TTS Shift Factors: General description
Purpose
The TTS Factors application provides views for checking horizontal and vertical
shift factors as functions of temperature. The input data are the three columns
of a .ttsf file: temperature, \(a_T\), and \(b_T\). The temperature
column is read in degrees Celsius; views that use inverse temperature convert it
internally to Kelvin before calculating \(1/T\).
Data Files
The first line of the file should contain the sample parameters separated by semi-colons (
;). It may contain any number of parameters which will be read and saved as file-parameter in RepTate. In unit-aware applications, a file parameter value may also include an explicit unit, for exampleMw=1131 Da;T=25 ºC;gdot=0.1 1/s;.Then the data columns should appear, separated by spaces or tabs.
In unit-aware applications, column headers may include units in square brackets or parentheses, for example
t [min]orG' [kPa]. See Units for the supported units and current limitations.
.ttsf extension
Text files with .ttsf extension should be organised as follows:
.ttsffiles should contaion at least the parameter value for the:sample molar mass
Mw,
3 columns separated by spaces or tabs containing respectively:
Temperature in degree Celcius
Horizontal shift factor, aT
Vertical shift factor, bT
Other columns will be ingnored. A correct .ttsf file looks like:
Mw=1131.0;chem=PI;origin=LeedsDA;label=PI1000k-02_FS_PP10;PDI=1.05;
T aT bT
[°C] [-] [-]
-40 1936.91 1.14298
-30 146.777 1.10282
-20 19.4248 1.06584
... ... ...
Views
Log(aT)
aT
Use Log(aT) or aT to inspect the horizontal shift factor alone. The
Log(aT) view plots \(\log_{10}(a_T)\) against temperature on linear
axes, while aT plots \(a_T\) against temperature with a logarithmic
vertical axis.
Log(bT)
bT
Use Log(bT) or bT to inspect the vertical shift factor alone. These
views follow the same convention as the horizontal shift-factor views:
Log(bT) plots \(\log_{10}(b_T)\) on linear axes, and bT plots
\(b_T\) with a logarithmic vertical axis.
Log(aT, bT)
Use Log(aT, bT) when both shift factors need to be compared in the same
plot. It displays \(\log_{10}(a_T)\) and \(\log_{10}(b_T)\) against the
same temperature values.
Log(aT) vs 1/T (Kelvin)
Use Log(aT) vs 1/T for Arrhenius-type checks of the horizontal shift factor.
This view plots \(\log_{10}(a_T)\) against \(1/(T+273.15)\), with
\(T\) taken from the temperature column in degrees Celsius.
Because the logarithmic views calculate base-10 logarithms of the shift factors, the corresponding \(a_T\) or \(b_T\) values must be positive.