Statistical Mechanics of Biomembrane Phase Transition.I.Excluded VolumeEffects of Lipid Chains in Their Conformation Change
スポンサーリンク
概要
- 論文の詳細を見る
The main phase transition of a membrane is attributed to conformation changesof the hydrocarbon chains constituting the lipid bilayers. The excluded volumeeffect, which is. crucial for cooperative nature of the conformation changes, istaken into consideration by a modified dimer model. Statistical mechanics of themodel is investigated rigorously by means of the transfer matrix formalismwithout introducing any extra simplification such as the continuum approxima-tion. The model is found to exhibit a new type of second order phase transitionwhich does not contain critical fluctuation : Specific heat is zero for T< T. and isbounded by a finite value for T>j T.. A variational evaluation of the maximumeigen-value of the transter matrix is given for the purpose of quantitative (thoughapproximate) analysis of the phase transutuon.
- 社団法人日本物理学会の論文
- 1982-01-15
著者
-
IZUYAMA Takeo
Institute of Physics,College of Arts and Science,University of Tokyo
-
AKUTSU Yasuhiro
Institute of Physics, College of general Education University of Tokyo
-
Izuyama Takeo
Institute Of Physics College Of Aris And Sciences University Of Tokyo
-
Akutsu Yasuhiro
Institute Of Physics College Of General Education University Of Tokyo
-
Akutsu Yasuhiro
Institute Of Physics College Of Arts And Sciences University Of Tokyo
関連論文
- Fluctuations of a Single Step and surface Height on Vicinal Surfaces
- Renormalization Group Study of Membrane Stability
- Classification of Exactly Solvable Two-Component Models
- Stiffening Transition in Vicinal Surfaces with Adsorption
- New Factorized S-Matrix and Its Application to Exactly Solvable q-State Model. II
- New Factorized S-Matrix and Its Application to Exactly Solvable q-State Model. I
- Two-Dimensional Tensor Product Variational Formulation
- Magnetism of Quantum Solid with Strong Zero Point Lattice Vibration
- Statistical Mechanics of Biomembrane Phase Transition.III : Basic Concept of Cell Membrane Phase Transition
- A Theory of High-T_C Superconductivity in a Two-Dimensional Anitiferromagnetic Lattice
- A General Theory of the Second Order Phase Transition. I
- Magnetism of Quantum Solid with Strong Zero Point Lattice Vibration.II. A Proposed Model for hcp ^3He
- Statistical Mechanics of Biomembrane Phase Transition.II.The First Order Transition with Pseudo-Critical Properties
- Mass Reduction Mechanism in High T_c Superconductivity : Estimate of T_c
- The Exchange Narrowing of T_1 in Solid Helium-3: The Fourth Moment of the Resonance Line
- Statistical Mechanics of the Dislocation System in a Crystal
- Statistical Mechanics of Polymer Melting Transition
- Theory of High T_c Superconductivity
- The Exchange Narrowing of T_1 in Solid ^3He : I. QUANTUM LIQUIDS AND SOLIDS : Quantum Solids and Nuclear Magnetism
- Statistical Mechanical Theory of the Facet Edge of a Crystal
- Structure Factor of the Incommensurate Phases of Physisorbed Atoms on an Anisotropic Rectangular Lattice
- Interacting Fermion Theory of the Wandering Domain Walls in the Two-Dimensional Commensurate-Incommensurate System
- Statistical Mechanics of Biomembrane Phase Transition.I.Excluded VolumeEffects of Lipid Chains in Their Conformation Change
- Interacting Fermion Theory of the Commensurate-Incommensurate System
- Frequency of Zero Field Resonance in Solid ^3He
- First-Order Phase Transition in the S=1 Quantum Spin Chain with Partial Integrability
- Quasi-Reentrant Interface Behavior of Two-Dimensional Frustrated Ising Models
- Logarithmic Step Fluctuations in Vicinal Surface : A Monte Carlo Study
- Fluctuation of a Single Step on the Vicinal Surface-Universal and Non-Universal Behaviors
- Relaxation of Crystal Shape Profile near the Facet Edge
- Facet Shape and Crystal Profile of Complex Crystals
- Link Polynomials Constructed from Solvable Models in Statistical Mechanics
- Reply to Comments on "Exactly Solvable Models and New Link Polynomials"
- Exactly Solvable Models and New Link Polynomials.V.Yang-Baxter Operator and Braid-Monoid Algebra
- Exactly Solvable Models and New Link Polynomials.IV.IRF Models
- Exactly Solvable Models and New Link Polynomials.III.Two-Variable Topological Invariants
- Universal Behavior of the Equilibrium Crystal Shape near the Facet Edge.I.A Generalized Terrace-Step-Kink Model
- Exactly Solvable Models and New Link Polynomials.II.Link Polynomials for Closed 3-Braids
- Yang-Baxter Relations for Spin Models and Fermion Models
- Lax Pair for the One-Dimensional Hubbard Model
- The Gordon-Generalization Hierarchy of Exactly Solvable IRF Models
- Virasoro Algebra,von Neumann Algebra and Critical Eight-Vertex SOS Models
- Two-Dimensional Ising Models with Layered Quenched Bond Randomness. I : The Devil's Staircase of the Distribution Function and the Specific Heat for Random Ferromagnets : Condensed Matter and Statistical Physics
- Novel Numerical Method for Studying the Equilibrium Crystal Shape
- Sound Attenuation in a One-Dimensional Periodic Inhomogeneous Medium
- Roughening,Faceting and Equilibrium Shape of Two-Dimensional Anisotropic Interface.I.Thermodynamics of Interface Fluctuations and Geometry of Equilibrium Crystal Shape
- Trimer-Monomer Mixture Problem on (111) 1x1 Surface of Diamond Structure
- Equilibrium Crystal Shape:Two Dimensions and Three Dimensions
- Evidence for Weak First-Order Nature of Lipid Bilayer Phase Transition from the Analysis of Pseudo-Critical Specific Heat
- Inhomogeneous Eight-Vertex SOS Model and Solvable IRF Hierarchies
- Exactly Solvable IRF Models.V.A Further New Hierarchy
- Exactly Solvable IRF Models.IV.Generalized Rogers-Remanujan Identities and a Solvable Hierarchy
- Exactly Sovable IRF Models.III.A New Hierarchy of Solvable Models
- Exactly Solvable IRF Models.II.S_N-Generalizations
- Exactly Solvable IRF Models.I.A Three-State Model
- Exact Landau Free-Energy of Solvable N-State Vertex Model
- Analysis of the Equilibrium Crystal Shape by the Diagonal Terrace-Step-Kink Models with Non-SOS Type Steps
- Exactly Solvable Models and New Link Polynomials.I.N-State Vertex Models
- Knot Invariants and the Critical Statistical Systems
- The Relation among Thermodynamic Stability, Folding Dynamics, and Designability
- From Solitons to Knots and Links
- A Comment on the Conductivity Sum Rule
- Spin Current Correlation and Ferromagnetism. III : Free Fermion Systems
- The Thomas-Kuhn Sum Rule and Superfluidity. II : Conditions for Superfluidity
- Nonexistence of Complete Ferromagnetism
- A Kinematical Theorem on Ferromagnetism
- Statistical Mechanics of the Biomembrane Phase Transition in Its Relation with Quantum Mechanical Problem of Hard Core Bosons in Two Dimensions
- Lattice Gauge Theory for the Classical XY Model of Spin Glasses
- Diffusion of Molecules in Biomembranes
- Absence of Complete Ferromagnetism in s-Band Models
- Absence of Complete Ferromagnetism in Certain Degenerate Band Models
- Possible Spin Ordering in BCC Solid ^3He : Role of Four Particle Exchanges in Heisenberg Antiferromagnet
- Superconductivity in a Molecular Field. I
- The Fermion Approach to the Commensurate-Incommensurate System
- Longitudinal Conductivity Sum Rule
- Spin-Spin Correlation Function at the Transition Point of Itinerant Electron Ferromagnet
- The Thomas-Kuhn Sum Rule and Superfluidity. I : Applicability of Linear Response Theory to Macroscopic Systems