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Canadian Institutes of Health Research (CIHR) Group in Protein Structure and Function, Department of Biochemistry, University of Alberta, Edmonton AB T6G 2H7, Alberta, Canada
Reprint requests to: Brian D. Sykes, 4-19 Medical Sciences Building, Department of Biochemistry, University of Alberta, Edmonton AB T6G 2H7, Canada; e-mail: brian.sykes{at}ualberta.ca; fax: (780) 492-0886.
(RECEIVED September 11, 2003; FINAL REVISION November 12, 2003; ACCEPTED November 23, 2003)
| Abstract |
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Keywords: Troponin C; lanthanides; NMR; ion binding order; residual dipolar couplings
Abbreviations: TnC, troponin C cTnC, cardiac muscle TnC sTnC, skeletal muscle TnC TnI, troponin I cTnI, cardiac muscle TnI cTnI129148, cTnI peptide (residues 129148) HSQC, heteronuclear single quantum coherence IPAP, inphase antiphase HSQC
Article and publication are at http://www.proteinscience.org/cgi/doi/10.1110/ps.03412704.
| Introduction |
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Both the cardiac and skeletal isoforms differ in their site I functionality, which results in differences in the mechanism by which the N-domain of each bind to their respective TnI counterparts (Putkey et al. 1989; Sheng et al. 1992). In the skeletal isoform, the binding of Ca2+ to the N-domain results in a conformational change that unveils a hydrophobic pocket (Gagné et al. 1995). In cTnC, conformational change does not occur (Sia et al. 1997; Spyracopoulos et al 1997). However, it has been demonstrated that both isoforms take a similar conformation when bound to their respective TnI regions: residues 115131 in skeletal and residues 147163 in cardiac (Li et al. 1999; Spyracopoulos et al 2000). This region of TnI is known to bind to the N-domain of TnC and modulate the interactions between the N terminus of TnI (residues 140 in skeletal and 3471 in cardiac) and the TnI inhibitory domain (residues 96115 in skeletal and 129148 in cardiac) with TnC (for reviews, see Farah and Reinach 1995, Solaro and Rarick 1998).
Studies of the interaction of cTnC and cTnI by NMR have been limited to cTnI peptides bound to either the N- or C-domain or to intact cTnC (McKay et al. 1999; Li et al. 2002; Lindhout et al. 2002). This is due to the large size of the cTnCcTnI complex (43 kD) and a lack of spectral dispersion for residues of TnI, which results in poor-quality spectra from which to extract NOE restraints for structure elucidation. For this reason, other methods such as the residual dipolar coupling (RDC) have been pursued (Permi et al 2000). RDCs have the advantages that they can be used in higher-molecular-weight complexes and that they provide long-range distance restraints such as the angle that the amide bonds in the protein make with a magnetic susceptibility tensor (
) principle axis (Tolman et al. 1995). These are very useful constraints for elongated structures such as the TnCTnI complex.
It has been known for quite some time that lanthanides may be substituted for calcium in calcium-binding EF-hand proteins (Lee and Sykes 1983). This is due to lanthanide metals having a similar radius and ligand preference in the 3+ oxidation state to that of Ca2+, with a higher charge density (Leavis et al. 1980; Wang et al. 1981; Lee and Sykes 1983). Bound paramagnetic lanthanides have been demonstrated to have the ability to induce partial alignment of proteins in high magnetic fields to an extent similar to other orienting methods (Biekofsky et al. 1999; Contreras et al. 1999; Bertini et al. 2000; Feeney et al. 2001). These calcium binding proteins have allowed for the use of RDCs as orientation restraints in the calculation and refinement of several solution structures (Barbieri et al. 2002; Dvoretsky et al. 2002). Thus, the calcium binding properties of cTnC make the use of lanthanide substitution ideal for the extraction of orientation-based parameters for structure elucidation of the cardiac troponin complex. It has been noted, however, that the order in which lanthanides bind to EF-hand binding sites differs not only with respect to Ca2+ binding, but also among the lanthanides themselves (Leavis et al. 1980). By using an oriented protein of known structure, it is possible to extract orientation parameters (Feeney et al. 2001) and thereby determine the three-dimensional structure of a bound ligand. As a prerequisite for structural studies, it is necessary to understand lanthanide occupancy in TnC. Although others have addressed lanthanide occupancy in the skeletal isoform (Leavis et al. 1980), it is unwise to assume that both isoforms behave the same way with respect to metal ion binding. This has been shown in the studies of the magnesium binding abilities of the two isoforms, which demonstrated that magnesium binds 17-fold stronger to sites III and IV in sTnC than to cTnC. (Johnson et al. 1980) This work details the binding order of several lanthanide ions (Ce3+, Tb3+, and Yb3+) to apo- and Ca2+-saturated cTnC, as well as the binding order of Ce3+ to Ca2+-saturated sTnC. We have demonstrated that it is possible to place a single lanthanide ion into site II of calcium-saturated cTnC, and to monitor the formation of the species by simple one-dimensional (1D) NMR. By using this method, we have been able to extract orientation parameters from 15N-cTnI129148 bound to unlabeled cTnC containing a single bound Yb3+ ion in site II.
| Results |
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Lanthanide titration of Ca2+-saturated cTnC
In this study two-dimensional (2D) {1H, 15N} HSQC NMR spectroscopy was used to monitor the binding order of different lanthanide ions to 15N-cTnC. Previous studies have demonstrated the utility of 2D {1H, 15N} HSQC NMR in characterizing Ca2+ and TnI peptide binding to both sTnC and cTnC (McKay et al. 2000). The 2D {1H, 15N} HSQC spectrum of Ca2+-saturated cTnC has previously been assigned (Sia et al. 1997) and was used to determine which residues were affected by pseudo-contact shifting and/or paramagnetic broadening during the lanthanide titrations. Figure 1
depicts the same expanded region from the 2D {1H, 15N} HSQC spectrum for each of the four species that were generated during the titrations of cTnC3Ca2+ with CeCl3, TbCl3, and YbCl3. Figure 1A
shows the holo-cTnC spectrum at the beginning of the titration, with the labeled cross-peaks corresponding to amino acid residues that occur in the three active binding loops of cTnC. Residues E66, V72, and D73 are located in site II; I112 and D113 in site III; and I148, D149, and F153 in site IV. Figure 1, B through D
, show the same spectral region after one molar equivalent of Ce3+, Tb3+, and Yb3+, respectively, have been titrated into holo-cTnC. In this figure asterisks mark those residues with resonances that had disappeared from their original positions and/or broadened beyond detectability due to close proximity to a bound lanthanide. In all cases, those resonances that had disappeared corresponded to the residues found in the site II binding loop, whereas those that corresponded to sites III and IV had not shifted noticeably. This was an indication that all three lanthanide ions had preferentially bound to, and displaced Ca2+ from, the N-domain binding site. Note that some of the unassigned resonances in the upper right had also shifted or broadened upon addition of lanthanide. These resonances are also located in the N-domain but are not part of the binding loop. Further note the change in intensity of the C-domain binding loop residues in Figure 1, C and D
. Because the degree of shifting and broadening due to lanthanide binding is dependent upon 1/r3 and 1/r6, respectively (Bertini et al. 2001), we would not expect this broadening to come from lanthanides bound to the N-domain. Thus, the change in intensity demonstrated that there was partial binding of lanthanide to sites III and IV by the time one molar equivalent had been reached in the titration.
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-mercaptoethanol was added to the protein solution (Tsuda et al. 1988). Again, as in the cTnC spectra, the C-domain is unfolded in the apo-state; thus, the C-domain Gly resonances were not observed in Figure 4A
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![]() | (1) |
where 
a and 
r are the axial and rhombic components of the magnetic susceptibility tensor (
), and
and
are the angular coordinates of the orientation of the N-H bond vector within the principal axis system of
(Tjandra et al. 1996).
When the absolute value of the measured RDCs are plotted against the amino acid sequence of cTnI129148 (Fig. 6
), the strongest RDCs are found near the center of the peptide, whereas the weakest are found near the ends. In particular, this center area with the strongest RDCs has been found to be the only structured part of the peptide when bound to cTnC (Lindhout and Sykes 2003). This trend is to be expected because relatively unstructured regions of a polypeptide would experience much less average alignment than do structured regions. When the results of similar experiments on a 600-MHz spectrometer (data not shown) were compared with those above, the differences in measured RDCs were strictly dependent on the expected difference due to a weaker Bo. This demonstrated the large errors that are present in taking RDC measurements as the extraction of the data depends largely upon the accuracy of the measure of peak centers. Because of these errors and the relatively small RDCs observed, a structure was not calculated from the RDC data presented in Figure 6
.
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| Discussion |
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site III
site IV. This is in direct contrast to the observed binding order of Ca2+, which has been demonstrated to be III + IV
II (van Eerd and Takahashi 1975). The same can be said for the skeletal isoform, as the binding order of Ca2+ there has been demonstrated to be III + IV
I + II (Potter and Gergley 1975), yet we observe the opposite for Ce3+. This latter observation is not in agreement with previous fluorescence measurements that determined the Tb3+ binding order to be the same as that of Ca2+ (Leavis et al. 1980). Given that two of the ions tested, Ce3+ and Yb3+, span the lanthanide series, it is assumed that this behavior is the same for all lanthanides in that series. To understand this phenomenon, the crystal structures of calcium saturated chicken cTnC and rabbit sTnC were examined. Although there are differences in the primary sequence between the proteins used in these experiments and those of the crystal structures, the differences have no effect on the electrostatics of the binding loops.
The 12 residues that compose each active binding loop in both cTnC and sTnC are shown in Table 1, A and B
, respectively. The data in these tables were generated by first calculating the net charge of each ion binding loop in both cTnC and sTnC at physiological pH. This value is listed beneath each residue and the total summed at the end of the line. The crystal structures of both chicken cTnC (Table 1A
) and rabbit sTnC (Table 1B
) were examined, and distances from the bound ion to the various charged loop residues were measured. By dividing the residue charge in Coulombs over the distance measured, a charge/distance ratio was obtained. This value is directly proportional to the electrostatic binding energy on each bound ion
|
![]() | (2) |
where Etotal is the electrostatic energy from the loop on a particular bound ion,
o is the permittivity of free space, qM is the charge on the ion, qi is the charge on loop residue i, and riM is the distance between the bound ion and the charge center of each residue. In the case of Glu and Asp, the charge center was placed on the side-chain carboxyl carbon; for Arg, the charge was placed on the average distance as measured from the two terminal nitrogens of the side chain; and for Lys, the charge was placed on the terminal nitrogen of the side chain. Each value is listed below the residue it corresponds to, and the total is summed at the end of the row. It should be noted that this electrostatic model does not take into consideration dielectric compensation of the protein and solvent, and it assumes that all groups are fully ionized and the structure does not vary.
When the loop is examined, it can be seen that the phenomenon of lanthanide binding order follows the decrease of net negative charge and charge/distance ratio of the residues. This is also true when considering the effective charge at the ion binding site. This seems to be an adequate explanation for the observed results, given that the similar size of the lanthanide ions to the calcium ion would indicate that this preference for the lanthanide by cTnC is driven solely by the greater positive charge density of the lanthanide. This has been proposed to be the case in other systems (Atreya et al. 2003). Thus, it seems quite reasonable to expect such a positive charge densitydriven replacement of a bound ion to result in sites with a greater net negative charge being filled first.
The results of the Ce3+ titration of sTnC, however, seem to differ with this explanation. In Table 1B
, the net charge of the ion-binding loops of sTnC seems to be in the order of II
III
I and IV, from most to least negative. When the effective charge at the bound ion is examined, the trend appears to be the same. Given the above charge/density explanation, one would expect to see G72 disappearing first, followed by G112, but in Figure 4
we see G36 vanishing followed by G72. Note that G72 also begins to vanish before G36 is completely gone, as does G112, indicating that although a preference is present, it is quite small. This result contradicts the previously published fluorescence-based work on sTnC, which states that the binding order would be C-domain first then N-domain (Leavis et al. 1980). The aforementioned work, however, could not distinguish between Y10 and Y109 fluorescence in rabbit sTnC, which was later shown to have disparate contributions to the total observed fluorescence (Keleti et al. 1994). It would appear then that although electrostatics plays a significant role in the binding of lanthanides to troponin C, there are other factors, such as binding cooperativity, ligand coordination, or even charge repulsion from bound ions, that influence the order in which these ions bind to the protein.
With one bound Yb3+, it was possible to confer partial alignment on bound 15N-cTnI129148 and measure small RDCs. The size of the RDCs could be due to several factors, given the conditions under which they were measured. First, the amount of Yb3+ bound to cTnC was 0.6 molar equivalents, and so, only ~60% of the molecules in solution would experience some sort of partial alignment. One could choose a paramagnetic ion with a higher magnetic moment such as Ho3+ or Dy3+, which could induce a higher degree of alignment upon binding to the protein. Another factor could be that cTnI129148 has only one structured area when bound to cTnC. The remaining unstructured area, the C-terminal end of the peptide, has a great deal of mobility, and thus, even if an overall magnetic susceptibility tensor is conferred on the complex, the degree of local alignment of these residues in the peptide could be minimal. Finally, the degree of flexibility in the linker helix of cTnC could have an effect on the degree of local alignment of the peptide residues. This could be overcome by using a longer peptide or intact cTnI to add rigidity to the complex by tying the N- and C-domains of cTnC. Despite the lack of RDCs large enough to calculate a three-dimensional structure, it was possible to note the areas of the peptide that were more structured. (Fig. 6
) An outline of the secondary structure of the peptide can be seen even from the weak RDCs collected when plotted against the sequence of the peptide.
In the end, by determining the order of lanthanide binding, it is possible to create a troponin species containing one paramagnetic center, which can be used to confer partial alignment on a bound ligand to obtain orientation-based restraints for structure calculation. Although it was relatively easy to determine the binding order necessary for the creation of the paramagnetic species, predicting this binding order is not quite as simple. Although understanding the electrostatics of the ion-binding loop is essential, there are many other factors that also have a hand in governing the binding of an ion that were not addressed in the proposed model. The degree to which these factors influence this phenomenon determines how easily simple electrostatics can be used to predict ion binding order in any such protein. Also, from what was learned about lanthanide occupancy in the troponin isoforms, it can be concluded that the behavior of the isoforms should not be assumed to be similar with respect to their ion-binding abilities. This also speaks to the manner by which different ions bind to each isoform. When metal ions are used so often in biophysical chemistry as probes, or other means to obtain measurements in proteins, care should be taken in understanding their binding order sufficiently.
| Materials and methods |
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All NMR samples were 500 µL in volume. The buffer conditions were 100 mM KCl, 10 mM imidazole, 0.2 mM 2,2-dimethyl-2-silapentanesulfonic acid (DSS), and 0.01% NaN3 in 90% H2O/10% D2O, and the pH was 6.7. The concentration of the apo 15N-cTnC sample used for Ce3+ titration was determined by amino acid analysis to be 0.87 mM (Smillie and Nattriss 1990). By using the same methods, the concentration of the 15N-cTnC sample used for the cTnI129148 titration was 0.56 mM. Each of the samples contains ~3 to 5 mM CaCl2.
Lanthanide titrations of cTnC
Stock solutions of 100 mM CaCl2, standardized by atomic absorption spectroscopy, and 284 mM CeCl3 were used for the titration. The stock solution of CeCl3 was prepared from solid by dissolution of CeCl35H2O in distilled H2O. A 100-fold diluted sample of the stock solution, combined with 0.05% xylenol orange dye, was then calibrated via titration with EDTA. To an NMR tube containing a 500 µL sample of 0.89 mM 15N-cTnC, 13.5 µL of stock CaCl2 solution diluted to 89 mM were added and thoroughly mixed. For a total of 30 additions following, 0.5 µL aliquots of stock CeCl3 solution diluted to 0.89 mM were added, mixing thoroughly after each addition. All protein concentrations were determined via amino acid analysis. The total volume increase was 28.5 µL, and the change in protein concentration due to dilution was taken into account for data analysis. An acidic change in pH of ~0.3 units due to the Ca2+ and Ce3+ additions was noted. Both 1D 1H and 2D {1H, 15N} HSQC NMR spectra were acquired at 500 MHz at every titration point. This was repeated for both TbCl3 and YbCl3, with concentrations of 158.08 and 497.13 mM, respectively.
Lanthanide titration of sTnC
Stock solutions of 100 mM CaCl2 and 284 mM CeCl3 were used for the titration and were standardized as above. To an NMR tube containing a 500 µL sample of 0.92 mM 15N-sTnC, 18 µL of stock CaCl2 solution diluted to 92 mM was added and thoroughly mixed. For a total of 30 additions following, 0.5 µL aliquots of stock CeCl3 solution diluted to 0.92 mM were added, with mixing thoroughly after each addition. All protein concentrations were determined by amino acid analysis. The total volume increase was 38 µL, and the change in protein concentration due to dilution was taken into account for data analysis. An acidic change in pH of ~0.2 units due to the Ca2+ and Ce3+ additions was noted. Both 1D 1H and 2D {1H, 15N} HSQC NMR spectra were acquired at 500 MHz at every titration point. This titration was repeated up to 15 additions with TbCl3, from a stock solution of concentration 158.08 mM standardized in the same manner as that of CeCl3, using a protein concentration of 0.61 mM and a TbCl3 stock dilution to 61 mM.
Yb3+ Titration of cTnC3Ca2+15N-cTnI129148
Stock solutions of 100 mM CaCl2 and 497 mM YbCl3, and 50 mM 15N-cTnI129148 were used for the titration. The concentration of the 15N-cTnI129148 solution was determined by amino acid analysis. To an NMR tube containing a 500 µL sample of 0.50 mM 15N-cTnC, 13.5 µL of stock CaCl2 solution diluted to 56 mM were added and thoroughly mixed. Following this, five 1 µL aliquots of 15N-cTnI129148 solution were added, mixing thoroughly after each addition, up to one molar equivalent of cTnC. Both 1D 1H and 2D {1H, 15N} HSQC NMR spectra were acquired at 500 MHz at every titration point. Stock YbCl3 solution was diluted to 60 mM and added in 0.2 µL additions while monitoring G70, G110, and G146 resonances by 1D 1H NMR at 500 MHz. The titration was stopped after 12 additions when the first sign of a loss of intensity of G110 was noted to minimize the amount of Yb3+ in the C-domain. The total volume increase was 20.9 µL, and the change in protein concentration due to dilution was taken into account for data analysis. An acidic change in pH of ~0.3 units due to the Ca2+, cTnI129148, and Yb3+ additions was noted. Both 2D {1H, 15N} HSQC and 2D {1H, 15N} IPAP NMR spectra were acquired at 600 and 800 MHz.
NMR spectroscopy
All of the NMR spectra were obtained at 30°C by using Varian Unity 600 MHz and Varian INOVA 500-MHz and 800-MHz spectrometers. 2D {1H,15N} HSQC NMR spectra were acquired by using the sensitivity-enhanced gradient pulse scheme developed by Lewis Kay and coworkers (Kay et al. 1992; Zhang et al. 1994). The 1H and 15N sweep widths were 7500 and 1500 Hz, respectively, on the 500-MHz spectrometer; 8000 and 1650 Hz, respectively, on the 600-MHz spectrometer; and 12,000 and 2200 Hz, respectively, on the 800-MHz spectrometer. 2D {1H,15N} IPAP NMR spectra were acquired by using 3919 WATERGATE suppression pulse scheme (Ottiger et al. 1998). All spectra were processed and analyzed by using VNMR (Varian Associates), NMRPipe (Delaglio et al. 1995), and NMRView (Johnson and Blevins 1994) and were referenced according to the IUPAC conventions.
| 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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