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An equation using the critical volume fraction and segment number of polymer was proposed for the partial molar entropy change of a polymer for mixing in dilute solution.
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The model uses the critical temperature, the critical volume, the normal boiling temperature and the molecular mass to estimate the density at temperatures commonly used in ionic liquid applications (270 360 K).
With efficiency used as the currency the critical volume was 0.19 µl, a relatively small difference, and one that would not be distinguished by the scale used by Hodges.
Since we do not optimize z for mBJ calculation, the critical volume V c and critical pressure may change.
The vertical line corresponds to the critical volume V c, defined as Δ(V c) = 0.
This correlation could be tuned by varying the critical volume for each component.
The critical volume of nectar was 0.25 µl.
These volumes should be less than the critical volumes generated based on the dynamic material characteristics.
A distribution of the critical volumes associated with the distribution of critical osmotic pressures is expected.
The present paper proposes a new method for evaluating the results of a life cycle inventory using critical volume aggregation and polygon-based interpretation.
Edema correction of infarct volume was done using the equation, volume correction = (infarct volume × contra lateral volume)/ipsilateral volume.
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