Neurophysiology Flashcards
Transduction
-conversion of one form of energy into another
Fluid Mosaic Model
model of cell membrane
- phospholipids, proteins, ion channels
- lipid bilayer with embedded proteins
- proteins can be relatively fixed or mobile in the plane of the membrane, extracellular, intracellular, or spanning (channels & pumps)
Channels
- gated aqueous pores
- contain gates which control whether ions can traverse the pore (regulated by movements of part of the channel in response to the gating stimulus)
Control Mechanism of Gates
- transmembrane voltage
- binding of ligand
- temperature
- mechanical distortion of the membrane
Selectivity Filter
a part of the channels which determined which ion types can move through the channel
-narrow portion or a charged region in the pore
Internal Binding Sites
- allow modulation of channel function by signaling pathways
- association with other molecules may modulate channel function & channel localization can be controlled by anchoring to the cytoskeleton
Electrical Consequences of Cell Membrane Structure
- Ion Channels: resistive elements (conductors of ions)
- Lipid Bilayer: insulator (cf, dielectric of capacitor, stores charge)(capacitance) is RC circut
Ohm’s Law
V = IR
Resting Membrane Potential
- membranes are semi-permeable to ions
- at rest, neuronal cell membranes are primarily potassium permeable
- selective permeability results in separation of charge which results in a transmembrane voltage
Concentration of Ions Intra & Extracellularly
-Na+ out
-K+ in
-Cl- passively distribute across the membrane
RMP = -70mV
Nernst Equation
Eion = 61 log [ion]o / [ion]i o=outside, i=inside
Ena+ = +5-mV Ek+ = -100mV Ecl- = -60mV
Nernst Equation
- if membrane is at equilibrium & only permeable to a single ion species it can be described
- predict what the membrane potential would be if the membrane became permeable to only a single ion species
Ex = (RT)/(zF) lin [x]o/[x]i
Goldman-Hodgkin-Katz equation
-predicts the membrane potential at equilibrium when all permeant ion species are taken into account
Membrane ATP Driven Ion Pumps
Na+/K+ pump is an ATPase: 3Na+ out, 2K+ in
Ca-ATPase transports Ca2+ ions across the cell membrane
Complicated & Varied Cell Geometry
- distributed geometry, so not all membrane in the cell is isopotential at a given time
- signals propagate through the neuron
- passive RC properties of membrane set biophysical limits on this propagation of electrical signals
- Active mechanisms (voltage-gated channels) are superimposed on these passive, or electrotonic properties of distributed membranes
Electrotonic Signal Propagation
- passive movement of charge
- time constant is longer for a larger cable diameter
- amplitude decreases with distance
Hyperpolarizing
-events which enhance membrane potential - make the membrane more negative
Depolarizing
-stimuli which make the cell less polarized (less -, more +)
Large Depolarizing Stimuli
-cause a large, brief depolarization followed by repolarization (action potential), exceeded threshold of depolarization
Action Potential
- arge, brief depolarization followed by repolarization
- active response that is due to activation of voltage-gated ion channels
Threshold
the voltage at which inward (depolarizing) current is just balanced by outward (hyperpolarizing current)
- any further depolarization leads to the all-or-none AP response
- balance b/w Na+ current and outward K+ currrent
AP rising Phase
up-stroke
AP falling Phase
downstroke (restoration of the original membrane potential = repolarization)
afterhyperpolarizatoin (AHP)
- upon repolarization, membrane potential undershoots the original resting potential
- “undershoot”, due to an inc. K+ conductance relative to original resting potential (delay of opening of K+ channels relative to Na+ channels)