6. Excitable Cells: Neural Communication Flashcards
(300 cards)
Define the membrane potential.
The electrical potential difference that exists between the inside of a cell and its surrounfdings.
How can membrane potentials be studied?
Using glass microelectrodes.
Describe which cations and anions have higher concentration intracellularly and extracellularly.
Higher intracellularly:
- Potassium
- Phosphate
- Protein
- Magnesium
- Hydrogen
Higher extracellularly:
- Sodium
- Chloride (NOTE: Varies a lot intracellularly)
- Calcium
- Hydrogencarbonate
What are the two types of gradient involved in membrane potentials?
- Chemical gradients
- Electrical gradients
What is the equilibrium potential?
For each ion, it is the potential at which the chemical gradient balances the electrical gradient so that there is no movement of ions through the respective channel.
What is another name for the equilibrium potential?
The reversal potential.
In a neurone, what is the equilibrium potential for potassium, sodium and chloride ions?
- Potassium = -90mV
- Sodium = +58mV
- Chloride = -60mV
What is the symbol for the membrane potential?
Em
What is the symbol for the equilibrium potential of potassium and sodium?
- Potassium = EK
- Sodium = ENa
Describe briefly how the membrane potential relates to the equilibrium potential of the different ions.
- The membrane potential is a balance between the different equilibrium potentials
- The membrane potential will be closer to the equilibrium potential of the ions with higher permeability
Describe why the resting membrane potential is closer to the potassium equilibrium potential than the sodium equilibrium potential.
The permeability of the membrane to potassium is much higher than to sodium.
What happens to the membrane potential when the permeability to a given ion is increased?
The membrane potential tends towards the equilibrium potential of that ion.
What equation can be used to calculate the membrane potential at any time?
Constant Field Equation (a.k.a. Goldman, Hodgkins & Katz equation)
NOTE: This is not core material.
State the Constant Field Equation (GHK equation).

What equation can be used to calculate the equilibrium potential for an ion?
Nernst equation
State the Nernst equation.

In the Nernst equation, when are the concentrations taken?
At equilibrium
When drawing models of cell membranes, what is it important to remember about the ions?
The ions of each side should usually ensure osmotic equilibrium.
What is the effect of increasing extracellular potassium concentration (K+o) on the membrane potential? Describe an experiment that showed this.
- As the extracellular potassium concentration increases, the membrane potential increases
- In Hodgkin and Horowicz’s 1959 experiment, this is a linear increase (according to the Nerst equation), but below 10mM potassium concentration, the line slopes off to the right -> This is due to some slight permeability of the membrane to sodium ions

State how the Nernst equation simplifies at RTP.

How can the effect of changing the extracellular concentration of an ion on the membrane potential be predicted?
By looking at the Constant Field equation.
What is the Gibbs-Donnan effect?
The movement olf charged particles near a membrane due to charged particles that are impermeable to the membrane, but can still exert an electric force.
Describe the double-Donnan distribution of cell membranes at rest.
- Intracellularly, there are negatively-charged proteins.
- Extracellularly, there is an excess of sodium ions.
- Both of these contribute to electric forces, but also ensure an osmotic equilibrium since the total number of ions intra and extracellularly should be roughly equal.
https://derangedphysiology.com/main/cicm-primary-exam/required-reading/cellular-physiology/Chapter%20121/gibbs-donnan-effect
Describe the pump-leak model of ion homeostasis.
- An Na+/K+-ATPase is used to pump 3 sodium ions out of the cell for every 2 potassium ions being pumped in
- This counteracts the leakage of sodium and potassium through leak channels and help to maintain constant concentrations at rest
























