So basically i am asking is entropy conserved?

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In the discussion about entropy in a sealed container with an ice cube and hot water, it was clarified that entropy is not conserved; instead, it generally increases in a closed system. The second law of thermodynamics states that total entropy cannot decrease. In the example, thermal energy redistributes until thermal equilibrium is reached, resulting in an overall increase in entropy. The change in entropy can be calculated based on the heat transfer and the temperatures of the substances involved. For AP Chemistry, focusing on entropy changes related to the states of matter is recommended for better understanding.
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The other day in class we were reviewing for the AP Chem test and came across a question regarding Entropy, the question was

If you put an ice cube in a container of hot water and sealed it completely, how would the entropy and energy values change?

I answered that Energy and Entropy would remain constant because all the energy from the water would go to the ice and all the entropy lost by the water would go to the ice.
The correct answer was that the energy would remain constant and the entropy would increase.

So basically i am asking is entropy conserved?
 
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iluvsr20s said:
So basically i am asking is entropy conserved?
No, entropy is not conserved. In general, for a closed system, such as the sealed container in your example, the total entropy cannot decrease but can only increase (or stay the same). In this particular example, the thermal energy redistributes to maximize entropy. Once thermal equilibrium is reached, the entropy will remain constant.
 
To continue:

there is no "conservation of entropy" law. In fact, there is the second law of thermodynamics which says, specifically, that entropy always increases.

WE can't measure total entropy, but we can measure the change in entropy: In your hot water/ice situation, the ice is at 273 K and the water is at, let's say 350 K. THe change in entropy of the ice is found by dividing the heat that goes into it, over the temperature of the ice (+Q/T_cold). This produces an increase in entropy of the ice.

Of couse the heat that goes into the ice comes out of the water. Let's say that there is enough water at 350 K so that the temperature stays constant. The reduction of entropy in the water = the heat that leaves the water over the temperature of the water (-Q/T_hot). Q is the same for the water and the ice, but since T_hot is greater than T_cold, the increase in entropy of the water is more than the decrease in entropy of the water.
 
Thanks it makes sense now. My teacher told me to just think of entropy changes from gas to liquid to solid for the chemistry test
 
Just stick with the states of matter dealing with entropy at the AP chem level.
 
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