How does a concentration gradient provide energy?

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Discussion Overview

The discussion revolves around the concept of how a concentration gradient can provide energy, particularly in the context of biological processes such as ATP synthesis and secondary active transport. Participants explore the implications of concentration gradients, the role of charged ions, and the application of the Nernst Equation in these scenarios.

Discussion Character

  • Exploratory
  • Technical explanation
  • Debate/contested

Main Points Raised

  • One participant suggests that the hydrogen ion gradient drives ATP synthase and questions how the concentration gradient provides energy, particularly when concentrations are equal.
  • Another participant presents the Gibbs free energy equation, emphasizing the need to consider both concentration differences and electric potential due to charge.
  • A later reply notes that ions are not free but rather hydrated, which complicates the energy calculations.
  • Another participant mentions the importance of considering chemical activities and ionic strength, indicating that the Nernst Equation can explain the source of energy but may not provide precise numerical values.
  • One participant argues that the Nernst Equation was originally developed for chemical redox reactions in battery cells and may not be directly applicable to biological systems involving ion gradients.

Areas of Agreement / Disagreement

Participants express differing views on the applicability of the Nernst Equation to biological systems and the factors that influence energy derived from concentration gradients. There is no consensus on the interpretation of these concepts.

Contextual Notes

Limitations include the complexity of ion hydration, the need for precise definitions of chemical activities, and the unresolved implications of using the Nernst Equation in biological contexts.

sameeralord
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Ok hydrogen ion gradient drives ATP synthase. In secondary active transport the preexisting concentration gradient drives the molecules.

My question is what do they mean when they say concentration gradient provides energy to do this. Is it the movement of ions like hyrdogen from high to low that results in energy.

When the concentration on each side is the same why is there no energy!

Thanks! :smile:
 
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DeltaG = RTln(c1/c2)
or
DeltaG = 2.303RTlog10(c1/c2)

You must also consider the fact that these species are charged. This generates an electric potential in addition to the gibbs energy for concentration.

DeltaG = 2.303RTlog10(c1/c2) + ZFdeltaV

where deltaV is the potential in volts across the membrane, Z is the charge and F is the faraday.

What happens when c1 is equal to c2 and deltaV = 0?
 
This response may be true if these ions were free.
There are unfortunately hydrated.
 
Yeah you have to take into account the difference in chemical activities, in ionic strength, etc. It's not a trivial thing.

That said, the aforementioned Nernst Equation is sufficient to explain where the energy's coming from, just not accurately give a number for it.
 
The Nernst Equation was created for chemical redox reactions for battery cells.
http://en.wikipedia.org/wiki/Nernst_equation
That has nothing to see with biology. The ions gradients are coming from the same specie and do not implie a redox reaction of any kind.
Of course Biology took the original theory and tried to apply it to cell.
 

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