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Lys-Trp-Lys: Structure and Solvation by Molecular Dynamics Simulations Ali Hassanali
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Loop Motion, Rigid-body Helix-Coil transitions
Protein Dynamics Atomic Fluctuations, Side-Chain Motion Ligand docking flexibility 10-15 – s Loop Motion, Rigid-body Motion of helices 10-9 – s Active site conformation adaptation, Binding Domain and Subunit motion 10-6 – s Hinge-bending, catalysis Folding/unfolding, Helix-Coil transitions Hormone activation, catalysis 10-3 – 104 s Water Dynamics – Protein Dynamics – Biological Functioning
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Indole-Water/Indole-Protein Debate
Agreement on two time-scales existing – disagreement on what causes the long time-scales. Fundamentally: Experimental techniques characterize degree of perturbed water differently MRD: Magnetic Resonance Dispersion (Halle. et. al.) Dielectric Relaxation (Steinhauser et.al. , Weingartner et.al. ) NMR Fast water Long time scale is dominated by fluctuation of side-chains. QENS (quasi electron neutron scattering) (Head-Gordon et.al) TDFSS (Zewail et.al., Zhong et.al., Bagchi et.al.) Slow water Long time scale is attributed to dynamic exchange between bulk and hydration shell protein biological?? water
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Theoretical Model La state Mulliken charges obtained from CASSCF calculations by Sobolewski and Domcke Chem. Phys. Lett. 315 (3-4): 293, 1999. S0 state dipole ~ 2.41 D and La state dipole ~ 4.96 D “Excitation” achieved by instantaneously changing ground-state charges to excited state charges No QM integrated into this technique. (Callis. et al) No adjustment to ground-state charges to avoid force-field clashing.
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KWK Isomers KN N KC Ground State: KN < N < KC
Excited State: N < KN < KC Isomeric structures driven by interactions and potentially hydrophobic interactions.
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Free-Energy Calculations
Free energy difference between each isomer and reference structure determined Thermodynamic Integration techniques used MD simulations yield free-energy differences and free-energy derivatives Ground State: Excited State: KN :71%, N: 20%, KC: 9% KN :35.8%, N: 50.2%, KC: 13.9% Ground-state free energy calculations with GROMOS96 yield same ordering
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making any changes to the GROMOS96 forcefield.
Importance of these interactions in chemistry and biology: stabilizing protein structure during/after protein folding, protein-ligand recognition. Dougherty. Science, 271(5246): 163, 1996. Chipot et. al. JACS 118 (12): , show that forcefields underestimate binding energy between toluene and ammonium in gas phase by ~ 6 kcal mol-1 They also demonstrate that this binding energy is reduced in solvent between the range kcal mol-1 Aliste et. al. Biochemistry, 42(30):8976,2003 conduct their analysis without making any changes to the GROMOS96 forcefield. LJ well-depths ~ 10 kcal mol-1 A realistic model will account for unequal polarization effects and one lysine should be farther away from the indole (Minoux and Chipot, J.Am. Chem. Soc., 121(44):10366, 1999)
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Fluorescence Anisotropy
Karplus et al. Biochemistry, 22(12):2884, 1983 Data fit with a double exponential for both MD and experimental data Short time component attributed to local wobbling motion of tryptophan Long time component represents tumbling of peptide with pi-cation complex. Pi-cation complex doesn’t mean lysine is rigid! (Qiu et. al. J.Phys. Chem.,B 109(35): 16901,2005) Note first 100 fs of experimental data represents internal conversion between 1La and 1Lb states
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Explicit time dependence on La excited state potential surface
Stokes Shifts Double energy difference between absorbed and emitted photons Depends on the electronic excitation energy. Gas phase excitation energy of indole chromophore is ignored in our calculations due to cancel out Explicit time dependence on La excited state potential surface Excited t No modeling of Lb La conversion Ground
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Competitive Solvation
Long equilibrium excited and ground state runs Inverse correlation between indole-protein and indole-water solvation energies Indole-protein/water fluctuate over a very large range but total solvation energy does not! Competition independent of water model. SPC demonstrates same phenomena Range of ground-state fluctuations is less but still exists. Relationship to rugged landscape of proteins/peptides where gains/loss in enthalpy and entropy pave the free energy landscape?
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Stokes Shifts Results Stokes shifts data for three isomers shown with error-bars Three important time scales Inset shows inertial regime Inertial regime dominated by indole-water solvation Ground Excited t
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N-Complex Fits MD Experiment
Total Stokes shift show remarkable agreement Experimental inertial decay is slower than MD: experimental or MD (forcefield) artifact? No isomerization detected in experiment Small errors in barrier size can affect rates of activated processes in MD Were Stokes shifts observed long enough to witness isomerization?
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N-Complex Solvation Steady lowering of solvation energy
drives overall process Initial drop over 1 ps is dominated by indole-water contribution 0.79 ps and 54 ps solvation process involves compensation between protein and water to solvate indole For KN and KC , isomerization makes similar analysis difficult
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N-Complex Peptide Readjustment
Clear motion of lysine NT ammonium toward indole by ~ 0.08 nm C-terminus lysine side-chain moves by same distance but farther away N-terminus lysine side-chain also shows minor adjustment
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KN & KC Peptide Readjustment
KC shows clear response by moving toward indole and then relaxing KN shows a less discernible process perhaps due to faster isomerization rates Remote lysines for both isomers show clear response by moving away from the indole ring Other coordinates for KN might reveal similar behavior as KC
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Peptide Dynamics, Isomerization
NH3 + NH3 + KN N KC N Chain-extension breaks pi-cation and perhaps hydrophobic interactions Isomerization rates for KN is faster than KC KC isomerization is driven by kinetics, even though it is at a higher free energy than KN
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Peptide-Motions
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Acknowledgements Sherwin Singer Dongping Zhong Tanping Li
Members of Singer and Zhong groups Thank you for listening! Funding Sources: LIGDP and NSEC
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