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A linear correlation between the instantaneous efficiency and the reduced temperature is established.
The intrinsic relationship between the phase shift and temperature is established under the chosen excitation frequency.
Then, relation between n and temperature is established by a semi-empirical method, and relation between E and temperature is derived based on physical meanings.
The composition dependence of the glass transition temperature is established by considering the competition between the internal degrees of freedom and the bond constraints between unlike atoms.
For a consistent approach between frameworks, we propose normalising the DegT50 values to 12°C because this temperature is established or suggested under the majority of frameworks (i.e. Biocides Regulation, REACH and medicinal products Directives).
Rauert et al. [42] proposed "…normalising DegT50 values to 12 °C because this temperature is established or suggested under the majority of frameworks (i.e. Biocides Regulation, REACH and medicinal products Directives)".
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Benchtop stability at room temperature was established for both QCs in LoBind tubes and ISs in Nunc cryovials to 21 h in the absence of Tween-20 and 5 h in the presence of Tween-20.
A correlation between the microstructural phase evolution and the creep behaviour with temperature was established.
The simplified first‐order relation between the F H interaction parameter and temperature was established.
In the thermal module, the dependence of thermal parameters on temperature was established.
A three-dimensional finite element numerical model considering the effects of strain rate and high temperature were established.
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