Abstract:synopsisThe temperature and frequency dependences of complex shear modulus and mechanical losses were studied for epoxy resin composition in the presence of different amounts of quartz and polystyrene fillers. The data obtained were analyzed by the use of the Williams-Landell-Ferry method. It was shown that in the mechanical behavior of filled polymers, except for the well-known temperature-time analogy there exist some lows connected with the presence of filler. The change in filler concentration leads to the… Show more
“…In the reports (103,104) we have substantuated in detail the concentrationtemperature and concentration-time analogies for the description of properties of polymers filled with dispersed fillers, and proved the feasibility of plotting generalized log G' versus log co aT curves for specimens containing various quantities of the filler. The dependence log a T = f (T-Tg) furnishes some proof of the applicability of the WiUiams-Landell-Ferry method.…”
Section: Principle Of Temperature-time-filler Concentration Superposimentioning
confidence: 97%
“…Therefore, it can be assumed that regular changes in the character of mechanical relaxation time spectra will occur with changes in the concentration of the filler. Since this problem has not been specially investigated, we have carried out the study of viscoelastic properties of filled polymers under dynamic loading conditions (164) with the aim of checking the hypothesis. We have studied frequency and temperature dependences of the complex shear modulus G An increase in the concentration of the quartz filler (curves 2 and 3) also results in an expansion of the spectrum and its shift toward larger periods.…”
Section: Effect Of Inorganic and Polymeric Fillers On Relaxation Spectramentioning
“…In the reports (103,104) we have substantuated in detail the concentrationtemperature and concentration-time analogies for the description of properties of polymers filled with dispersed fillers, and proved the feasibility of plotting generalized log G' versus log co aT curves for specimens containing various quantities of the filler. The dependence log a T = f (T-Tg) furnishes some proof of the applicability of the WiUiams-Landell-Ferry method.…”
Section: Principle Of Temperature-time-filler Concentration Superposimentioning
confidence: 97%
“…Therefore, it can be assumed that regular changes in the character of mechanical relaxation time spectra will occur with changes in the concentration of the filler. Since this problem has not been specially investigated, we have carried out the study of viscoelastic properties of filled polymers under dynamic loading conditions (164) with the aim of checking the hypothesis. We have studied frequency and temperature dependences of the complex shear modulus G An increase in the concentration of the quartz filler (curves 2 and 3) also results in an expansion of the spectrum and its shift toward larger periods.…”
Section: Effect Of Inorganic and Polymeric Fillers On Relaxation Spectramentioning
“…For such curves the experimental data on the temperature dependence of G' and tan 6 for an epoxy polymer in the region of transition from glassy to rubberlike states were chosen. 6 These experimental dependences may be approximated as follows:…”
Section: Theoretical Calculation For Different Models Of Filled Polymersmentioning
SynopsisThe results of calculations of viscoelastic properties of filled polymers assuming "boundary layer" and the polymer matrix having their own and different glass transition temperatures are presented. The calculations have been made on the basis of the models in series and parallel coupling of viscoelastic bodies as well as Takayanagi's model. Using specified temperature, dependences of viscoelastic properties of the polymer and the "boundary layer" temperature dependences of the real part G' of the complex shear modulus and tan 6 for such a two-phase system with varied differences in glass transition temperatures and concentration of the components were derived. The degree of maxima shift observed experimentally for the filled polymer owing to variation of properties of the "boundary layer" (its concentration and glass transition temperature) were evaluated. Conditions for the appearance of two maxima tan 6 for the respective glass transition temperatures of the polymer and "boundary layer" on the curves tan 6 = f ( T ) were determined.
“…It is well known [1][2][3][4][5][6][7] that the relaxation properties of polymeric composites are strongly affected by the presence of the boundary interphase. From this point of view it is very important to study the thermal behavior of polymeric composite systems and select information concerning the structure and properties of the boundary interphase and its effect on the overall viscoelastic behavior of the composite system.…”
Glass-transition temperatures Tg for iron-epoxy composites were determined from heat-capacity measurements. The effect of several parameters, such as the heating rate, the filler-volume fraction and the particle diameter on Tg was investigated and conclusions concerning the thickness of the boundary interphase were derived. T g -values obtained from TMA-measurements were compared to the respective values obtained from DSC-measurements.
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