equilibrium between Ca2+-saturated closed and open forms is perturbed to an extent such that the Ca2+-saturated closed form dominates.
Comparison of the results of alanine mutations at positions 41 and 75 versus the substitutions with larger nonpolar groups indicates that the burial of polar groups is important but not essential for conformational change. However, the presence of the polar groups of Gln and Lys does appear to be a significant factor for retaining appropriate levels of Ca2+-binding affinity and a more complete conversion of the protein population to the open-state structure. Interestingly, several other N-cam-related domains, including the C-terminal domain of calmodulin and the regulatory N-terminal domain of troponin C, also contain polar groups at these positions, as shown in Figure 2
. Inspection of a high-resolution structure of the N-terminal domain of troponin C (Gagne et al. 1995) reveals that the polar moieties from two glutamine residues are indeed partially buried in its Ca2+-free form (Fig. 2B
). We speculate that the inclusion of buried polar groups is an important energetic factor in many other EF-hand proteins of the Ca2+ sensor class.
As shown in Figure 9
, data from the set of variants reveal a correlation between the Ca2+-binding and -unfolding free energies. For many of the variants, the correlation is roughly linear because Ca2+ binding is coupled to conformational change. However, as observed for the double-mutant Q41L-K75I, if the protein does not change conformation, the Ca2+-binding free energy no longer increases with increased folding stability, because the intrinsic Ca2+ affinity for the closed state has been reached. Any further increases in the closed-state stability should have little effect on Ca2+ affinity.
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This study was initiated by a comparison between the properties of calbindin and N-cam. A complete understanding of the differential ability of these domains to change conformation will only be shown by mutational conversion of the conformationally inert protein calbindin D9k into one that changes conformation in response to Ca2+ binding. Although a variety of substitutions will likely be necessary in this endeavor, our results indicate that close attention must be paid to the balance of solvation energetics in the two structural forms of the protein and that the introduction of polar groups at key positions in calbindin will make an important contribution.
A general requirement for conformational change is the presence of structural ambivalence, which can occur in many ways. In an elegant demonstration of this principle, Young et al. (1999) showed that structural ambiguity in the form of secondary-structure propensity can be used with marked success to predict regions of proteins that undergo changes in conformation. In the case of the N-terminal domain of calmodulin and, presumably, similar domains, structural ambivalence depends, at least in part, on the presence of partially buried or restricted polar groups. Their presence foreshadows the existence of an alternative form in which the polar groups can become fully solvated. Perhaps the identification of suboptimal structural regions, often ascribed to the incorrect assignment of structure, might in some cases lead to the identification of conformationally active regions of proteins. In light of the central role of conformational change in a variety of disease states (Carrell and Gooptu 1998; Dobson 1999), this may yield important insights into the mechanism of transformation to pathological structural states.
| Materials and methods |
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150 mg/L of culture medium. The proteins are purified in two stages. The first purification consists of an anion exchange column, following a published protocol (Meyer et al. 1996). The second purification was achieved using reversed-phase HPLC, followed by extensive dialysis to reduce the residual Ca2+. Mass spectrometric analysis of the proteins confirmed the purity and integrity of the protein samples. The purified proteins were checked by SDS gel electrophoresis, and all the proteins showed >98% purity. The concentrations of the proteins were determined in 6M GdmCl using absorbance spectroscopy and a molar extinction coefficient of Tyr at 280 nm of 1420 M-1 cm-1.
Chemical materials
The fluorimetric Ca2+ chelator 5NBAPTA was purchased from Molecular Probes. The fluorimetric hydrophobic probe ANS, GdmCl, and MOPS were purchased from Sigma. Solvents for HPLC and other routine laboratory chemicals were of the highest grade commercially available.
Absorbance and fluorescence measurements
The Ca2+-binding assays using the binding competition between the chelator 5NBAPTA and the proteins (Linse et al. 1991b) was carried out using the absorbance signal of the chelator at 430 nm.
The absorbance measurements were conducted on a BioSpec-1601 (SHIMADZU Scientific Instruments).
All measurements were performed using 37 µM protein and 25 µM 5NBAPTA, 100 mM KCl, and 20 mM MOPS at pH 7.2.
Fluorescence measurements were conducted on a Fluorolog-3 spectrofluorimeter (JOBIN YVON-SPEX), and the spectra were uncorrected from the photomultiplier response function. The excitation wavelength for ANS was 370 nm. The excitation and emission bandwidths were set at 4 nm, and all the measurements were conducted at 25°C, using a NESLAB water-bath circulator (NESLAB Instruments). All the measurements were done using 25 µM protein and 5 µM ANS, 100 mM KCl, and 20 mM MOPS at pH 7.2. For Ca2+-free and -saturated measurements, 0.1 mM EDTA and 1 mM CaCl2 were used, respectively.
Circular dichroism measurements
CD spectra were collected on an Aviv Model 62DS CD spectrophotometer equipped with a thermoelectric cell holder and with a Hamilton microlab 500 series automatic titrator. Far-UV CD spectra were collected from 200 nm to 260 nm using a 1-mm cell path length and a 3 s averaging time. Thermal unfolding data were collected at 222 nm from 2°C to 96°C. Samples were placed in a 2-mm cuvette and heated in increments of 2°C, using an equilibration time of 2.5 min and a 30 s averaging time. The protein concentration was held constant at 25 µM. Chemical unfolding at 25°C with GdmCl was conducted by titrating an initial 2 mL of the folded protein placed in 1 x 1-cm cuvette containing a stir bar.
CD spectra between 260 nm and 218 nm were collected with a 3 s averaging time at each denaturant concentration. The titration was performed by removing an aliquot of the folded protein solution and replacing the same volume from an unfolded protein stock prepared in buffer containing
7.1 M GdmCl. The unfolded protein stock was loaded into the titrator. After each automated increase in the denaturant concentration, the sample was allowed to equilibrate for 2 min in the baseline regions and 3.5 min in the transition regions. The system was shown to be at equilibrium by obtaining identical results after doubling the equilibration time. All CD measurements were corrected by subtracting the buffer spectra. The GdmCl or urea stock solutions were prepared fresh daily and the concentrations were calculated by their refractive index (Pace 1986) using a Reichert-Jung ABBE MARK II digital refractometer. All experiments were carried out in 20 mM MOPS at pH 7.2, 100 mM KCl.
A model of calbindin in the open state
The simplest approach to modeling an open-state structure of calbindin is to use that of N-cam as a reference. In order to facilitate this approach, we modeled a calbindin sequence in which the N-terminal Ca2+-binding loop (residues 1524) was replaced by the loop from calmodulin (residues 2027) to create the protein clb-EF1. Hence, the structure of N-cam in the Ca2+-saturated state can be used directly as a structural template from which to build an open-state model of calbindin. The backbone model for a projected form of calbindin (clb-EF1) in the open state was assembled by grafting the connecting loop structure (between the EF-hands) from calbindin onto the open-state structure of the N-terminal domain of calmodulin. This model assumes that any conformational change achieved in the clb-EF1 system will resemble that which takes place for calmodulin, consisting primarily of a hinge movement that alters the relative orientation of two of the alpha helices relative to the others. Side chains of the clb-EF1 sequence were built on the hypothetical backbone structure using the program SPA (Raha et al. 2000). Although the models are expected to be imperfect, they are useful for generating hypotheses addressing the inability of calbindin to change conformation.
Data analysis
The macroscopic binding constants K1 and K2 of the Ca2+ binding of the proteins were determined using the methodology described by Linse et al. (1991b). Data were fitted to single- and two-site Adair functions describing the competition between 5NBAPTA and a two-site protein as described. Analysis was performed using a Fortran 90 program developed in our laboratory. We determined the KD of 5NBAPTA using its absorbance signal at 430 nm in 20 mM MOPS, 100 mM KCl at pH 7.2 buffer. The KD obtained was 23.0 µM, which was in close agreement with previously reported values (Rand et al. 1997). The unfolding experiments were fitted to a two-state model. Hence, the CD unfolding data were fitted to
![]() | (1) |
GNU is the free-energy difference of the unfolding reaction. Both the SN and SU were assumed to depend linearly on the temperature and the denaturant concentration and to retain this linearity in the transition region.
For the thermal unfolding we assume that the heat capacity
Cp is temperature independent in the range of measurement (Privalov 1979). Hence, the free energy of unfolding is
![]() | (2) |
Hm is the enthalpy difference at Tm.
For the chemical unfolding, using the linear extrapolation model (Greene and Pace 1974), the free energy of unfolding is
![]() | (3) |
GNU(H2O) is the free-energy difference in the absence of denaturant and mD reflects the sensitivity of
GNU to the denaturant concentration. The denaturant concentration at which the protein is 50% unfolded (
GNU = 0) is given by Cm. Denaturation data were fit using the program ORIGIN (Microcal Software 1997). The calculated errors in the unfolding experiments are given as ± confidence intervals at the 68.3% level.
NMR measurements
All NMR samples were 600 µL in volume, the buffer conditions were 100 mM KCl, 0.15 mM sodium azide in 95% H2O/5% D2O at pH 7.2. The protein concentrations were 1 mM with 0.1 mM EDTA for the Ca2+-free sample and 4 mM CaCl2 for the Ca2+-loaded sample.
All spectra were acquired at a proton frequency of 600 MHz and at 298 K using a Bruker DRX-600 spectrometer. 1H-1H DQF-COSY, 1H-1H TOCSY, and 1H-1H NOESY spectra were acquired in the quadrature mode and with TPPI (Marion and Wuthrich 1983). A total of 64 scans were collected for each of the 512 t1 values and the t2 values. Mixing times of 45 ms (TOCSY), 100 ms (NOESY), and a relaxation delay of 1.5 sec were used for a spectral window of 13.4 ppm. The carrier was always set on the water resonance and its suppression was applied using the WATERGATE technique (Piotto et al. 1992).
Spectral widths were as follows: DQF-COSY, 8013 Hz in both t2 (4096 complex points) and t1 (482512 increments); NOESY and TOCSY, 12,500 Hz in t2 (4096 complex points) and 8013 Hz in t1 (512 increments). All the data were processed with NMRPipe program (Delaglio et al. 1995) and shifted squared sine-bell window function and zero filling were applied in both dimensions prior to Fourier transformation. A polynomial baseline correction was applied in both dimensions in the frequency domain. The proton chemical shifts were indirectly referenced to sodium 2,2-dimethyl-2-silapentane-5sulfonate through the water signal (Wishart et al. 1995).
| Acknowledgments |
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The publication costs of this article were defrayed in part by payment of page charges. This article must therefore be hereby marked "advertisement" in accordance with 18 USC section 1734 solely to indicate this fact.
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