Can Delta U for Water Systems in Contact Be Equal and Opposite?

  • Thread starter Henrique Silva
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In summary, if two systems, A and B, are in contact and the exchanges of energy between them are ignored, then it is possible to determine the difference in internal energy between the two systems and set this difference equal to zero. However, if the fluids are mixed, it is not really appropriate to identify separate changes for the internal energies of A and B.
  • #1
Henrique Silva
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If we have 2 systems like water(A) and cold water(B) in contact, if we ignore the energy exchanges between air and those systems, could we consider that the deltaUB=-deltaUA??
 
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  • #2
Are A and B kept separate, and just allowed to exchange heat, or are they mixed with one another?

Chet
 
  • #3
They are mixed
 
  • #4
Henrique Silva said:
They are mixed
If they are mixed, then it is not possible to determine the separate identities of A and B in the final mixture. So you you can't determine ΔUA and ΔUB separately. However, you can determine the difference in internal energy between the final mixture and the initial separate internal energies of A and B, and set this difference equal to zero.

Chet
 
  • #5
If deltaUA and deltaUB=weight . mass thermal capacity . delta temperature, I can determine the deltaU of both A and B even if they are mixed together
 
  • #6
Now I understand what you were saying, ok but isn't it the same measuring the deltaU with the final mixture?
 
  • #7
Henrique Silva said:
If deltaUA and deltaUB=weight . mass thermal capacity . delta temperature, I can determine the deltaU of both A and B even if they are mixed together
You can do that, and you would obtain the same result as if you used the method I described in post #4. However, conceptually, if the fluids are mixed, it is not really appropriate to identify separate changes for the internal energies of A and B. After all, at the molecular level, the fluids would be intimately mixed, and you could no longer identify either liquid.

Chet
 
  • #8
So This isn't right deltaUb=-deltaUa?
 
  • #9
Also, if you were mixing different fluids to form a solution, there might be a heat of mixing, and it would then be problematic to identify the separate contributions of each of the two fluids.
 
  • #10
Thanks
 
  • #11
Henrique Silva said:
So This isn't right deltaUb=-deltaUa?
That would be OK for mixing two bodies of the same liquid, but what would you do if they were two different liquids, and there was a heat of mixing?

Chet
 
  • #12
So if they were two different substances that expression wasn't apropriated. Thanks about your help
 

FAQ: Can Delta U for Water Systems in Contact Be Equal and Opposite?

What does "deltaUA" and "deltaUB" mean in this equation?

"DeltaUA" and "deltaUB" represent the change in the values of two different variables, A and B, respectively. The "delta" symbol (∆) indicates a change or difference between two values.

How do you determine if deltaUA is equal to negative deltaUB?

You can determine if deltaUA is equal to negative deltaUB by comparing the values of the two variables. If the change in A is equal to the negative change in B, then the equation "deltaUA = -deltaUB" is correct.

Is this equation a statement of the conservation of energy?

No, this equation does not necessarily represent the conservation of energy. It is simply an equation comparing the changes in two variables.

Can this equation be applied to any scientific experiment or study?

Yes, this equation can be applied to any scientific experiment or study where two variables are being compared and their changes are being measured.

What are some examples of situations where this equation would be used?

This equation can be used in various scientific fields such as physics, chemistry, and biology. For example, it could be used to compare the changes in temperature (A) and pressure (B) in a chemical reaction or to compare the changes in population size (A) and available resources (B) in an ecological system.

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