Reflection coefficient (osmosis)

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Discussion Overview

The discussion revolves around the concept of the reflection coefficient (RC) in relation to osmosis and membrane permeability. Participants explore the implications of the RC on concentration differences across membranes and the conditions under which osmotic pressure may equilibrate.

Discussion Character

  • Exploratory
  • Technical explanation
  • Conceptual clarification
  • Debate/contested

Main Points Raised

  • One participant questions whether a reflection coefficient between 0 and 1 implies that the concentration of a specific molecule on both sides of a membrane will eventually equalize, suggesting that diffusion will continue until osmotic pressure is no longer present.
  • Another participant notes that an osmotic jump is conceptually similar to a hydrostatic pressure jump, mentioning the role of semipermeable membranes in supporting osmotic jumps and referencing Donnan equilibrium.
  • A third participant agrees with the initial query, stating that a reflection coefficient closer to 1 indicates a more accurate representation of thermodynamic equations for short times, while also discussing the limitations of idealizations in thermodynamic treatments.
  • One participant provides a definition of the reflection coefficient, explaining its relation to membrane permeability and how it affects the maintenance of osmotic gradients, mentioning the role of transporter proteins and the function of mitochondria in synthesizing ATP.

Areas of Agreement / Disagreement

Participants express varying views on the implications of the reflection coefficient and its relationship to concentration equilibrium. There is no clear consensus on the outcomes of the discussion, as different interpretations of the reflection coefficient and its effects are presented.

Contextual Notes

Some statements rely on specific definitions of the reflection coefficient and its implications for osmotic pressure, which may not be universally agreed upon. The discussion also touches on idealizations in thermodynamic models that may not fully capture real-world scenarios.

majlook
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hello ppl,

i have a question about the reflection coefficient...

since the RC indicates the permeabilty of a membrane for a specific molecule...doesnt that mean (If the RC between 0 and 1) that the concentration of that molecule on both sides of the membrane will become the same after a while ??i mean at first there will be a concentration difference but the molecules will keep diffusing to the lower concentration side of the membrane till the concentrations become the same and thus there won't be any osmotic pressure more...

PLZ HELP
 
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I've forgotten the exact definition of the reflection coefficient, but conceptually, an osmotic jump (for an aqueous solution) is equivalent to a hydrostatic pressure jump. Semipermeable membranes can support on osmotic jump (Donnan equilibrium).
 
majlook said:
PLZ HELP

If helpful I think the answer is, in a word, yes! Unless the reflection coefficient is 1.

The closer it is to 1 the closer thermodynamic equations will be to reality (useful) for short enough times.

If you think about it probably there is a similar idealisation in most or all thermodynamic treatments. The rigid containers of gases and pistons of theory do not allow any gas to escape, and it and the container are certainly not in true equilibrium with the rest of the universe. In the long run your membrane might dissolve or disintegrate. Or in chemical equilibria an equilibrium between A, B, C and D is treated when they could theoretically form thermodynamically more stable E and F, perhaps in millions of years, just their rate for getting there is so slow it can be ignored. Rather than true equilibrium we are always treating a constrained equilibrium involving only certain processes it seems to me, in your case the devices are noticeably less ideal so this is more obvious.
 
thx..that helped a lot :)
 
majlook said:
hello ppl,

i have a question about the reflection coefficient...

since the RC indicates the permeabilty of a membrane for a specific molecule...doesnt that mean (If the RC between 0 and 1) that the concentration of that molecule on both sides of the membrane will become the same after a while ??i mean at first there will be a concentration difference but the molecules will keep diffusing to the lower concentration side of the membrane till the concentrations become the same and thus there won't be any osmotic pressure more...

PLZ HELP

I found the reflection coefficient defined here, and seems to imply how selectively permeable the membrane is:

http://www.anaesthesiamcq.com/FluidBook/fl4_2.php

The reflection coefficient tells you how efficiently an osmotic gradient can be maintained. A reflection coefficient of '1' means the membrane is (selectively) impermeable, while a reflection coefficient of '0' means the membrane is very permeable.

The osmotic gradient across a membrane can be a steady-state condition, and is in fact how biological membranes function. Osmotic gradients are maintained by a variety of transporter proteins that use the free energy of ATP to drive ions against their concentration gradient. Mitochondria perform the reverse: they synthesize ATP using an osmotic gradient (Peter Mitchel''s chemiosmotic theroy)
 

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