1 Lecture 14 Dielectric Spectroscopy of Glass forming systems. n-Alcohols Glycerol Polymers.

Slides:



Advertisements
Similar presentations
Hot Ice What’s the Problem with the Solution? The Scientists of Medaille Present.
Advertisements

Materials Research Laboratory
Thermal Analysis Differential Scanning Calorimetry (DSC) – Measure heat absorbed or liberated during heating or cooling Thermal Gravimetric Analysis (TGA)
Dynamo-Mechanical Analysis of Materials (Polymers)
Dielectric Relaxation processes at temperatures above glass transition
Broadband Dielectric Spectroscopy (BDS) in soft matter research F.Kremer.
Lecture 4: Characterizing Hybrids. First step in characterizing a hybrid: Use your senses (take pictures to document) – What color? Does it fluoresce.
Glass Transition & Melting
1 Relaxation and Transport in Glass-Forming Liquids Motivation (longish) Democratic motion Conclusions G. Appignanesi, J.A. Rodríguez Fries, R.A. Montani.
Workshop on Amorphous Solids, Hong Kong, September 2008 Lecture 1: Introduction to glasses Itamar Procaccia Institute of Theoretical Physics Chinese University.
1 Lecture 12 The cooperative relaxation of water at the pore surface of silica glasses.
1 Deformation and damage of lead free materials and joints J. Cugnoni*, A. Mellal*, Th. J. J. Botsis* * LMAF / EPFL EMPA Switzerland.
Glassy dynamics of electrons near the metal-insulator transition in two dimensions Acknowledgments: NSF DMR , DMR , NHMFL; IBM-samples; V.
The Thermodynamics and Kinetics of Explosives Thomas M. Jerant Cindy D. Spangler.
Department of Food Science
Glass-Like Behavior in General Grain Boundary During Migration
Fabrication of Alumina/ Alkali Zinc Phosphate (AZP) Glass Laminates MSE REU Summer 2002 Presented by: Yeon Kim Advisor: Prof. Trice.
1 Deformation and damage of lead free materials and joints J. Cugnoni*, A. Mellal*, Th. J. J. Botsis* * LMAF / EPFL EMPA Switzerland.
Dynamic mechanical analysis
S. Kugler: Lectures on Amorhous Semiconductors 1 Preparation.
Investigation of Ionic Liquids by Positron Annihilation Lifetime Spectroscopy G. Dlubek 1†, Yang. Yu 2, R. Krause-Rehberg 2, W. Beichel 3 and I. Krossing.
1 DIELECTRIC RELAXATION IN POROUS MATERIALS Yuri Feldman Tutorial lecture 5 in Kazan Federal University.
What is a DSC? What is DSC? Differential: measurement of the difference in heat flow from sample and reference side Scanning: the common operation.
Side Chain Liquid Crystalline Polymers Polymers with mesogens attached as side chains can exhibit liquid crystalline properties. The extent to which.
Interactive experimentation and thermodynamic modeling
Shai Carmi Bar-Ilan, BU Together with: Shlomo Havlin, Chaoming Song, Kun Wang, and Hernan Makse.
Chapter 11. A substances state of matter depends on two things: The average kinetic energy of the particles (temperature) The strength of the intermolecular.
Synthesis Rutile titania nanofibers are synthesized using electrospinning and sol-gel coating techniques. A large sheet of nylon-6 nanofibers are synthesized.
Elektro 041 Analysis of Acoustic Spectra Reflecting Ion Transport Processes in Glassy Electrolytes P. Hockicko a), P. Bury a), S. Jurečka b), M. Jamnický.
The Solid State Solids have both definite volume and definite shape. The geometric stability of a solid: is not due to any difference in compactness between.
Electrical and Computer Systems Engineering Postgraduate Student Research Forum 2001 Experimental measurements of dielectric and conduction properties.
CALCULATION OF THE RAMAN FREQUENCIES AS FUNCTIONS OF TEMPERATURE AND PRESSURE IN PHASE I, II AND III(III’) OF BENZENE H. Yurtseven * and Ö. Tarı.
APCOM 041 P. Hockicko a), S. Jurečka b), P. Bury a), M. Jamnický c) and I. Jamnický a) a) University of Žilina, Department of Physics, Žilina, b)
1 Surface Tension Surface tension is a measure of the elastic force (strength) in the surface of a liquid. Also, surface tension is defined as the amount.
Properties of Solids and the Kinetic- Molecular Theory The particles of a solid are more closely packed than those of a liquid or a gas. All interparticle.
K. Adrjanowicz, Z. Wojnarowska, P. Wlodarczyk, K. Grzybowska, K. Kaminski, M. Paluch K. Grzybowska, K. Kaminski, M. Paluch Institute of Physics, University.
* 논 문 세 미 나 * Some effects of different additives on dielectric and piezoelectric properties of (Bi½Na½)TiO 3 - BaTiO 3 morphotropic-phase-boundary composition.
Differential Scanning Calorimetry (4.6) Differential scanning calorimetry (DSC) is a way of measuring energy changes associated with physical transitions.
2. Materials Two compositions were investigated APS: within the immiscibility gap NoAPS: outside the immiscibility gap APS: 67SiO 2.11TiO 2.22BaO NoAPS:49SiO.
Reporter: Hsieh, Tsung-Lin. Question A wire with weights attached to each end is placed across a block of ice. The wire may pass through the ice without.
T.T. and D.R.  In a liquid, molecules can slide over and around each other.
A wealth of information on molecular dynamics lies buried in the shapes of infrared bands and Raman lines. Data obtained in the frequency domain has a.
HIDROCARBON GROUPS. Polymer = many mers POLYMER MICROSTRUCTURE.
Previous Lecture Lennard-Jones potential energy is used for van der Waals energy between pairs of atoms and for pairs within molecular crystals Young’s.
《Modern Research Methods in Polymer Science》
Electronic Properties of Glassy Metals MSE 410 Rochan Mehta.
Magnetic Resonance Imaging Glenn Pierce, King’s College London, Department of Physics Introduction Edward Purcell and Felix Bloch were both awarded the.
Thermal Properties of Materials
Influence of deposition conditions on the thermal stability of ZnO:Al films grown by rf magnetron sputtering Adviser : Shang-Chou Chang Co-Adviser : Tien-Chai.
3/5/2016 U. Sailaja et al, Eur. J. Pharm. SCI
Goals of Preformulation
THERMAL ANALYSIS FOR PREFORMULATION TRIALS
Computational Physics (Lecture 10) PHY4370. Simulation Details To simulate Ising models First step is to choose a lattice. For example, we can us SC,
STATES OF MATTER. COMPLETED AS A REQUIREMENT FOR MAVERICK PHYSICAL SCIENCE B. Lee, J. Lee.
© 2010 Aspen Technology, Inc. All rights reserved Brian Hanley, Principal Engineer March 23, 2010 Packed Column Hydraulics and Continuous Phase Transitions.
Characterization of renewable PET from the bottle industry applying DSC and other physical methods K. Toncheva 1, A.A. Apostolov 2, S. Djoumaliisky 1,
Study of Dielectric Properties of SBN Ceramics
Dynamic mechanical analysis
Thermal Analysis Differential Scanning Calorimetry (DSC) – Measure heat absorbed or liberated during heating or cooling Thermal Gravimetric Analysis (TGA)
Computational Physics (Lecture 10)
Thermal Analysis Differential Scanning Calorimetry (DSC) – Measure heat absorbed or liberated during heating or cooling Thermal Gravimetric Analysis (TGA)
Melting Point Determination
Dielectric Relaxation processes at temperatures above glass transition
with Solids, Liquids, & Gases
with Solids, Liquids, & Gases
TGA and DSC. Thermal analysis ○Thermal analysis is a branch of materials science where the properties of materials are studied as they change with temperature.
Fundamentals of Polymer Science and technology
Sublimation.
Phase Changes Notes.
Dielectric studies and ac conductivity of terbium fumarate heptahydrate single crystals. Dr. M.D.Shah Deptt. of Physics GDC Tral.
Presentation transcript:

1 Lecture 14 Dielectric Spectroscopy of Glass forming systems. n-Alcohols Glycerol Polymers

2 Glycerol C 3 H 8 O 3 Glass Transition T G =190 K Melting point T m =293 K Specific gravity Molecular weight 92.1

3 DS of Glycerol

4 Vogel Fulcher Tammann DS of Glycerol  v  Exp (D T v / (T-T v )) T v =  1.7 K Fragility D = 21.7  0.3  v = 2.2   0.7  s

5 What is the crystallized Glycerol ? Melting point T m =293 K Glycerol Crystallization

6 Objectives for our study  To investigate Glycerol crystallization by Dielectric Spectroscopy technique  To find out if any special features of Glycerol near the crystallization region  What new information about Glycerol glass-forming dynamics we can grain from this study ?

7 How to crystallize Glycerol ?  One need to use pure dehydrated Glycerol  Cool it down below the T G  Hold it at this temperature for several hours  Heat it up to the temperature slightly below the T m  Hold it for crystallization X-Ray study by Van Koningsveld, H. Rec. Trav. Chim. 87, (1968)

8 Experimental Procedure  We used pure dehydrated Glycerol from Sigma  Cool it down to 140 K  Novocontrol BDS 80 used to measure dielectric permittivity while heating in the temperature interval 140K  313 K with the step of 3 K and frequency band 0.01 Hz  3 MHz  Thus each temperature point takes about 20 min to measure and overall experiment time was about 30 hours

9 DS Experimental Findings Pure dehydrated Glycerol measured while heating

10 DS Experimental Findings Pure dehydrated Glycerol measured while heating T m =293 K T x =263 K

11 DS Experimental Findings Pure dehydrated Glycerol measured while heating f = 95.2 Hz

12 DS Experimental Findings f = 95.2 Hz NOT dehydrated Glycerol measured while heating in reduced temperature interval

13 DS Experimental Findings f = 95.2 Hz NOT dehydrated Glycerol measured while heating in WHOLE temperature interval

14 DS Experimental Findings f = 95.2 Hz Pure dehydrated Glycerol measured while cooling

15  In usual condition Glycerol can not be crystallized  Pure Dehydrated Glycerol could be crystallized while heating at 263 K  Crystallization of glycerol while cooling is very unstable. Moreover cooling below the 263K plasticizes Glycerol, which undergoes in the state of a supercooled liquid  Crystallization and Relaxation Dynamics of Glycerol dependent on the Thermal History and impurities Experimental Findings

16 Relaxation of crystallized and supercooled Glycerol Crystallized Glycerol Arrhenius law  0  Exp (E A / k T) E A = 41  6 kJ mol -1   = 2.7   1  s

17 Vogel Fulcher Tammann  v  Exp (D T v / (T-T v )) T v =  0.5 K Fragility D = 21.9  0.3  v = 3.9   0.6  s Relaxation of crystallized and supercooled Glycerol Pure dehydrated supercolled Glycerol

18  v = 2.2   0.7  s T v =  1.7 K Two relaxation patterns of supercooled Glycerol USUAL supercolled Glycerol Vogel Fulcher Tammann  v  Exp (D T v / (T-T v )) Fragility D = 21.9  0.3 Fragility D = 21.7  0.3

19 Two relaxation patterns of supercooled Glycerol  Relaxation time correspondent to the dehydrated sample is about 40% bigger than relaxation time for usual glycerol behaviour. This observation signifies that even in the supercooled liquid phase before the crystallization glycerol could follows two different dynamical patterns

20 Kirkwood Correlation factor g > 1 signifies that the neighboring dipoles have tendency to the parallel orientation 0 < g <1 means anti parallel orientation g = 1 corresponds to the random dipole orientation

21 Kirkwood Correlation factor USUAL supercolled Glycerol Pure dehydrated supercolled Glycerol Crystallized Glycerol

22  For super-cooled liquid phase of dehydrated glycerol before the crystallization the temperature dependence of parameter g is almost negligible while for the usual glycerol behavior without crystallization the strong temperature dependence is observed.  Thus, two different dynamical patterns of glycerol behavior are related to two different structural organization of the glycerol in supercooled liquid phase. Kirkwood Correlation factor

23 DSC of Pure Dehydrated supercooled Glycerol

24 DSC of Pure Dehydrated supercooled Glycerol

25 DSC of Pure Dehydrated supercooled Glycerol 5 K / min 25 K / min  The change of DSC output observed for glycerol at 263 K amounts 0.5% of the DSC output change in glass transition.

26 Conclusions  Depending on temperature history and impurities glycerol can exhibit two different dynamic patterns: with and without crystallization  The dynamical (relaxation time) and structural (Kirkwood correlation factor) properties of supercooled liquid glycerol are different for these two patterns  The pure dehydrated glycerol exhibits crystallization at 263 K Near this temperature the glycerol samples, which do not undergoes crystallization, exhibit some non-monotonic behavior of heat capacity