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Viscosity peaks at the cholesteric-isotropic phase transitions.
M Simões1, A J Palangana, A R Sampaio
1Departamento de Física, Universidade Estadual de Londrina, Campus Universitário, 86051-990 Londrina (PR), Brazil. simoes@uel.br
Summary
This study investigates the viscosity of cholesteryl liquid crystals near their phase transition. Viscosity peaks observed are shape invariant, indicating large-scale fluctuations significantly contribute to viscosity and critical exponents.
Area of Science:
- Materials Science
- Condensed Matter Physics
- Physical Chemistry
Background:
- Cholesteryl liquid crystals exhibit complex phase transitions, including the formation of blue phases.
- Understanding the effective viscosity during these transitions is crucial for characterizing material behavior.
Purpose of the Study:
- To investigate the effective viscosity of cholesteryl myristate and cholesteryl nonanoate liquid crystals.
- To analyze the viscosity behavior as a function of temperature around the cholesteric-to-isotropic phase transition.
- To determine the contribution of large-scale fluctuations to viscosity and calculate critical exponents.
Main Methods:
- Experimental study of effective viscosity in liquid crystals.
- Temperature-dependent measurements around phase transitions.
- Application of scale change analysis to viscosity data.
- Calculation of critical exponents from experimental data.
Main Results:
- Viscosity peaks characterizing the phase transitions were found to be shape invariant.
- Large-scale fluctuations in the two-point correlation function were identified as a significant contributor to observed viscosity.
- Critical exponents were calculated for both cholesteryl myristate and cholesteryl nonanoate.
- Results showed good agreement with critical exponents of the nematic-isotropic phase transition.
Conclusions:
- The shape invariance of viscosity peaks suggests a universal mechanism driven by large-scale fluctuations.
- The study provides insights into the critical phenomena occurring during liquid crystal phase transitions.
- Calculated critical exponents are consistent with established theories for similar phase transitions.