Membrane Potentials Flashcards
Describe the distribution of Na+ and K+ across the neuronal cell membrane and predict in which direction these ions will flow passively, under the influence of their respective electrochemical gradients
Na+ : outside = 141mM
inside= 10-20mM
Equilibrium = 60mV
K+ outside=3.3 mM
inside = 120-140mM
Equilibrium = -90mV
Ca+ equilibrium = 180mV
Cl- Equilibrium = -70mV
At resting potential, Na+ (and Ca+): INWARD, causing depolarization
K+: OUT, causing hyperpolarization
Cl-: inward (usually), causing hyperpolarization (usually)
How do we calculate ion equilibrium potentials?
Nernst equation
The potential at which no net movement of K+ occurs is the equilibrium potential for K+( EK) and can be calculated by the Nernst equation.
How do the ion channels have an influence on the MP?
The Na+ into cell will increase resting potential of -65mVand the K+ out of the cell will decrease the resting potential.
open Na+ channels drive the MP toward Ena+ of 60mV.
open K+ channels will drive the membrane towards Ek+ of -90mV
What are the properties of ACTION POTENTIALS in neurones?
AP are brief electrical signals where polarity is reversed for about 2milliseconds.
Action potentials caused by Na and K (VOLTAGE-GATED) channels.
They are generated ONLY when a threshold is reached
They maintain a CONSTANT SIZE AND SPEED which allows travel over long distance.
What is the the ionic basis of the action potential in neurones?
when the threshold of excitation is reached, voltage activated sodium channels in the membrane suddenly open and Na+ ions flow into the cell (by both principles of diffusion and electrostatic pressure.)
This results in a change of membrane potential from -70mV to +30 or 50mV (because of the positively charged sodium ions entering the cell).
However, at the peak of Na+ flow, voltage-activated potassium channels are triggered which drive K+ ions near the membrane out of the cell (by the same forces), which causes the inside of the cell to have a negative value again - or in other words the cell is ‘repolarised’.
What does ABSOLUTE refractive period mean?
No matter how strong the stimulus, during this refractory period it is impossible for second AP as all the channels at this point are inactivated (not just closed)
What does refractory period mean?
If depolarisation is maintained channels will become INACTIVATED WHERE IT NO LONGER CONDUCTS and then repolarises to become closed again.
Inactivation contributes to the repolarizing phase of AP and is responsible for the refractory period
There is a separate inactivation gate in the channel which closes (he activation gate will remain open)
What is the process of impulse propagation in (un) myelinated nerve fibers?
The voltage-gated ion channels are known to be found within certain areas of the axonal membrane and initiate action potential, conduction, and synaptic transmission
The different states of the Na+ channel
Closed state
Depolarisation causes open state
Maintained depolarisation cause inactivation
Repolarizaion(from inactivated state causes the closed state
What causes Vm (membrane potential)?
Separation of opposite charges, ie cations (+) and anions (-) across the membrane.
In nerve cells on average Vm is -65mV
How do you generate a MP?
1) Selective permeability of the membrane to certain ions and concentration gradients exist across the membrane which allow for diffusion of ions down their own gradients. This results in a electrical potential which is the resting membrane potential.
In what ways does the membrane act as a capacitor?
It can compared o an elecrical device that stores charge; the net difference of the chare is shown through out the ICF (INSIDE) and ECF (OUTSIDE) beyond the membrane surfaces.
What is the driving force of ion transport across the membrane?
Ions are driven across the membrane at a rate proportional to the difference between the membrane potential (Vm) and the equilibrium potential Eion [i.e. the driving force (Vm – Eion)]
List the Equilibrium potentials for ions K, Na, Cl and Ca.
EK= 61 log10 [Ko]/ [Ki]
KNa = 61 log10 [Nao]/ [Nai]
KCl = -61 log10 [Clo]/ [Cli]
KCa = 30.5 log10 [Cao]/ [Cai]
How do we predict the resting membrane potential (Vm) ?
Goldman-Hodgkin-Katz (GHK) equations
membrane potential (Vm) is dependent upon their concentration gradients and their relative permeabilities
Watch out for Cl-: Inverting concentrations so [Cl-i] is on top allows for negative valency (-1) correction. ie. In [A]/[B] = - In [B]/[A]