Thermal equilibrium (thermodynamics)

AI Thread Summary
In a thermodynamic system containing 2.5 kg of ice and 50 g of liquid water at 0 degrees Celsius, the addition of finely powdered salt leads to a final equilibrium temperature below 0 degrees Celsius. The energy interaction model indicates that the melting of ice requires energy, which is supplied by the cooling of the salt-water mixture. As the salt dissolves, it lowers the freezing point of the water, allowing more ice to melt, but the overall temperature drop results in a greater amount of ice remaining in the system. The final state will have less ice than initially present due to the energy dynamics involved. This scenario illustrates the principles of thermal equilibrium and the effects of solutes on phase changes in water.
YuUZoe
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consider a system composed of a mixture of 2.5 kg of ice and 50 gr of liquid water and a small separate container of finely powdered salt. this physical system is contained in a fully insulated container that prevents all thermal interactions with the environment. both the salt and the ice-water mixture are initially at the freezing point, 0 degree celcius. the salt is then added to the ice-water mixture, and the system of ice-water and salt is allowed to come to thermal equilibrium. the final equilibrium temperature is less than 0 degree C. use the energy interaction model to predict if there will be a greater or lesser amount of ice in the final equilibrium state than in the initial state before the salt was added.

~how do you solve this?I'm really confused. Please solve this question step-by-step.

Thank you
 
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YuUZoe said:
consider a system composed of a mixture of 2.5 kg of ice and 50 gr of liquid water and a small separate container of finely powdered salt. this physical system is contained in a fully insulated container that prevents all thermal interactions with the environment. both the salt and the ice-water mixture are initially at the freezing point, 0 degree celcius. the salt is then added to the ice-water mixture, and the system of ice-water and salt is allowed to come to thermal equilibrium. the final equilibrium temperature is less than 0 degree C. use the energy interaction model to predict if there will be a greater or lesser amount of ice in the final equilibrium state than in the initial state before the salt was added.

~how do you solve this?I'm really confused. Please solve this question step-by-step.

Thank you
The ice melting represents an increase in energy by the mass of the ice x the heat of fusion/unit mass. The total energy, however, does not change. In order to provide this heat, the salt water must cool down. How much must it cool down by?

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