Electrical Properties of Neurons Flashcards
Charge (Q)
- The quantity of electricity
- Carried by ions
- Coulombs (C)
How much charge does a monovalent ion carry?
1.6 x 10 (^19)
Current (I)
The rate of flow of charge over time (amps)
Equation linking current (I) charge (Q) and time
Current = Charge / time
What does charge need to move?
- A mechanism to move (eg. ion channel)
- An ionic gradient or p.d.
Voltage (V), p.d.
- An unbalance in charge
- Arises due to difference in (+) and (-) ions across a membrane or boarder
- Provides ‘driving force’ for current
Resistance (R)
- The restriction of mvmt of charge
- Ohms
Conductance (G)
- Ease of mvmt of charged species
- Ohms (^1)
Ionic equilibrium
When ion mvmt due to charge and conc. gradients
Equilibrium potential (of a given ion)
The membrane voltage at which ionic equilibrium occurs
How can the membrane potential be changed v rapidly?
- Involves redistribution of ions:
- Need to alter membrane permeability (ie. alter membrane resistance or conductance through opening channels)
- Will allow ions to move across membrane
What information does the Nernst equation provide?
The factors affecting the equilibrium potential for a given ion.
At rest, what ion is the membrane typically permeable to?
K+
Difference btw Nernst eq. and Constant field eq.
The nernst equation only refers to the equilibrium potential of one ion whereas neural membranes are often permeable to more than one ion. GHK takes into account permeability of all the main permanent ions as membrane potential will reflect the equilibrium potentials of all the ions present.
What does the constant field equation calculate?
The membrane potential