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 minimum temperature of a supercooled ethanol/distilled water solution decreases with higher concentrations of ethanol. The freezing point depression can be estimated using the cryoscopic constant Kf for water and ethanol, with Kf(H2O) being essential for water solutions and Kf(ethanol) for ethanol-dominant solutions. Experimental verification of supercooling can be achieved by observing a sudden temperature rise indicating crystallization. The presence of ethanol disrupts the hydrogen bonding in water, leading to a glassy transition rather than homogeneous crystallization at lower temperatures.
PREREQUISITESResearchers in physical chemistry, experimental physicists, and anyone interested in the properties of supercooled solutions and their applications in alcohol concentration methods.
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.
