Section 6: ET - Neurons Flashcards
(127 cards)
Neurons / nerve cells
The building blocks and instruments of communication in the brain
Neurons - size
20 microns in diameter
Dendrites extend ~1mm from cell body
Axon can be 1-2mm, or quite long (half a meter)
Neurons - types of communication
Electrical signals (dendrites, cell body, axon) Chemical signals (synapses) In a cycle (electrical responses lead to release of a chemical / neurotransmitter, which leads to electrical signalling)
Neurons - synaptic vs action potentials
Synaptic potential is transmission of electrical signals in dendrites spread towards cell body
Cell body can respond with an action potential, which once triggered is towards axon terminals
Axon terminals AKA…
Synaptic boutons
Dendrites, cell body and axon
Dendrites can be seen as input stage of info
Cell body seen as computing part which makes a decision whether to respond to a synaptic input
If cell body responds with action potential, it will be transmitted and lead to release of neurotransmitters at axon terminals
Cells - RMP and excitability
Almost all cells in body have -ve RMP
Only neurons and muscle fibres can suddenly respond with a transient change of this potential (i.e. action potential) in response to a stimulus - so they are excitable
Methods of measuring intracellular potentials
Microelectrode recording technique
Patch-clamp technique
Measuring intracellular potentials - microelectrode recording technique
Glass capillary (tip < 1 micron, but still has small opening) attached to microelectrode (filled with electrolyte to conduct current), connected to a voltmeter, and second pole outside in extracellular space
Measuring intracellular potentials - microelectrode vs patch-clamp technique
Microelectrodes:
Records RMP, APs and synaptic potentials in neurons or their processes
Can also be used to depolarise or hyperpolarise neurons if a current passes through them
Patch-clamp technique:
Same as above, but also records overall current which flows through cell membrane or a single ion channel
Measuring intracellular potentials - patch-clamp technique - drawbacks
Must fill pipette with electrolytes, otherwise current won’t be transmitted
Forms large hole and changes composition of inside of cell
Resting Membrane Potential (RMP)
Electrical potential difference (50-70mV) across the cell membrane which results from separation of charge
RMP - inside and outside cell
By convention, the potential outside the cell is defined as ‘zero’
Intracellular potential is (normally) below zero
RMP is due to…
Unequal conc of Na+ and K+ inside and outside the cell
Unequal permeability of cell membrane to these ions
Electrogenic action of Na-K pump (only a small contribution)
Approximate conc of K+ and Na+ inside and outside neurons
Conc of K+ inside much higher than K+ outside (5mM outside, 100mM inside)
Conc of Na+ outside much higher than Na+ inside (150mM outside, 15mM inside)
Results in conc gradients
Permeability of cell membrane at rest
Much more permeable to K+ than to Na+
How are conc gradients for K+ and Na+ maintained
By Na+/K+ pump
3/2 ratio: 3 Na+ out, 2 K+ in
Types of ion channels (have selective permeability to ions) in neurons
Non-gated (leak) channels - open at rest Gated channels (voltage, ligand, or mechanically gated) - closed at rest
Neuron cell membranes - leak K+ and Na+ channels
Many leak K+ channels but very few leak Na+ channels
At rest:
P(K+) / P(Na+) ≈ 40/1
where P is membrane permeability
Equilibrium potential
An intracellular potential at which the net flow of ions is zero despite a conc gradient and permeability
Zero net flow
Since K+ ion leaves, environment becomes -ve –> electrostatic force causes movement of ions back into cell as -ve environment attracts +ve ions - net flow is zero
Nernst equation
Used to calculate equilibrium potential for each ion
E(ion) = 61.5mV x log[ion]o / [ion]i
Only applies when a cell membrane is permeable to only ONE ion (i.e. has leak channels only for one specific ion)
Nernst equation - K+ and Na+
E(K) = -80mV, i.e. at -80mV at equilibrium potential for K+, there's a steady state where there's no net flow, gradients are maintained and same no of ions that leave the cell will be attracted by the -ve potential inside the cell E(Na) = +60mV
Calculating membrane potential from equilibrium potential
Equilibrium potential can be used to calculate membrane potential, but only in cells where the cell membrane is permeable to K+