Simple diffusion: Difference between revisions
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= '''SIMPLE DIFFUSION''' = | = '''SIMPLE DIFFUSION''' = | ||
Simple diffusion is the movement of substances from high conc to low conc accross the lipid bilayer without the help of intermediate.The driving force for simple diffusion is '''CONCENTRATION '''gradient, and membrane '''POTENTIAL '''gradient | Simple diffusion is the movement of substances from high conc to low conc accross the lipid bilayer without the help of intermediate.The driving force for simple diffusion is '''CONCENTRATION '''gradient, and membrane '''POTENTIAL '''gradient. | ||
In order for molecules to diffuse either in/out of the cell, they have to pass through the hydrophobic core of the lipid bilayer. This is the rate limiting step for simple diffusion, the rate is determine by the hydropobicity of the substrate. | |||
<br> | |||
#<u>'''UNCHARGED SOLUTE'''</u> | #<u>'''UNCHARGED SOLUTE'''</u> | ||
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For uncharged solute such as Oxygen, Carbon dioxide, Ethanol, Glucose and etc.. they can move down their conc gradient accross the cell membrane very easily. | For uncharged solute such as Oxygen, Carbon dioxide, Ethanol, Glucose and etc.. they can move down their conc gradient accross the cell membrane very easily. | ||
During [[ | During [[Equilibrium|equilibrium there]] will be no net movement of solutes accross the membrane. | ||
To measure the flux of a certain substrate: | To measure the flux of a certain substrate: | ||
- Fick's Law | - Fick's Law | ||
J= P X (C2-C1) | J= P X (C2-C1) | ||
J= flux; P= permeability; (C2-C1)= concentration gradient. | J= flux; P= permeability; (C2-C1)= concentration gradient. | ||
<br> | |||
2. <u>'''CHARGED SOLUTE'''</u> | 2. <u>'''CHARGED SOLUTE'''</u> | ||
For charged solute such as ions, etc.. they diffuse down the lipid bilayer very poorly. The charge that they posses, either +ve/-ve causes them to be repelled from simillar charges. Their charge also causes them to bind to water molecules thus becoming quite large.<br>For charge solute, we have to also take account that when they move down their conc gradient, they create membrane potential. | For charged solute such as ions, etc.. they diffuse down the lipid bilayer very poorly. The charge that they posses, either +ve/-ve causes them to be repelled from simillar charges. Their charge also causes them to bind to water molecules thus becoming quite large.<br>For charge solute, we have to also take account that when they move down their conc gradient, they create membrane potential. | ||
[[ | [[Equilibrium|Equilibrium state]] for charged solute is when the membrane potential exactly balances the concentration gradient. | ||
<br>To measure the membrane potential required to reach equilibrium: | <br>To measure the membrane potential required to reach equilibrium: | ||
- Nerst equation | - Nerst equation | ||
E= (RT/ZF) ln ( (C in)/(C out) ) | E= (RT/ZF) ln ( (C in)/(C out) ) | ||
E= membrane potential; R= Gas constant; T= Absolute temp; F= Faraday constant | E= membrane potential; R= Gas constant; T= Absolute temp; F= Faraday constant |
Revision as of 09:25, 20 October 2012
SIMPLE DIFFUSION
Simple diffusion is the movement of substances from high conc to low conc accross the lipid bilayer without the help of intermediate.The driving force for simple diffusion is CONCENTRATION gradient, and membrane POTENTIAL gradient.
In order for molecules to diffuse either in/out of the cell, they have to pass through the hydrophobic core of the lipid bilayer. This is the rate limiting step for simple diffusion, the rate is determine by the hydropobicity of the substrate.
- UNCHARGED SOLUTE
For uncharged solute such as Oxygen, Carbon dioxide, Ethanol, Glucose and etc.. they can move down their conc gradient accross the cell membrane very easily.
During equilibrium there will be no net movement of solutes accross the membrane.
To measure the flux of a certain substrate:
- Fick's Law
J= P X (C2-C1)
J= flux; P= permeability; (C2-C1)= concentration gradient.
2. CHARGED SOLUTE
For charged solute such as ions, etc.. they diffuse down the lipid bilayer very poorly. The charge that they posses, either +ve/-ve causes them to be repelled from simillar charges. Their charge also causes them to bind to water molecules thus becoming quite large.
For charge solute, we have to also take account that when they move down their conc gradient, they create membrane potential.
Equilibrium state for charged solute is when the membrane potential exactly balances the concentration gradient.
To measure the membrane potential required to reach equilibrium:
- Nerst equation
E= (RT/ZF) ln ( (C in)/(C out) )
E= membrane potential; R= Gas constant; T= Absolute temp; F= Faraday constant