How Does Free Energy Determine Spontaneity in Chemical Reactions?

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Free energy, specifically Gibbs Free Energy (G), is crucial in determining the spontaneity of chemical reactions. The change in Gibbs energy is calculated using the equation ΔG = ΔH - TΔS, where a positive ΔG indicates a non-spontaneous reaction requiring energy input. Conversely, a negative ΔG signifies a spontaneous reaction that occurs without external energy. Endothermic reactions can still be spontaneous if the increase in entropy (ΔS) outweighs the energy absorbed (ΔH). The second law of thermodynamics ensures that the total entropy of the system and surroundings always increases in any feasible process.
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Hello, could someone expalin me the concept of free energy. Please.
 
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Do you mean the “Gibbs Free Energy” (G), or just ‘free energy’…like the kind which is impossible?
 
I don’t understand “Gibbs Free Energy”
 
Whenever a reaction occurs, energy is traded (gained or lost) and the disorder of the system increases or decreases(entropy).

The change in gibbs energy is defined as del(G)=del(H)-Tdel(s). Now, if this quantity is positive, i.e. del(h)>Tdel(s), then that particular reaction is not spontaneous. You will have to provide energy to make it happen.

On the other hand, if del(g) is negative, then the reaction happens spontaneously. You don't need to do anything to make it happen.

This is why endothermic reactions are possible. Even if they absorb energy, (del(H)>0), the increase in entropy (or disorder: del(s)) is great enough so that del(h)<Tdel(s), which results in the change in gibbs free energy being negative. Hence, the reaction proceeds spontaneously. The evaporation of water is an example of this.

Note, however, even if the reaction is feasible, but the entropy of the system decreases, the total entropy (system+surrounding) will always increase for any feasible process, as stated by the second law of thermodynamics.
 
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