DIELECTRIC BEHAVIOR OF POLYMERS AND COMPOSITES

被引:35
作者
MALECKI, J
HILCZER, B
机构
来源
FERROELECTRIC POLYMERS AND CERAMIC-POLYMER COMPOSITES | 1994年 / 92-93卷
关键词
COLE-COLE PLOT; COMPOSITES; CURIE VON SCHWEIDLER EQUATION; CRITICAL SLOWING-DOWN; DAVIDSON-COLE PLOT; DEBYE FUNCTION; DIELECTRIC RELAXATION; DIFFUSION-CONTROLLED RELAXATION; DIPOLAR GLASSES; DISORDERED SYSTEM; ELECTRICAL CONDUCTIVITY; ELLIOT MODEL; EXPONENTIAL DIELECTRIC RESPONSE; ERRYING MODEL; FERROELECTRIC POLYMERS; FRACTIONAL EXPONENTIAL FUNCTION; HETEROGENOUS DIELECTRICS; JONSCHER-HILL-DISSADO MODEL; KOHLRAUSCH FUNCTION; KRAMERS-KRONIG EQUATION; MAXWELL-WAGNER-SILLARS DISPERSION; MICROEMULSION; MONODISPERSIVE BEHAVIOR; NGAI MODEL; PIEZOELECTRIC POLYMER; POLYDISPERSIVE BEHAVIOR; POLYMER DISPERSED LIQUID CRYSTALS; POWER LAW DIELECTRIC RESPONSE; PVDF; RELAXOR FERROELECTRICS; STRETCHED EXPONENTIAL FUNCTION; UNIVERSAL DIELECTRIC RESPONSE; WILLIAMS-WATTS MODEL; WERON MODEL;
D O I
10.4028/www.scientific.net/KEM.92-93.181
中图分类号
TQ174 [陶瓷工业]; TB3 [工程材料学];
学科分类号
0805 ; 080502 ;
摘要
The chapter provides a survey of dielectric relaxation processes in heterogeneous dielectrics, i.e. polymers and composites. The particular role of the DC conductivity in high electric field is pointed out. Two kind of empirical relaxation functions, the exponential and power law ones, the most frequently used in description of experimental data are discussed. The exponential-type functions can be used to describe the dielectric response in the vicinity of the maximum of dielectric losses whereas, the power law is applicable in the range outside the relaxation region. Moreover, two approaches to the physical interpretation of the above mentioned response function, the relaxation time distribution of Debye-type elementary relaxors and the many-body interaction processes, are discussed. Examples of dielectric relaxation processes in polymers originating from heterogeneities in both micro and macro scales are presented and discussed with respect to the results of NMR, specific heat and mechanical losses studies. Examples of a broad distribution of relaxation times at glass transition in dipolar glasses as well as the dielectric behaviour of ferroelectric relaxors are presented. Moreover, results of dielectric studies of relaxation in many-phase systems i.e. ceramic-polymer composites, microemulsions and polymer dispersed liquid crystals are shown.
引用
收藏
页码:181 / 215
页数:35
相关论文
共 144 条
[41]   AC CONDUCTION IN AMORPHOUS-CHALCOGENIDE AND PNICTIDE SEMICONDUCTORS [J].
ELLIOTT, SR .
ADVANCES IN PHYSICS, 1987, 36 (02) :135-218
[42]  
ELLIOTT SR, 1990, NATO ADV SCI I B-PHY, V222, P251
[43]  
FROCHLICH H, 1958, THEORY DIELECTRICS
[44]   DEBYE-HUCKEL-TYPE RELAXATION PROCESSES IN SOLID ELECTROLYTES - COMPLEX CONDUCTIVITY ARCS AND BROAD QUASI-ELASTIC NEUTRON-SCATTERING [J].
FUNKE, K .
BERICHTE DER BUNSEN-GESELLSCHAFT-PHYSICAL CHEMISTRY CHEMICAL PHYSICS, 1986, 90 (08) :661-666
[45]   DIELECTRIC RELAXATIONS IN A CO-POLYMER OF VINYLIDENE FLUORIDE AND TRIFLUOROETHYLENE [J].
FURUKAWA, T ;
JOHNSON, GE .
JOURNAL OF APPLIED PHYSICS, 1981, 52 (02) :940-943
[46]   FERROELECTRIC PHASE-TRANSITION IN A CO-POLYMER OF VINYLIDENE FLUORIDE AND TRIFLUOROETHYLENE [J].
FURUKAWA, T ;
JOHNSON, GE ;
BAIR, HE ;
TAJITSU, Y ;
CHIBA, A ;
FUKADA, E .
FERROELECTRICS, 1981, 32 (1-4) :61-67
[47]  
Furukawa T., 1988, APPL FERROELECTRIC P, P66
[48]  
GEISS D, 1985, P 5 ISE HEIDELBERG, P857
[49]  
Glarum S. H., 1960, J CHEM PHYS, V33, P369
[50]   BETA-RELAXATION IN SUPERCOOLED LIQUIDS [J].
GOTZE, W ;
SJOGREN, L .
JOURNAL OF NON-CRYSTALLINE SOLIDS, 1991, 131 :161-168