Studies of Ordered Monodisperse Latexes. : II. Theory of Mechanical Properties
スポンサーリンク
概要
- 論文の詳細を見る
The electrostatic potential around a particle in an ordered latex under a deformation is numerically calculated form the nonlinear Poisson-Boltzmann equation by an eccentric cell model.The static rigidity of an ordered latex and the order-disorder Lindemann's law of the crystal melting are obtained from the calculated potential.The calcu-lated phase diagram agrees with the experimental phase diagram of Hachisu et al.The Debye-Hjickel approximation turns out to be invalid at low ionic concentrations. On the basis of a two-continua model and the calculated static rigidity, propagation of shear waves in an ordered latex is studied and the existence of two kinds of modes is shown. The dynamical complex rigidity is calculated from the mechanical impedance at an oscillating plate. The results agree with the experiment reported in a previous paper.
- 社団法人応用物理学会の論文
- 1978-04-05
著者
-
OKANO Koji
Department of Applied Physics, Faculty of Engineering, The University of Tokyo
-
Ohtsuki Toshiya
Department Of Applied Physics Faculty Of Engineering University Of Tokyo
-
Okano Koji
Department Of Applied Physics Faculty Of Engineering University Of Tokyo
-
Okano Koji
Department Of Applied Phisic Faculty Of Engineering The University Of Tokyo
-
MITAKU Sigeki
Department of Applied Physics Faculty of Engineering University of Tokyo
-
Mitaku Sigeki
Department Of Aplied Physics School Of Engineering Nagoya Unversity
関連論文
- Anomalous Hydrodynamic Behavior of Smectic Liquid Crystals at Low Frequencies
- Apparatus for Measurement of Complex Shear Modulus of Liquid Crystals at Low Frequencies : Physical Acoustics
- Segregation by Shaking in Cohesionless Granular Mixtures : Effects of Particle Size and Density
- Temperature Dependence of the Viscosity Coefficients of Liquid Crystals
- Ultrasonic Resonance Spectrometry with Fourier Synthesized Pseudorandom Noise Excitation and Its Application to a Lyotropiec Liquid Crystal
- Diffusion of Classical Particles in a Random Medium I.Linear Response of a Single Particle
- A Theory of Dielectric Relaxation of Polymeric Chains Based upon Time-Dependent Ising Model
- Scaling Behavior of Diffusion-Controlled Recombination with a Source
- Anomalous Ultrasonic Absorption and Dispersion of Nematic Liquid Crystals near the Clearing Point
- Diffusion of Classical Particles in a Random Medium. II.Nonlinear Response
- Studies of Ordered Monodisperse Latexes. : IV. Mechanism of Ordering
- Studies of Ordered Monodisperse Latexes. : III. Viscoelasticity and Flow Properties
- Studies of Ordered Monodisperse Polystyrene Latexes. : I. Shear Ultrasonic Measurements
- Studies of Ordered Monodisperse Latexes. : II. Theory of Mechanical Properties
- 1TA2-03 骨格筋ミオシンの尾部の脆弱部位の予測(筋肉(筋蛋白質・収縮),第47回日本生物物理学会年会)
- An Interpretation of Shear Elastic Behaviour in the Cholesteric Phase Observed by Ultrasonic Measurements
- Ultrasonic Shear Mechanical Impedance of Smectic-A Liquid Crystals
- Spectral Distribution of the Light Scattered from Dilute Solutions of Optically Anisotropic Flexible Macromolecules (Forward Scattering)
- Coefficiens of Gradient Terms in Landau-de Gennes Free Energy Expansion for Polymeric Liquid Crystals
- Anomalous Hydrodynamic Behavior of Lyotropic Smectic Phases of Hydrated Phospholipid at Low Frequencies
- Note on the Viscosity of Dilute Suspension of Rigid Particles
- Alignment of a Liquid Crystal on an Anisotropic Substrate
- Growth Law of Rodlike Micelles : Fluorescence Recovery after Fringe-Pattern Photobleaching Study
- Note on Time-Correlation Formulas for Transport Coefficients
- Anisotropic Excluded Volume Effect and Alignment of Nematic Liquid Crystal in a Sandwich Cell
- Mechanical Transfer Function of Thin Smectic A Slab having Homeotropic Structure
- Anomalous Hydrodynamic Behaviors of Smectic Liquid Crystals at Low Frequencies
- Electroslatie Contribution to the Distortion Free Energy Density of Ferroelectric Liquid Crystals
- Pretransitional Anomaly in Shear Ultrasonic Measurements in the Nematic Phase near T_
- Direct Evidence for the Absence of 1/ω Type Anomalous Frequency Dependence of the Shear Viscosities of Smatic-A Liquid Crystals : Condensed Matter