Non-arrhenius behavior in the unfolding of a short, hydrophobic α-helix.: Complementarity of molecular dynamics and lattice model simulations

被引:13
作者
Collet, O [1 ]
Chipot, C [1 ]
机构
[1] Univ Henri Poincare, CNRS, Equipe Dynam Assemblages Membranaires, Inst Nanceien Chim Mol,UMR 7565, F-54506 Vandoeuvre Les Nancy, France
关键词
D O I
10.1021/ja029075o
中图分类号
O6 [化学];
学科分类号
0703 ;
摘要
The unfolding of the last, C-terminal residue of AcNH2-((L)-Leu)(11)-NHMe in its a-helical form has been investigated by measuring the variation of free energy involved in the alpha(R) to beta conformational transition. These calculations were performed using large-scale molecular dynamics simulations in conjunction with the umbrella sampling method. For different temperatures ranging from 280 to 370 K, the free energy of activation was estimated. Concurrently, unfolding simulations of a homopolypeptide formed by twelve hydrophobic residues were carried out, employing a three-dimensional lattice model description of the peptide, with a temperature-dependent interaction potential. Using a Monte Carlo approach, the lowest free energy conformation, an analogue of a right-handed alpha-helix, was determined in the region where the peptide chain is well ordered. The free energy barrier separating this state from a distinct, compact conformation, analogue to a beta-strand, was determined over a large enough range of temperatures. The results of these molecular dynamics and lattice model simulations are consistent and indicate that the kinetics of the unfolding of a hydrophobic peptide exhibits a non-Arrhenius behavior closely related to the temperature dependence of the hydrophobic effect. These results further illuminate the necessity to include a temperature dependence in potential energy functions designed for coarse-grained models of proteins.
引用
收藏
页码:6573 / 6580
页数:8
相关论文
共 108 条
[71]   EQUATION OF STATE CALCULATIONS BY FAST COMPUTING MACHINES [J].
METROPOLIS, N ;
ROSENBLUTH, AW ;
ROSENBLUTH, MN ;
TELLER, AH ;
TELLER, E .
JOURNAL OF CHEMICAL PHYSICS, 1953, 21 (06) :1087-1092
[72]   COLD DENATURATION OF THE MOLTEN GLOBULE STATES OF APOMYOGLOBIN AND A PROFILE FOR PROTEIN-FOLDING [J].
NISHII, I ;
KATAOKA, M ;
TOKUNAGA, F ;
GOTO, Y .
BIOCHEMISTRY, 1994, 33 (16) :4903-4909
[73]  
Nolting B, 1999, PROTEIN FOLDING KINE
[74]   A MOLECULAR-DYNAMICS METHOD FOR SIMULATIONS IN THE CANONICAL ENSEMBLE [J].
NOSE, S .
MOLECULAR PHYSICS, 1984, 52 (02) :255-268
[75]   Theory of protein folding: The energy landscape perspective [J].
Onuchic, JN ;
LutheySchulten, Z ;
Wolynes, PG .
ANNUAL REVIEW OF PHYSICAL CHEMISTRY, 1997, 48 :545-600
[76]  
OWENSON B, 2001, COSMOS SOFTWARE PACK
[77]   Pathways for protein folding: is a new view needed? [J].
Pande, VS ;
Grosberg, AY ;
Tanaka, T ;
Rokhsar, DS .
CURRENT OPINION IN STRUCTURAL BIOLOGY, 1998, 8 (01) :68-79
[78]   Statistical mechanics of simple models of protein folding and design [J].
Pande, VS ;
Grosberg, AY ;
Tanaka, T .
BIOPHYSICAL JOURNAL, 1997, 73 (06) :3192-3210
[79]   CAVITIES IN MOLECULAR LIQUIDS AND THE THEORY OF HYDROPHOBIC SOLUBILITIES [J].
POHORILLE, A ;
PRATT, LR .
JOURNAL OF THE AMERICAN CHEMICAL SOCIETY, 1990, 112 (13) :5066-5074
[80]   THEORY OF HYDROPHOBIC EFFECT [J].
PRATT, LR ;
CHANDLER, D .
JOURNAL OF CHEMICAL PHYSICS, 1977, 67 (08) :3683-3704