What is Enthelpy Conceptually?

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Enthalpy is defined as a convenient parameter in thermodynamics, represented by the equation H = U + PV, and is primarily used for solving specific problems rather than having fundamental significance like internal energy. It is not specifically heat energy or the energy that bonds atoms, which is more closely related to Gibbs free energy. The equation ΔG = ΔH - TΔS describes the relationship between Gibbs free energy, enthalpy, and entropy, but assigning a clear physical significance to Gibbs free energy is also challenging. Understanding these concepts improves with experience in solving thermodynamic problems. Ultimately, both enthalpy and Gibbs free energy serve as useful functions in thermodynamics.
Cole
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So I understand that enthalpy is energy. But what energy specifically? Is enthalpy heat energy? Is it the energy that bonds atoms together and that's why it can either be released or absorbed? Or is that what Gibbs free energy is?

I'm trying to make sense of the equation:

ΔG=ΔH-TΔS

Conceptually, how is enthalpy different from Gibbs free energy?

Thanks!
 
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Enthalpy is just a convenient parameter to work with in solving certain kinds of problems. It doesn't have a fundamental significance (in my judgment) like internal energy has. It is just H = U + PV, and this group arises often in many problems and analyses. My advice is not to spend too much of your valuable time trying to assign a fundamental physical significance to H. After you get some experience solving thermo problems, you will become much more comfortable with enthalpy.
 
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Chestermiller said:
Enthalpy is just a convenient parameter to work with in solving certain kinds of problems. It doesn't have a fundamental significance (in my judgment) like internal energy has. It is just H = U + PV, and this group arises often in many problems and analyses. My advice is not to spend too much of your valuable time trying to assign a fundamental physical significance to H. After you get some experience solving thermo problems, you will become much more comfortable with enthalpy.
Fair enough. So then is there a way to conceptually explain ΔG=ΔH-TΔS? Or is that not really possible?
 
Cole said:
Fair enough. So then is there a way to conceptually explain ΔG=ΔH-TΔS? Or is that not really possible?
G is another useful function that comes into play in many types of problems. It too is difficult to assign physical significance to. The more fundamental thermodynamic properties, internal energy U and entropy S, can be assigned physical significance.

Chet
 
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