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Membrane Potential and Ion Channels
Colin Nichols Membrane Potential and Ion Channels Background readings: Lodish et al., Molecular Cell Biology, 4th ed, chapter 15 (p ) and chapter 21 (p ). Alberts et al., Molecular Biology of the Cell, 4th ed, chapter 11 (p ) and p Hille Ionic channels of excitable membranes 3rd ed.
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The Lipid Bilayer is a Selective Barrier
inside outside hydrophobic molecules (anesthetics) gases (O2, CO2) small uncharged polar molecules large uncharged polar molecules Ions charged polar molecules (amino acids) water
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Ion Channel Diversity
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Structure of a Potassium Channel
Doyle et al., 1998
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Ion selectivity filter in KcsA
Doyle et al., 1998, Zhou et al., 2002
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Ion selectivity filter in KcsA
Doyle et al., 1998, Zhou et al., 2002 Because of its smaller ionic radius, Na+ ions cannot bind pore regions
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Ion selectivity filter in Na channels
(Also involves specific size cavity within larger molecule) NavMs, NavAb, Kv1.2 Nature Communications , Oct 2, Structure of a bacterial voltage-gated sodium channel pore reveals mechanisms of opening and closing Emily C McCusker,1, 3, Claire Bagnéris,1 Claire E Naylor,1, Ambrose R Cole,1 Nazzareno D'Avanzo,2, 4 , Colin G Nichols2, & B A Wallace1
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Ion gradients and membrane potential
The inside of the cell is at ~ -0.1V with respect to the outside solution -89 mV
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Ion gradients and membrane potential
K Na Cl K -89 mV
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Ion gradients and membrane potential
Na 117 K 3 Cl 120 Anions 0 Total 240 Na K Cl Anions 116 Total [+ charge] = [- charge] 0 mV [+ charge] = [- charge] -89 mV
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Movement of Individual K+ ions
- Na 117 K 3 Cl 120 Anions 0 Total 240 Na 30 K 90 Cl 4 Anions 116 Total 240 + - [+ charge] = [- charge] 0 mV [+ charge] = [- charge] 0 mV
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Movement of Individual Cl- ions
+ - Na 117 K 3 Cl 120 Anions 0 Total 240 Na 30 K 90 Cl 4 Anions 116 Total 240 [+ charge] = [- charge] 0 mV [+ charge] = [- charge] 0 mV -89 mV
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Capacitance Capacitance C Coulombs / Volt Farads F C = Q / V Q = C * V
I = dQ / dt = C * dV / dt C µ area { C µ 1 / thickness V C + - I For biological membranes: Specific Capacitance = 1 µF / cm2
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- The Nernst Equation Calculates the membrane potential at which an ion will be in electrochemical equilibrium. At this potential: total energy inside = total energy outside Electrical Energy Term: zFV Chemical Energy Term: RT.ln[Ion] Z is the charge, 1 for Na+ and K+, 2 for Ca2+ and Mg2+, -1 for Cl- F is Faraday’s Constant = x 104 Coulombs / mole R is the gas constant = Joules / °Kelvin * mole T is the temperature in °Kelvin
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At Electrochemical Equilibrium:
The concentration gradient for the ion is exactly balanced by the electrical gradient There is no net flux of the ion There is no requirement for any energy-driven pump to maintain the concentration gradient
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Ion Concentrations Na 117 K 3 Cl 120 Anions 0 Total 240 Na 30 K 90
[+ charge] = [- charge] 0 mV [+ charge] = [- charge] -89 mV
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Deviation from the Nernst Equation
Resting membrane potentials in real cells deviate from the Nernst equation, particularly at low external potassium concentrations. The Goldman, Hodgkin, Katz equation provides a better description of membrane potential as a function of potassium concentration in cells. Squid Axon Curtis and Cole, 1942 -25 PK : PNa : PCl 1 : 0.04 : 0.05 -50 Resting Potential (mV) -75 EK (Nernst) -100 External [K] (mM)
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The Goldman Hodgkin Katz Equation
Resting Vm depends on the concentration gradients and on the relative permeabilities to Na, K and Cl. The Nernst Potential for an ion does not depend on membrane permeability to that ion. The GHK equation describes a steady-state condition, not electrochemical equilibrium. There is net flux of individual ions, but no net charge movement. The cell must supply energy to maintain its ionic gradients.
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Summary: Cell membranes form an insulating barrier that acts like a parallel plate capacitor (1 µF /cm2) Ion channels allow cells to regulate their volume and to generate membrane potentials Only a small number of ions must cross the membrane to create a significant voltage difference ~ bulk neutrality of internal and external solution Permeable ions move toward electrochemical equilibrium Eion = (60 mV / z) * log ([Ion]out / [Ion]in) @ 30°C Electrochemical equilibrium does not depend on permeability, only on the concentration gradient
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Summary (continued): The Goldman, Hodgkin, Katz equation gives the steady-state membrane potential when Na, K and Cl are permeable In this case, Vm does depend on the relative permeability to each ion and there is steady flux of Na and K The cell must supply energy to maintain its ionic gradients
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Voltage-Gated Channels and Action Potentials
Colin Nichols Voltage-Gated Channels and Action Potentials
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The Variety of Action Potentials
Skeletal muscle Cardiac muscle
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The action potential – Physics in cell biology
1 2 3 4 K+ Na+
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Currents During an Action Potential
Time Course of Currents
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Sodium Channel Gating States
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AChR – non-selective cation channel
(Permeable to Na+ and K+)
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Passive vs. Active All cells exhibit passive changes in membrane potential when stimulated Only excitable cells fire action potentials Excitability depends on specialized channels
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Voltage sensing – structural basis?
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Voltage sensing – more than just channels!
Ciona intestinalis voltage-sensor containing phosphatase, Ci-VSP, which couples a VSD to a phosphatase and tensin homolog (PTEN)-like domain. Murata et al. Nature 435, 1239–1243 (2005).
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Voltage dependent inactivation – structural basis?
“Ball and chain inactivation”
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Summary: Action potentials require voltage-gated channels
They open with depolarization and carry a net inward current Inactivation and / or voltage-gated outward current underlie repolarization Inactivation imposes a refractory period The final effect of an action potential is to elevate calcium Channel structure gives insight into gating and permeation
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Channelopathies Or… How can a single amino acid change in an ion channel protein lead to a whole disease syndrome?
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The islet of Langerhans
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Glucose-dependent b-cell electrical activity
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Central role of KATP channel in control of insulin secretion
Normal b-cell response to a rise in blood glucose KATP channel is inhibited, turning on insulin secretion in pancreatic b-cells…? Glucose Glucose Glut2 Glucose Blood Insulin ATP ADP - Ca 2+ + KATP
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Hyperinsulinemia in absence of KATP channel activity ?
b-cell response to a fall in blood glucose in absence of KATP KATP channel is not activated, insulin secretion is maintained, and blood glucose drops further…? Glucose Glut2 Glucose Blood Insulin ATP ADP Ca 2+ + KATP
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Persistent Hyperinsulinemic Hypoglycemia of Infancy (PHHI)
A rare genetic disease characterized by high insulin in parallel with low glucose. This disease affects newborn infants - 1 case for 40,000 people is present, but can rise to 1:2500 in regions of high consaguinity. Serious complication is brain damage. Treatment objective is to maintain normal blood sugar - using [1] medication (octreotide and/or diazoxide) to inhibit insulin secretion, or [2] in cases where there is no response to drugs -surgical removal of the pancreas becomes necessary. Even in non-pancreatectomized individuals, PHHI can progress to Type II diabetes - Huopio et al., 2003 The genes identifed at 11p15.1as responsible for at least 50% of cases of PHHI are the high affinity sulfonylurea receptor (SUR1) and Kir6.2.
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Central role of KATP channel in control of insulin secretion
Normal b-cell response to a rise in blood glucose KATP channel is inhibited, turning on insulin secretion in pancreatic b-cells…? Glucose Glucose Glut2 Glucose Blood Insulin ATP ADP - Ca 2+ + KATP
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Diabetes if KATP channels become overactive?
If KATP channel is not inhibited, insulin secretion remains turned off? Glucose Glucose Glut2 Glucose Blood Insulin ATP ADP Ca 2+ KATP
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ATP-insensitivity of KATP channels as a causal mechanism of neonatal human diabetes?
Human neonatal diabetes is characterized by no insulin secretion in parallel with high glucose. Fasted blood glucose >> 15 mM, ketoacidosis frequently present, and low birth weights are reported. Detected from birth to ~1 year old. Maybe permanent (PNDM) or transient (TNDM). Most severe syndromic PNDM is associated with neurological features and muscle weakness. Assumed to be early Type 1 Diabetes –Treatment objective is to maintain normal blood sugar - using insulin injections.
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