vilisito
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How does the minimum(coldest) temperature that a supercooled solution of ethanol and distilled water depend on the concentration?
The discussion centers on the minimum temperature achievable by a supercooled solution of ethanol and distilled water, exploring how this temperature depends on the concentration of the components. Participants consider both theoretical and experimental aspects of supercooling, including freezing point depression and the effects of ethanol on water's freezing behavior.
Participants express differing views on the existence and nature of a minimum temperature for supercooled solutions, with no consensus reached on the topic. Some agree on the complexity of the relationship between concentration and temperature, while others challenge the notion of a defined minimum temperature.
The discussion includes references to specific scientific concepts such as freezing point depression and the effects of structure breakers on supercooled solutions, but lacks consensus on the implications of these factors for the minimum temperature of the solution.
This discussion may be of interest to those exploring the properties of supercooled liquids, experimental physicists, and individuals studying the effects of solutes on freezing behavior in solutions.
If the solution is really "supercooled" (i.e. T<Tf) it is difficult to tell. If you merely want to determine the freezing point of a water solution to which some ethanol has been added, you can estimate this using the value of Kf(H2O) to calculate the freezing point depression. If the solution is mostly ethanol, you could do the same thing, but you would need to know what Kf(ethanol) is.vilisito said:How does the minimum(coldest) temperature that a supercooled solution of ethanol and distilled water depend on the concentration?
The thing is that I am trying to verify it experimentally. Apparently there is a supercooling curve that i have achieved only once. Any experience with a similar experiment? The solution reaches a low temperature and if done rightly, in a couple of second the temperature should suddenly rise indicating that the solution has frozen.Quantum Defect said:If the solution is really "supercooled" (i.e. T<Tf) it is difficult to tell. If you merely want to determine the freezing point of a water solution to which some ethanol has been added, you can estimate this using the value of Kf(H2O) to calculate the freezing point depression. If the solution is mostly ethanol, you could do the same thing, but you would need to know what Kf(ethanol) is.
vilisito said:The thing is that I am trying to verify it experimentally. Apparently there is a supercooling curve that i have achieved only once. Any experience with a similar experiment? The solution reaches a low temperature and if done rightly, in a couple of second the temperature should suddenly rise indicating that the solution has frozen.
