Membrane Potential Purves Chapter 2 Kandel Chapter 7 - PowerPoint PPT Presentation

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Membrane Potential Purves Chapter 2 Kandel Chapter 7

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Title: Membrane Potential Purves Chapter 2 Kandel Chapter 7


1
Membrane Potential Purves Chapter 2Kandel
Chapter 7
2
Bases of neuronal excitability
Ion movement is the basis of neuronal excitability
3
Ions involved in neuronal excitablity
  • Sodium Na
  • Chloride Cl-
  • Potassium K
  • Calcium Ca2
  • Magnesium Mg2
  • Bicarbonate HCO3-

4
Cell Membrane
Ions cannot cross the lipid bilayer
5
Ion Channel
6
Channels are made up of proteins(folded amino
acid chains)
7
Hydrophobic
Hydrophilic
Other
8
Several proteins (subunits) make up a complete
channel
9
Channels are selectively permeable to specific
ion species
In a resting situation, by definition, there
are no ion currents across the membraneIonic
Equilibrium
10
Resting Potential
  • Differences in ionic concentration
  • ion pumps
  • Selective permeability
  • ion channels

11
Ion pumps transform chemical energy (ATP) in
ionic gradient energy
12
Sodium-Potassium Pump
13
(No Transcript)
14
Exchange pumps differ from ATPases as they
exploit a ion gradient to move a different ion
against its gradient (no ATP involved)
15
Ion Channel
16
Main voltage- gated channels
17
Main ligand-gated channels
18
Both types of channels can be modulated by
phosphorylation
19
  • Once the channel is open the flow of current in
    the channels is passive
  • V RI (Ohms law holds)
  • But opening of a channel is active
  • the presence of a voltage change or of a ligand
    induce a changing in the opening state (gating)
    of the channel
  • Except for leakage channels which are by
    definition always open

20
Electrophysiological techniques can reveal the
active properties of the membrane
21
No ion gradient no voltage difference
22
Concentration difference creates membrane
potential
23
(No Transcript)
24
Nernst EquationEx RT ln Xout zF
XinXin intracellular ion concentration
Xout extracellular ion concentration
25
Nernst Equation - SimplifiedEx 58 log X out
z X in
26
(No Transcript)
27
Goldman Equation for the resting potentialEr
58 log PKKout PNaNaoutPClClin
PKKin PNaNain PClClout
28
K determines resting potential
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