Settimo Et Al 2007 Biopolymers

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    Conformational Changes Upon Calcium Binding and Phosphorylationin a Synthetic Fragment of Calmodulin

    Luca Settimo,1 Serena Donnini,2 André H. Juffer,2 Robert W. Woody,3 Oriano Marin41 CRIBI Biotechnology Centre, University of Padova, via U.Bassi, 58/b, 35131 Padova, Italy 

    2 The Biocenter and the Department of Biochemistry, University of Oulu, P.O. Box 3000,

    FIN-90014 University of Oulu, Finland 

    3 Department of Biochemistry and Molecular Biology, Colorado State University, Fort Collins, CO 80523-1870 

    4 Department of Biological Chemistry, University of Padova, Viale G. Colombo 3, 35121 Padova, Italy 

    Received 5 June 2006; revised 8 October 2006; accepted 11 December 2006 

    Published online 15 December 2006 in Wiley InterScience (www.interscience.wiley.com). DOI 10.1002/bip.20657 

    This article was originally published online as an accepted  preprint. The ‘‘Published Online’’ date corresponds to the preprint version. You can request a copy of the preprint by emailing the Biopolymers editorial office at [email protected]

    INTRODUCTION

    Calmodulin (CaM) is a ubiquitous eukaryotic Ca2þ-

    binding protein that binds and activates different tar-

    gets1 and has a very important physiological role. Sev-

    eral structures of CaM have been reported using X-

    ray crystallography and nuclear magnetic resonance

    (NMR) (see e.g., reviews in Refs. 2 and 3).

     ABSTRACT:

    We have recently investigated by far-UV circular 

    dichroism (CD) the effects of Ca 2 þ binding and the 

     phosphorylation of Ser 81 for the synthetic peptide CaM 

    [54–106] encompassing the Ca 2 þ-binding loops II and III 

    and the central a helix of calmodulin (CaM) (Arrigoni 

    et al., Biochemistry 2004, 43, 12788–12798).Using 

    computational methods, we studied the changes in the 

    secondary structure implied by these spectra with the aim

    to investigate the effect of Ca 2 þ binding and the functional 

    role of the phosphorylation of Ser 81 in the action of the 

     full-length CaM. Ca 2 þ binding induces the nucleation of  

    helical structure by inducing side chain stacking of  

    hydrophobic residues. We further investigated the effect of  

    Ca 2 þ binding by using near-UV CD spectroscopy.

    Molecular dynamics simulations of different fragments 

    containing the central a-helix of CaM using various 

    experimentally determined structures of CaM with bound 

    Ca 2 þ disclose the structural effects provided by the 

     phosphorylation of Ser 81. This post-translational 

    modification is predicted to alter the secondary structure in 

    its surrounding and also to hinder the physiological 

    bending of the central helix of CaM through an alteration 

    of the hydrogen bond network established by the side chain 

    of residue 81. Using quantum mechanical methods to 

     predict the CD spectra for the frames obtained during the 

    MD simulations, we are able to reproduce the relative 

    experimental intensities in the far-UV CD spectra for our 

     peptides. Similar conformational changes that take place 

    in CaM [54–106] upon Ca 2 þ

    binding and  phosphorylation may occur in the full-length CaM.

    # 2006 Wiley Periodicals, Inc. Biopolymers (Pept Sci) 88:

    373–385, 2007.

    Keywords: calmodulin; calcium; phosphorylation;

    conformational changes; circular dichroism

    Correspondence to: Luca Settimo; e-mail: [email protected]

    This article contains supplementary material available via the Internet at http://

    www.interscience.wiley.com/jpages/0006-3525/suppmat.

    Conformational Changes Upon Calcium Binding and Phosphorylationin a Synthetic Fragment of Calmodulin

    VVC 2006 Wiley Periodicals, Inc.

    PeptideScience Volume 88 / Number 3   373

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    These studies revealed that CaM has a dumbbell-like

    shape with N- and C-terminal lobes separated by a central

    helix. Calmodulin-like domains have been identified also in

    other proteins.4 Two EF-hand Ca2þ-binding motifs are pres-

    ent in each lobe of CaM. When CaM binds Ca2þ, a confor-

    mational change occurs in each lobe of CaM with exposureof hydrophobic residues that bind the target.3 All the struc-

    tures reported for the full-length CaM can be classified in

    one of the following three functional states: (i) Ca2þ-free

    CaM, such as the structure determined using NMR 5; (ii)

    Ca2þ-bound CaM, as the structure published by X-ray crys-

    tallography by Chattopadhyaya et al.,6 which reported a

    straight and continuous central  a-helix of CaM, or by Fallon

    and Quiocho,7 which, in contrast, reported the central   a-

    helix of CaM bent in the middle; (iii) Ca2þ-bound CaM in

    complex with a ligand or target, as the structure determined

    by X-ray crystallography by Meador et al.8 or by NMR by 

    Elshorst et al.9 The central helix of CaM has a fundamental

    role since it assures the correct positioning of the N- and C-

    terminal lobes in the binding and activation of the target,

    and it is very flexible in solution in both apo5,10 and Ca2þ-

    bound form.9,11 The conformational changes provided by 

    Ca2þ binding and the conformation and flexibility of the

    central helix of CaM have been widely studied and investi-

    gated using different methods such as: (i) NMR 5,9–16; (ii)

    small-angle X-ray scattering17,18; (iii) spin-label electron para-

    magnetic resonance19; (iv) optical spectroscopic techniques

    such as far-UV CD,20 Fourier transform infrared spectros-

    copy,21,22 fluorescence,23,24 optical rotatory dispersion mea-

    surements25; (v) structural studies on protein mutants at res-

    idues in the central helix 26–31; (vi) cross-linking.32

    Several modeling studies and molecular dynamics (MD)

    simulations have been performed on CaM and they have

    been reviewed recently.3 In particular, MD simulations have

    been performed on the full-length CaM (i) in the Ca2þ-

    loaded form33–39; (ii) in the Ca2þ-free form40; (iii) in the

    Ca2þ-loaded form in complex with a target peptide.41 Also

    the central helix of CaM (fragment 65–92) has been analyzed

    using MD.35 All these MD studies underscore the flexibility 

    of the middle part of the central helix of CaM (corre-

    sponding approximately to the region encompassed by resi-

    dues 74–82), important for the correct functioning of CaM.

    CaM is phosphorylated by different kinases as reviewed in

    Ref. 42. In particular, the casein kinase 2 (CK2) is a serine/

    threonine kinase that phosphorylates Thr 79, Ser 81, Thr 110,

    and Thr 117 in the full-length CaM.43–47 Thr 79 and Ser 81,

    located in the middle of the central  a  helix of CaM, are the

    most phosphorylated residues in the full-length protein.44,46,47

    The interaction between CK2 and the central  a  helix of CaM

    has been recently studied by molecular modeling.48

    We have recently reported the synthesis, purification, and

    characterization of the fragment encompassing residues 54–

    106 of human CaM, wild-type and phosphorylated in posi-

    tion 81.47 These peptides encompass the Ca2þ-binding loops

    II and III and the central  a-helix of the full-length CaM. We

    will refer to these two peptides as CaM [54–106] and CaM[54–106]pS81, respectively. In the same study, we investi-

    gated by far-UV CD the effect of Ca2þ binding and phospho-

    rylation of residue 81 on CaM [54–106] (see Figure 6 in

    Ref. 47). We also found that CaM [54–106]pS81 could not be

    phosphorylated at Thr 7947 despite the fact a phosphorylated

    side-chain at  n  þ  2 is a strong positive determinant for CK2

    phosphorylation of short peptides.49

    It is generally known that phosphorylation of CaM

    decreases the binding and activation of CaM-dependent tar-

    gets.42 However, there are no studies in the literature that

    investigate the structural consequences of the phosphoryla-

    tion of CaM. As reported recently by Doig and coworkers,

    the structural effects consequent to protein phosphorylation

    are very variable (e.g. phosphorylation can stabilize or desta-

    bilize a  helices) and highly dependent upon the position and

    possible interactions that the phosphorylated residue can es-

    tablish with the neighboring residues.50,51

    In the present study, we (i) analyze spectroscopic data for

    the fractions of secondary structure elements using several

    methods; (ii) experimentally analyze the effect of Ca2þ bind-

    ing using near-UV CD; (iii) investigate conformational

    changes induced by Ca2þ binding and phosphorylation of 

    Ser 81 in our peptides[54–106] using molecular modeling

    and MD simulation; (iv) rationalize the experimentally 

    observed change in far-UV CD spectra by calculating theoret-

    ical CD spectra using structures from the MD trajectories.

    Our models also explain why CK2 is not able to phosphoryl-

    ate Thr 79 in CaM[54–106]pS81.

    This study aims to investigate the structural–functional

    role correlated to Ca2þ binding and phosphorylation in the

    full-length CaM by using a fragment of CaM.

    MATERIALS AND METHODS

    Spectroscopic MeasurementsCircular dichroism (CD) spectra were recorded at 258C at pH 7.5

    on a Jasco (Tokyo, Japan) Model J-710 spectrometer equipped with

    a thermostated cell-holder and a Neslab RTE-110 water circulating

    bath. The instrument was calibrated with (þ)-10-camphorsulfonic

    acid.52 The far-UV CD spectra of the peptides [54–106]CaM and

    [54–106]pS81CaM in the absence or presence of Ca2þ, which are

    analyzed with computational methods, have been already 

    reported.47

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    Near-UV CD spectra were taken using the same buffer and tem-

    perature, in the presence and absence of 10 m M  CaCl2. The results

    were expressed as the mean residue ellipticity.53

    Computational Analysis of the Far-UV CD SpectraThe secondary structure fractions of the peptides CaM[54–106] and

    CaM[54–106]pS81 in the absence and presence of Ca2þ were deter-

    mined from CD spectra47 using the CDPro software package that

    includes SELCON3, CDSStr, and CONTIN/LL.54–58 The SP43

    (IBasis 4) and SDP48 (IBasis 7) protein reference sets were used.

    SP43 contains 43 proteins having known structures and CD spectra

    ranging from 190 to 240 nm. SDP48 contains five unfolded proteins

    in addition to those in SP4357 and was used because it gives better

    results with protein fragments and partially unfolded proteins.

    These large protein reference sets were chosen since our CD

    spectra lacked short-wavelength data (180–190 nm). In addition,

    K2D,59,60 implemented in DICHROWEB,61,62 and the method

    described by Scholtz et al.63 were also used to predict secondary 

    structure fractions from the CD spectra.

    Molecular Dynamics SimulationsThree different experimentally determined structures of Ca2þ-CaM

    were downloaded from the Protein Data Bank (PDB)64: (i) the en-

    semble of 26 structures determined by NMR in solution by Elshorst

    et al.9 (PDB code: 1cff); the crystal structures determined (ii) by 

    Chattopadhyaya et al.6 (PDB code: 1cll) and (iii) by Fallon and

    Quiocho7 (PDB code: 1prw).

    Eight MD simulations were carried out for different fragments

    of these structures as described in Table I (abbreviations in Table I

    will be used throughout the text of this report).

    The addition of the phosphate groups for the simulations of the

    fragments having the phosphoserine in position 81 (pS81 in Table I)was done using SYBYL 7.0 (Tripos, St. Louis). Except for some pre-

    liminary calculations using GROMOS 96,65,66 all molecular dynam-

    ics (MD) simulations were performed with the Gromacs suite of 

    programs67,68 utilizing the OPLS force field.69 Force-field parame-

    ters for the phosphoserine were adapted from the phosphotyrosine

    parameters used by Price and Jorgensen.70

    The protein structures were placed in the center of a dodecahe-

    dral box, which was subsequently filled with TIP4P water molecules

    (TIP4P   ¼   transferable intermolecular potentials with four point

    charges).71 The N-terminus and C-terminus were charged. The size

    of the box was chosen so as to contain the protein and at least

    1.2 nm of solvent on all sides. The number of water molecules was

    roughly 15,000 for the fragments of CaM encompassing residues

    54–106 and 10,000 for the fragments of CaM encompassing residues

    64–93. Phosphoserine was considered in its completely dissociatedform (charge:   2) in agreement with the pK a   reported for this

    residue.72

    The peptides 54–106 were simulated with two Ca2þ atoms taken

    from the crystal structure (bound to the Ca2þ-binding loops II and

    III), whereas the peptides encompassing residues 64–93 were simu-

    lated without Ca2þ since these fragments correspond to the central

    a-helix of CaM and do not contain Ca2þ-binding sites. Sodium

    counterions were added in each simulation to maintain the overall

    charge of the system equal to zero.

    Coulomb interactions were treated with fast particle mesh Ewald

    (PME),73,74 using a grid spacing of 0.12 nm and cubic interpolation.

    The cut-off distances for the Coulomb and Lennard-Jones interac-

    tions were 0.8 and 1.4 nm, respectively. Interactions between atoms

    that were within 0.8 nm were evaluated every step, while interac-tions between atoms within the longer cutoff distance were eval-

    uated every 3 steps. Constant pressure and temperature were main-

    tained by a weak coupling of the system to an external bath at 1 bar

    and 300 K using the Berendsen barostat and thermostat75 with cou-

    pling times of 1 and 0.1 ps, respectively. The bond distances and

    bond angles of water were constrained using the SETTLE algo-

    rithm.76 All other bond distances were constrained with the LINCS

    algorithm.77 Dummy nonpolar hydrogen atoms78 were employed.

    The integration time step was 4 fs. Prior to the simulations, the

    potential energy of each system was minimized using steepest

    descent, followed by a 20-ps MD simulation with position restraints

    on the protein to relax the water molecules. 100-ns simulations of 

    the peptides 1cll[54–106]and 1cll[54–106]pS81 and 20-ns simula-

    tions for the remaining fragments ([64–93] of 1cll, 1prw and model

    4 of 1cff) were performed (Table I).

    The conformations generated in the MD simulations were ana-

    lyzed using the analysis tools implemented in the Gromacs suite of 

    programs, such as the secondary structure predictions using DSSP.79

    Theoretical Calculations of CD SpectraThe computation of CD spectra from the protein structure was per-

    formed using the matrix method80 as described in Sreerama and

    Table I MD Simulations Carried Out in This Study 

    Abbreviation CaM[fragment] Initial Coordinates (pdb code) Length of the MD

    1cll[54–106] 54–106 1cll (with 2 Ca2þ) 100 ns

    1cll[54–106]pS81 54–106 1cll (with 2 Ca2þ) 100 ns

    1cll[64–93] 64–93 1cll 20 ns1cll[64–93]pS81 64–93 1cll 20 ns

    1prw[64–93] 64–93 1prw 20 ns

    1prw[64–93]pS81 64–93 1prw 20 ns

    1cff_4[64–93] 64–93 1cff_model#4 20 ns

    1cff_4[64–93]pS81 64–93 1cff_model#4 20 ns

    The abbreviations used in the first column are used through all the text of this manuscript. Refer to the

    Methods section for further details.

    Conformational Changes in CaM    375 

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    Woody.54 In particular, the average CD spectrum over the whole tra-

     jectory was calculated with the following steps: (i) generation of the

    snapshots corresponding to the structures of the peptides being

    simulated picked up every 100 ps for each trajectory (Table I), (ii)

    calculation of the CD curve using theoretical quantum-mechanical

    methods including aromatic residues54 for each of these frames, (iii)

    average of the theoretical CD spectra (for all the frames of the whole

    trajectory).

    FiguresFigures were prepared using Molscript81 and Raster3D.82

    RESULTS ANDDISCUSSIONS

    Analysis of the Far-UV CD Spectra

    Table II reports the percentage of secondary structure ele-

    ments calculated from the far-UV CD spectra of CaM[54–

    106] and CaM[54–106]pS81 in the absence and presence of 

    Ca2þ (see Figure 6 in Ref. 47) using five different methods

    described in the Methods section. We used more than one

    method to predict the secondary structure fractions from

    these experimental curves to make the results more robust.

    CDPro analysis using the 43-protein basis set gives significant

    b-sheet contents, ranging from ca. 20–50% (Table II). These

    may result from the limited wavelength range. A basis set

    that includes unfolded proteins (48-protein basis) has been

    shown57 to give more accurate analysis of secondary struc-

    ture when studying partially unfolded proteins and peptide

    fragments. With this basis set, the   b-sheet content is de-

    creased by about 10% for each of the fragments (Table II).

    As can be seen in Table II, the predictions from the CD

    curves of the peptide CaM[54–106] and CaM[54–106]pS81

    show an increase of the   a-helical content in the presence

    of Ca2þ and a decrease in the  a-helical content upon phos-

    phorylation of Ser 81.

    In the following sections, we investigate the structural

    effects correlated to Ca2þ binding and phosphorylation of 

    Ser 81, using mainly molecular modeling and MD simula-tions rationalizing the results with the experimental data.

    Effect of Ca2þ Binding 

    As can be seen in Table II, all the methods predict an increase

    of the   a-helical content of the peptide in the presence of 

    Ca2þ. For CaM[54–106], the   a-helical content increases by 

    12–24% in the presence of Ca2þ. Surprisingly, the addition

    of Mg2þ instead of Ca2þ does not change the CD spectrum

    from the profile of apo-CaM[54–106] (Figure 6A in Ref. 47).

    Interestingly, the CD spectra for the full-length CaM in

    the absence and presence of Ca2þ and Mg2þ are similar to

    the curves for our peptide CaM[54–106]. In fact, for the full-

    length CaM, there is also an intensification of the dichroic

    signal at 222 nm content upon Ca2þ binding,20,24,83,84 and

    there is no change in the ellipticity upon Mg2þ binding.85

    Ellipticities for CaM can vary with the ionic strength,24 lead-

    ing to different values of ellipticities and   a-helix fractions

    reported in different studies (see e.g. Ref. 84). Brokx and

    Vogel86 suggested that in CaM, as has been claimed with

    Table II Fractions (Percentages) of Secondary Structure Elements From the Experimental CD Spectra for the Peptides CaM[54–106]

    and CaM[54–106]pS81 in the Absence (apo) or Presence of Ca2þ (the Spectra are Reported in Figure 6 in Ref. 47)

    CaM[54–106]apo CaM[54–106]-Ca2þ CaM[54–106]pS81apo CaM[54–106]pS81-Ca2þ

    Total

    a

    a

    Total

    b

    a

    Remaining

    b

    Total

    a

    a

    Total

    b

    a

    Remaining

    b

    Total

    a

    a

    Total

    b

    a

    Remaining

    b

    Total

    a

    a

    Total

    b

    a

    Remaining

    b

    CONTIN/LL 12.1c 30.2c 57.7c 27.1c 17.9c 55.1c 10.0c 32.6c 57.5c 21.8c 24.6c 53.5c

    8.7d 18.1d 73.3d 25.6d 9.0d 65.3d 6.3d 17.2d 76.6d 18.7d 12.9d 68.5d

    SELCON3 9.4c 29.4c 59.5c 26.3c 18.9c 55.0c 10.1c 28.6c 55.6c 17.3c 26.7c 53.1c

    7.4d 18.4b 61.6b 26.2b 9.1b 63.9b 8.6b 18.1b 67.0b 17.1 18.5 62.3b

    CDSStr 6.0c 33.0c 60.0c 30.0c 19.0c 51.0c 5.0c 32.0c 62.0c 19.0c 25.0c 56.0c

    5.0d 21.0d 73.0d 28.0d 10.0d 61.0d 4.0d 21.0d 74.0d 18.0d 15.0d 66.0d

    K2D 8 41 50 25 15 60 7 49 44 10 34 56

    Scholtz 9 — — 25 — — 7.1 — — 18 — —

    Different methods were used as described in the methods section.a The total fractions of  a-helix and b-structure in CONTIN/LL, SELCON3, and CDSStr implemented in CDPRO are reported, respectively, as the sum of 

    regular (ar) plus distorted (ad) a-helix and as the sum of regular (br) plus distorted (bd) b-structure.b For CONTIN/LL, SELCON3, and CDSStr the ‘‘remaining’’ corresponds to the sum of turns (T) and unordered (U) whereas for K2D it corresponds to

    the prediction of ‘‘random structure’’.c Analysis using SP43 protein reference set.d Analysis using SP48 protein reference set.

    376    Settimo et al.

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    Ca2þ binding to troponin-C,87 a change in the alignment of 

    the  a-helices with respect to one another could also be re-

    sponsible for this increase in the CD signal, a mechanism

    originally suggested by Manning.88 Even though NMR shows

    that Ca2þ-CaM has a ‘‘high degree of mobility near the mid-

    dle of the central helix’’,11 apparently similar to what is seen

    in the apo form,5 some studies clearly show that Ca2þ bind-

    ing rigidifies and increases the  a-helical content of the central

    helix of CaM: (i) a peptide corresponding to the third Ca2þ-

    binding loop of CaM binds a multivalent cation (lanthanide)

    and provides   a-helix nucleation,89 CaM[54–106] contains

    the second and third Ca2þ-binding loop of CaM at the N-ter-

    minus and C-terminus, respectively so a similar effect might

    be invoked for both termini of our peptide, which could help

    stabilize the central   a-helix; (ii) a spin-label electron para-

    magnetic resonance study shows rigidification of the central

    part76–81 of CaM upon Ca2þ binding19; (iii) Fourier trans-

    form infrared spectroscopy studies show an increased portion

    of  a-helix in the presence of Ca2þ  21,22; (iv) a study in which

    optical rotatory dispersion and proteolysis with trypsin were

    used shows an increase of the   a-helix content upon Ca2þ

    binding25; (v) fluorescence studies23,24 show that the central

    helix of CaM undergoes conformational changes upon Ca2þ

    binding, and in particular Yao and coworkers report that the

    central helix ‘‘becomes more extended and rigid.’’23

    To further investigate experimentally the effect of Ca2þ

    binding, we measured the near-UV CD in the absence and

    presence of Ca2þ for CaM[54–106] (Figure 1).

    The near-UV CD spectra in the presence and absence of 

    Ca2þ for CaM[54–106] are very similar to the published

    near-UV CD spectra for the full-length CaM84,85,90: the

    stronger intensities in the near-UV CD spectrum in the pres-

    ence of Ca2þ show that the aromatic side chains in our pep-

    tide (Phe 65, 68, 89, 92, and Tyr 99) are in a more rigid struc-

    ture. In addition, as mentioned earlier, it is interesting to see

    that CaM[54–106] can distinguish between Ca

    and Mg

    .Therefore, the radius of the metal is very important in this

    conformational change, as already anticipated by Chao

    et al.91 Ca2þ has a larger radius than Mg2þ (ionic radii are 0.99

    and 0.65 Å for Ca2þ and Mg2þ, respectively 92). Therefore for

    Ca2þ, the charge is distributed in a larger volume and over a

    larger surface in comparison to Mg2þ. As a consequence, a

    larger number of residues (at least five in each Ca2þ-binding

    loop of CaM) can interact with Ca2þ, in comparison with the

    smaller Mg2þ. Thus, the conformational change is expected to

    take place when more residues are involved in the contact with

    the metal ion.

    The N-terminal half of the CaM[54–106] fragment, from

    residue 54 to 76 of the structure determined by Chattopad-

    hyaya et al.6 is displayed in Figure 2. The formation of a

    hydrophobic cluster when Ca2þ is bound is evident. This

    cluster, formed by Ile 63 and Val 55 of the Ca2þ-binding loop

    II with Phe 68 and Met 72 in the N-terminal part of the cen-

    tral helix, nucleates the formation and stabilization of the

    central  a-helix because it leads to the stacking of hydropho-

    bic residues Phe 68, Met 72, and Met 76 parallel to the axis

    (Figure 2). The same effect can be described also in the C-ter-

    minal part of our peptides. The importance of helix-nuclea-

    tion upon Ca2þ binding was also reported by Siedlecka et al.

    for a peptide encompassing the third Ca2þ-binding loop of 

    CaM.89

    In addition, in our simulations for the peptide [54–106]

    in the presence of Ca2þ, these ions are bound to the Ca2þ-

    binding loops II and III in our peptide (1cll[54–106] and

    1cll[54–106]pS81, Table I) even after 100 ns, showing that

    the Ca2þ is stably bound.

    Effect of Phosphorylation of Ser 81

    The phosphorylation of Ser 81 has an important effect on

    the a-helical content of Ca2þ-CaM[54–106] (Table II): phos-

    phorylation of Ser 81 decreases the helical content by 5–15%

    in comparison to the wild-type peptide, according to the

    analyses of the far-UV CD spectra (Table II).

    Quadroni et al. have measured and compared the CD

    spectra of Ca2þ-CaM and Ca2þ-phosphorylated CaM.93 The

    phosphorylation described in Ref. 93 was obtained by treat-

    ment of CaM with CK2, a kinase that extensively phos-

    phorylates Ser 81 in the central helix of CaM.44,46 Interest-

    ingly, the intensity of the CD signal at 222 nm is stronger for

    FIGURE 1   Near-UVCD spectra of peptide CaM[54–106] in 10 mM 

    MOPS, pH 7.5, 0.1M  NaCl, 258C in the presence (dashed line) andabsence (continuous line) of 10 mM  CaCl2.

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    the wild-type Ca2þ-CaM in comparison to Ca2þ-phospho-

    rylated CaM (Figure 5 in Ref. 93), as we observed for

    CaM[54–106] and CaM[54–106]pS81 (Figure 6B in our pre-

    vious study 47).

    The lower intensity at 222 nm in the CD spectra seen for

    Ca2þ-CaM[54–106]pS81 in comparison to Ca2þ-CaM[54–

    106] is not correlated with weaker binding of Ca2þ to the

    phosphopeptide in comparison to the wild-type peptide, but

    results from the phosphorylation of Ser 81 because we have

    confirmed, using radiolabeling,94 that both CaM[54–106]

    and CaM[54–106]pS81 bind Ca2þ with similar affinity 

    (Figure 1 in the supplementary material section), in agree-

    ment with published calcium binding studies on the wild-

    type and phosphorylated CaM.

    93,95

    To investigate the structural effects correlated to the phos-

    phorylation of Ser 81, we performed MD simulations on

    CaM fragments encompassing the central   a-helix of CaM,

    having serine or phosphoserine in position 81 (pSer 81). To

    explore as much as possible all the possible states in which

    the central helix can exist, we performed MD simulations

    starting with different fragments taken from several experi-

    mentally determined structures of CaM (Table I; see Methods

    section). We considered both crystal structures and also a

    structure determined by NMR, since the middle part of the

    central  a  helix of CaM is very flexible in solution. We calcu-

    lated the CD spectra for snapshots corresponding to the

    structures of the peptides being simulated for each trajectory 

    using the matrix method80 and compared the calculated

    spectra with the experimental curves reported previously 

    (Figure 6 in Ref. 47). The matrix method for predicting CD

    spectra54 is a quantum mechanical method in which the per-

    turbation matrix is diagonalized and the eigenfunctions are

    used to calculate the electric and magnetic dipole transition

    moments, and the eigenvalues give the transition energies.

    Simulations Done With Fragments of a Crystal Structure of  CaM (PDB Code 1cll Starting Structures).   Initially, we per-

    formed 60-ns simulations for the fragment [54–106], wild-type and with phosphoserine (including Ca2þ) starting from

    the structure solved by Chattopadhyaya et al.6 (PDB code:

    FIGURE 2   Structure showing the nucleation of the  a-helix pro-vided by the binding of Ca2þ in the N-terminal half of the fragment

    54–106 taken from the structure of CaM (PDB code: 1cll). Back-

    bone is represented as tube colored in green; carbon atoms colored

    in gray; Ca2þ in the Ca2þ-binding loop II colored in orange. The

    coordination of the Ca2þ atom is displayed by black dashed lines.

    FIGURE 3   Secondary structure analysis (by DSSP) for the simulation of 1cll[64–93] (a) and

    1cll[64–93]pS81 (b) as a function of the simulation time.

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    1cll) using the GROMOS 96 force field (43a1).65,66 We

    observed the formation of  p-helix during both simulations

    (data not shown). It has been reported that some force-fields

    (e.g. GROMOS 96) generate  p-helix during the MD simula-

    tions, but this has been shown to be an artifact not supported

    by experimental data.96,97 Upon changing the force-field to

    OPLS and rerunning the simulations (1cll[54–106] ,1cll[54–

    106]pS81,1cll[64–93] and 1cll[64–93]pS81 in Table I), we

    did not observe the formation of  p-helix (Figure 3).

    CD spectra averaged over the whole trajectory (see Meth-

    ods section for details) of 1cll[64–93] and 1cll[64–93]pS81

    are very similar to the CD spectra averaged over the whole

    trajectory for 1cll[54–106] and 1cll[54–106]pS81, respec-

    tively. In addition, we observed that the removal of Ca2þ-

    binding loops II and III do not affect the structure of the cen-

    tral   a-helix during the MD simulation. Therefore, the CD

    signal is mainly generated by the central  a-helix of CaM and

    not by the Ca2þ-binding loops, so we decided to simulate

    only the central   a-helix 64–93 of CaM to study the local

    effect of the phosphorylation of Ser 81.

    The structure reported by Chattopadhyaya et al.6 has a

    straight a-helix, which is unlikely to be observed in solution.11

    However, there is some experimental evidence for a straight

    central  a-helix in at least a fraction of the molecules in solu-

    tion.19 Interestingly, the central helix of 1cll[64–93] bends in

    its middle between 6 and 15 ns in the simulation (Figures 3a

    and 4), in agreement with the NMR structure reported for the

    full-length CaM.11 Surprisingly, this bending is not seen for

    1cll[64–93]pS81 (Figures 3b and 4), where a stable interaction

    between the phosphate group of pSer 81 and the amino group

    of Lys 77 rigidifies the central  a-helix of CaM, hindering the

    bending. However, the calculated CD spectra over the whole

    trajectory for the simulations of 1cll[64–93] and 1cll[64–

    93]pS81 have similar ellipticity at 222 nm (Figure 2 in the sup-

    plementary material section) and therefore differ from the ex-

    perimental data (Figure 6 in Ref. 47).

    Simulations Done With Fragments of a Crystal Structure of  CaM (PDB Code 1prw Starting Structures).   If a phosphate

    group is added to the hydroxyl group of Ser 81 in the crystal

    structure of CaM determined by Fallon and Quiocho,7 there

    is a destabilizing interaction between the negative charges of 

    the phosphate group and the negative partial charge ass-

    ociated with the helix-dipole moment in the C-terminal of 

    the helix 64–76 (Figure 5). This destabilizes the helical portion

    64–76 in 1prw[64–93]pS81, in agreement with the fact that

    the phosphorylated peptide of CaM possesses less helical

    content than the wild-type peptide.

    The a-helix is flexible in the middle during the simulation

    (see the large changes in interhelical angle in Figure 6) in

    agreement with the experimental evidence mentioned before

    for the central  a-helix of the full-length CaM. In 1prw[64–

    FIGURE 4   Flexibility of the central   a-helix of CaM. Change in the interhelical angle (angle

    between the helical segment 64–74 and 83–93) as a function of the simulation time for 1cll[64–

    93](continuous line) and 1cll[64–93]pS81 (dashed line).

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    93]pS81, the central helix is interrupted by a region lacking

    secondary structure (white strip in Figure 7). The calculated

    CD curves (average over the whole trajectory) (Figure 8) are

    in agreement with the experimental curves that show higher

    ellipticity for wild-type than for the phosphorylated peptide.

    In 1prw[64–93], the hydroxyl group of Ser 81 donates ahydrogen bond to the main-chain oxygen of Asp78 throughout

    the trajectory as captured in the snapshot of the structure

    seen at 10 ns (Figure 9a). In 1prw[64–93]pS81, the hydroxyl

    oxygen cannot donate a hydrogen bond to the main-chain

    oxygen (Figure 9b). Instead, the phosphate group of phos-

    phoserine 81 can interact with the sidechain of Lys 75, with

    consequent rigidification of the structure (seen in Figure 6

    as mentioned above) and stabilization of a loop (Figure 9b)

    that is seen throughout the simulation (white strip in Fig-

    ure 7).

    Simulations Done With Fragments of a Model From an En- 

    semble of CaM Structures Solved by NMR (PDB Code 1cff   Starting Structures).   Elshorst et al.9 determined by NMR 

    the structure of a complex of Ca2þ-CaM and reported an en-

    semble of 26 models (PDB code 1cff).

    We calculated the theoretical CD spectra for the fragment

    54–106 of each of these 26 models. The fragment [54–106]

    of model 4 from 1cff produces a CD spectrum very similar to

    that of Ca2þ-CaM[54–106] reported by us47 and has favor-

    FIGURE 5   The structure of 1prw[64–93]pS81 at the beginning of 

    the simulation. The addition of a phosphate group to the fragment

    1prw[64–93] (coordinates from the structure having PDB code: 1prw),

    gives an unfavorable interaction (as indicated by the asterix ‘‘*’’) with

    the C-terminal negative charge provided by the dipole moment of helix 

    [64–76] (helix colored in blue). The helical dipole moments (arrows)

    with their partial charges are indicated for the N-terminal helix (in

    blue) and C-terminal helix (in red) of fragment [64–93].

    FIGURE 6   Flexibility of the central   a-helix of CaM. Change in the interhelical angle (angle

    between the helical segment 64–74 and 83–93) as a function of the simulation time for 1prw[64–

    93] (continuous line) and 1prw[64–93]pS81 (dashed line).

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    able  F  and  C  angles in the Ramachandran plot (Figure 3 in

    the supplementary material section).

    The secondary structural elements of 1cff_4[64–93] do

    not change significantly during the simulation, except for the

    formation of a bend that is not persistent (Figure 10a). By 

    contrast 1cff_4[64–93]pS81 forms a stable bend in the mid-

    dle of the central   a-helix (green strip in Figure 10b). This

    bend is stabilized by an interaction between the side chain of 

    phosphoserine 81 and Arg 86 throughout the simulation.

    In this case, the calculated CD curves over the whole tra-

     jectory (Figure 11) are in good agreement not only with the

    intensities but also with the shapes of the experimental

    curves (Figure 6 in Ref. 47).

    In agreement with the results of our simulations, one pos-

    sible reason for the shape of the experimental curves (more

    intense peak at 205 nm in comparison to the peak at 222

    nm) is that the main-chain oxygen atoms in the middle of 

    the central  a-helix of CaM are accessible to the solvent and

    FIGURE 7   Secondary structure analysis (by DSSP) for the simulation of 1prw[64–93] (a) and

    1prw[64–93]pS81 (b) as a function of the simulation time.

    FIGURE 8   Average of the theoretical curves for the whole trajectory of the peptide 1prw[64–93]

    (continuous line) and 1prw[64–93]pS81 (dashed line).

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    establish hydrogen bonds to water molecules in addition to

    main-chain i? i þ 4 hydrogen-bonds.98,99

    Comparison of the Results From the MD Simulations.   The

    validity of our MD simulations was assessed by different

    methods,100 e.g., by running simulations on different starting

    conformations and for different simulation times, as can be

    seen in Table I.

    Both the simulations done on the fragments taken from

    1prw and 1cff predicted correctly the stronger intensity at

    222 nm of the dichroic signal for the wild-type peptide rela-

    tive to the phosphopeptide. However, the averaged CD spec-

    tra calculated from the simulations of the fragments of 1cff 

    showed the best agreement. Even the shape of the curves,

    with a more intense peak at 205 nm in comparison to the

    peak at 222 nm, was predicted correctly. In addition, the per-

    centages of the secondary structure elements seen during this

    simulation (Figure 10) agree quite well with the datareported in Table II. The improved results with this starting

    structure may be due to the fact that the structure was deter-

    mined in solution.

    Conversely, the simulations of the peptide from the struc-

    ture 1cll (having the continuous central  a-helix) give results

    that agree poorly with experiment. We have extended the sim-

    ulation of 1cll[54–106] to 100 ns and we observed results very 

    similar to those for the shorter fragment 1cll[64–93] (e.g. even

    at 100 ns 1cll[54–106]pS81 had a straight central  a-helix as in

    the starting structure). However, this fact could be consistent

    with the finding reported by Qin and Squier that there is a

    population of Ca2þ-CaM having a straight central a-helix.19

    FIGURE 9   Frame-snapshots observed at 10 ns of simulation for

    1prw[64–93] (a) and 1prw[64–93]pS81 (b). Key hydrogen bonds

    established by the side-chain of residue 81 are shown.

    FIGURE 10   Secondary structure analysis (by DSSP) for the simulation of 1cff_4[64–93] (a) and

    1cff_4[64–93]pS81 (b) as a function of the simulation time.

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    In all the MD simulations of the phosphopeptide, we

    observed the formation of an interaction between the side

    chain of one lysine or arginine residue and the phosphate

    group of phosphoserine 81. In general, this interaction rigidi-

    fies the central  a-helix of CaM, decreasing the flexibility of 

    the central  a-helix and most likely affecting the recognition

    and activation to the CaM-dependent targets as seen experi-

    mentally.42 An additional experimental result supports this

    model. We have reported47 that CaM[54–106]pS81 cannot

    be phosphorylated at Thr 79, despite the fact that a phosphor-

     ylated side-chain at  n  þ   2 is a strong positive determinant

    for CK2 phosphorylation of short peptides.49 In our simula-

    tion, the negatively charged phosphate group of phosphoser-

    ine 81 interacts with a positively charged residue (Lys or

    Arg), which would preclude the interaction of phosphoserine

    81 with CK2. The phosphate group of pSer 81 accepts a

    hydrogen bond from the Lys/Arg residue rather than inter-

    acting with the basic residues near the active site of CK2

    where the central helix of CaM is predicted to bind.48 In

    addition, the basic residues of CK2 that are thought to recog-

    nize the acidic residues in the consensus sequence of phos-

    phorylation48 would interact unfavorably with the Lys/Arg

    that forms a salt bridge with pSer 81. As a consequence, the

    binding of CaM[54–106]pS81 to CK2 would be impaired,

    with a consequent decrease of the phosphorylation of Thr

    79. We ran some MD simulations with fragments containing

    pThr 79, and found also in this case a similar phenomenon

    in which the phosphate group interacts with Lys or Arg resi-

    dues. This agrees with the absence of peptides bis-phos-

    phorylated in positions 79 and 81.47 The rigidifying stabiliza-

    tion of helical structure given by a salt bridge between a

    phosphoserine and lysine residues has been reported in the

    literature51; interestingly, also in our simulations done with

    1cll fragments having pSer 81 or pThr 79, we observe similar

    interactions in which the phosphorylated residue interacts

    with the side chain of the lysine located at i-4 position, with

    the formation of a salt bridge between Lys 75 and pThr 79 or

    between Lys 77 and pSer 81.

    CONCLUSIONS

    The synthetic fragment encompassing the central helix of 

    CaM and the Ca2þ-binding loops II and III gives far-UV and

    near-UV CD spectra similar to those of CaM when (i) Ca2þ

    is bound and (ii) it is phosphorylated in position 81, a resi-

    due highly phosphorylated by CK2. We have explained with

    modeling and MD simulations the structural reasons forthese effects. In particular, when Ca2þ binds to loops II and

    III, near-UV CD indicates that there is rigidification of the

    structure, similar to that seen for the full-length CaM, and

    we suggest that important interactions between hydrophobic

    residues nucleate the formation of  a-helix. Introduction of a

    phosphate at Ser 81 affects the stabilization of   a-helix by 

    influencing the hydrogen-bond network established by the

    FIGURE 11   Average of the theoretical curves for the whole trajectory of the peptide 1cff_4[64–

    93] (continuous line) and 1cff_4[64–93]pS81 (dashed line).

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    side-chain of residue 81. Quantum-mechanical calculations

    of the CD spectra on snapshots during the MD simulations

    give results in agreement with the experimental intensities

    that we reported for the peptide CaM[54–106] and CaM[54–

    106]pS81. It is very important to run different MD simula-

    tions on different starting structures for CaM, since the cen-tral part of the central a-helix of CaM has a peculiar flexibil-

    ity in solution.

    The conformational changes that take place in this pep-

    tide upon Ca2þ binding and phosphorylation might also

    occur in the full-length CaM. The advantage of using a rela-

    tively small fragment of CaM to perform these structural

    investigations is that it is easier to study with molecular

    modelling and MD simulations in comparison to the full-

    length protein.

    We thank Prof. Lorenzo A. Pinna for useful discussions about the

    study and to Dr. Dan Price for providing the parameters for the

    construction of the topology for phosphoserine for the simulationwith OPLS. Also thanks to Dr. Alice Glättli for additional discus-

    sions on the formation of  p-helix using GROMOS 96 force field.

    Access to the software was provided by the Centre for Scientific

    Computing (CSC, Espoo, Finland).

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    Conformational Changes in CaM    385 

    Biopolymers (Peptide Science) DOI 10.1002/bip