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TMA indentation viscometry

Here a probe is pressed into the surface of a flat, polished glass sample which is held isother-mally at the required temperature. Many geometries can be used for the probe tip, but spherical and cylindrical are the most suited to the TMA. Although the viscosity measurement [Pg.438]

The theoretical justification of viscosity measurement based on the surface penetration of the glass-forming supercooled liquid by a flat bottom cyhndrical indenter was considered by Ne-milov [34]. Both the elastic and viscous elements are involved but by considering the steady-state condition the elastic terms can be neglected. This simphfied model gives the viscosity as  [Pg.439]

To verify the technique the viscosity-temperature curve of the NBS (National Bureau of Standards, USA) 711 glass was determined using a Nimonic 105 indenter. The TMA was set to ramp at 100°C/min to 40°C below the required temperature and then at 10°C/min to the set temperature. The force (F) applied to the sample was chosen by estimating the [Pg.439]

With k of Equation (10.6) adjusted to 8, the fit of the measured viscosity-temperature ciuve between 10 ° and 10 Pas had a mean error of 1.2%, for the particular experimental set-up. [Pg.440]


Figure 10.16 Photograph of the experimental arrangement for thermomechanical analysis (TMA) indentation viscometry using a cylindrical indenter (32). Figure 10.16 Photograph of the experimental arrangement for thermomechanical analysis (TMA) indentation viscometry using a cylindrical indenter (32).
Figure 10.17 The viscosity-temperature data set measured using thermomechanical analysis (TMA) indentation viscometry of the National Bureau of Standards (NBS), USA, 711 glass is compared to that obtained using the Vogei-Fuicher-Tammann [9] model issued by the NBS [32]. Figure 10.17 The viscosity-temperature data set measured using thermomechanical analysis (TMA) indentation viscometry of the National Bureau of Standards (NBS), USA, 711 glass is compared to that obtained using the Vogei-Fuicher-Tammann [9] model issued by the NBS [32].
Figure 10.18 Photograph of a sample of the fluoroaluminate glass 37AIF3-12BaF2-15CaF2-12MgF2-9SrF2-15Yp3 (molar %) that has undergone thermomechanical analysis (TMA) indentation viscometry with a cylindrical probe. The sample has devitrified during the indentation [35]. Figure 10.18 Photograph of a sample of the fluoroaluminate glass 37AIF3-12BaF2-15CaF2-12MgF2-9SrF2-15Yp3 (molar %) that has undergone thermomechanical analysis (TMA) indentation viscometry with a cylindrical probe. The sample has devitrified during the indentation [35].
High viscosities, more than 10 Pa s,canbesatisfactorilymeasuredinthecommercialTMA and it is in this region that the glass-forming liquid is typically shaped. Table 10.2 summarises the way in which TMA has been used for beam bending, indentation and parallel-plate viscometers to cover the viscosity range 10 - 10 Pa s. The TMA indentation and parallel-plate viscometry are described in detail below (Section 10.5.5 and 10.5.6, respectively). [Pg.438]


See other pages where TMA indentation viscometry is mentioned: [Pg.410]    [Pg.438]    [Pg.439]    [Pg.410]    [Pg.438]    [Pg.439]   


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