Membrane Potential and Ion Channels Flashcards
Synaptic Transduction
Excitability
Excitability refers to the ability of a cell to generate action potentials, which means a transient depolarization and repolarization of the cell’s membrane potential.
Free Energy of Transport Equation
Cellular vs Blood Ions
The asymmetry in Na+ and K+ concentrations in the blood and cytoplasm is due to the activity of. . .
Na+ / K+ ATPase:
Transports 3 Na+ ions out of the cell and 2 K+ into the cell.
The asymmetry in Ca2+ concentration between the SR and cytoplasm is due to the activity of. . .
SERCA pumps
Balance of Electrical and Concentration Gradients Across a Selectively Permeable Membrane
You set up a selectively permeable membrane, only permeable to potassium, and allow potassium to diffuse. If you measured the potassium concentrations in the two compartments after opening the channels, what would the difference be?
Almost nothing! It would hardly be detectable. Note that it only takes a limited number of potassium ions to move across the membrane to develop a difference in voltage.
Resting voltage for a selectively potassium permeable membrane
Resting voltage for a selectively sodium permeable membrane
Nernst Potential equation for ion transport
The Nernst potential for any given ionic species is the membrane potential at which the ionic species is in equilibrium; i.e., there is no net movement of the ion across the membrane. Therefore, the Nernst potential for an ion is referred to as the equilibrium potential (Veq.) for that ion.
REMEMBER: For ion transport, the negative sign is removed from the Nernst equation. Bear in mind whether your ion is positive or negative!!!!!! That will determine the sign of the z variable. It is assumed to be POSITIVE as a default, as in concordance with the standard assumption of positive current flow in physics.
By convention, membrane potential is typically descirbed as. . .
The inside to outside potential
In other words, always use [X]out/[X]in
Goldman equation
Where Px is the permeability of ion x.
Note that this is simply a summation of Nernst potentials for the ions, and that whether it is in/out or out/in depends on the ion’s charge and therefore sign.
A sudden change in the extracellular potassium concentration can cause life-threatening arrhythmias and may lead to a complete loss of neuronal excitability. Use the Goldman Equation and the data given regarding the intracellular and extracellular concentrations of each ion as well as their membrane permeability to calculate the transmembrane potential as the extracellular concentration of potassium is raised from 4.5 to 100 mM in increments of 5 mM; contrast this to a similar calculation on raising the extracellular sodium concentration from 135 mM to 235 mM in increments of 5 mM.
RT/F
0.02699