230 likes | 477 Views
Resting (membrane) Potential. DENT/OBHS 131 Neuroscience. 2009. Electrical signaling in neurons. dendritic synaptic inputs transfer to the soma generate APs axonal propagation ionic basis of RMP AP initiation & propagation. Learning Objectives.
E N D
Resting (membrane) Potential DENT/OBHS 131Neuroscience 2009
Electrical signaling in neurons • dendritic synaptic inputs • transfer to the soma • generate APs • axonal propagation • ionic basis of RMP • AP initiation & propagation
Learning Objectives • Explain how the concentration gradient of potassium ions across the membrane gives rise to the resting membrane potential • Compute the equilibrium potential of an ion using the Nernst equation • Predict the effect of changing the concentration of an ion (or it’s relative permeability) on the membrane potential
0 How familiar are you with resting and active properties of membranes? • Not at all • Somewhat • Very • Intimately
10 The major ion involved in setting the resting membrane potential is... • Sodium • Calcium • Chloride • Potassium • Bicarbonate • Hydrogen
Learning Objective #1 • Explain how the concentration gradient of potassium ions across the membrane gives rise to the resting membrane potential
The membrane acts to…… • separate and maintain (pumps) gradients of solutions with different concentrations of charged ions • selectively allow certain ionic species (K+) to cross the membrane…
initial conditions: different distribution of a K-salt membrane is only permeable to K there is no potential difference across the membrane • at equilibrium: • K ions diffuse down concentration gradient • anions are left behind: net negativity develops inside the cell • further movement of ions is opposed by the potential difference
Electrical difference….. IN vs. OUT + - 0 mV DS Weiss
Electrical difference….. IN vs. OUT + - 0 mV -70 mV DS Weiss
[x]outside RT Ex = ln [x]inside zF Can we calculate the potential? • The Nernst equation determines the voltage at which the electrical and chemical forces for an ion (X) are balanced; there is NO net movement of ions.
Learning Objective #2 • Compute the equilibrium potential of an ion using the Nernst equation
10 [K]OUT RT 60 -60 mV Ex = ln = log = z [K]IN 100 zF The Nernst potential for K+ • if K is 10-fold higher on the inside • in excitable cells the RMP is primarily determined by K ions
10 If we lowered the [K+]OUT 10-fold to 1 mM, the RMP would….. • Not change • Hyperpolarize • Depolarize
1 [K]OUT RT 60 -120 mV Ex = ln = log = z [K]IN 100 zF The Nernst potential for K+ • What about hyperkalemia?
Learning Objective #3 • Predict the effect of changing the concentration of an ion (or it’s relative permeability) on the membrane potential
Other ions affect RMP • different ions have different distributions • cell membrane is not uniformly permeable (“leaky”) to all ions • relative permeability of an ion determines its contribution to the RMP • a small permeability to Na and Cl offsets some of the potential set up by K • in reality the cell membrane is < negative than EK
ENa +67 membrane potential (mV) RMP ECl -90 EK -98 General rule(s) • relationship between: • membrane potential • ion equilibrium potentials • if the membrane becomes more permeable to one ion over other ions then the membrane potential will move towards the equilibrium potential for that ion (basis of AP) - DRIVING FORCE • artificial manipulation of MP - reverse direction of current flow (hence reversal or equilibrium potential)
ion flux explanation • driving force on an ion X will vary with MP • = (Em - Ex) • Ohm’s law • V = IR = I/g, or transformed I = gV • Ix = gx (Em - Ex) • there will be no current if: • no channels for ion X are open (no conductance, g) • no driving force (MP is at Ex)