The Neuronal Membrane at Rest (Prof. Pedarzani) Flashcards

1
Q

What is the average Resting Membrane Potential (RMP) ?

A

-65mV

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2
Q

What are ion channels ?

A

Channels typically formed of 4-6 similar subunits surrounding a pore, allowing the passive flow of ions across the membrane along their electrochemical gradient. They are often selective and gated.

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3
Q

What are exchangers ?

A

Proteins that move ions across the membrane against their electrochemical gradient NRGetically fueled by the transport of other ions or solutes along their gradient.

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4
Q

What are pumps ?

A

Proteins that move ions across the membrane against their electrochemical gradient using the NRG released by ATP breakdown (hydrolysis).

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5
Q

What 2 factors determine current flow ?

How are they measured ?

A
Electrical potential (voltage) and electrical conductance. 
They are measured in Volts (V) and Siemens (S).
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6
Q

What is electrical resistance R ?

How is it measured ?

A

R = 1/g Ω (Ohms)

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7
Q

What is Ohm’s law ?

A

I = gV = V/R

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8
Q

How can the RMP be measured ?

A

By inserting a thin glass tube w/ an extremely fine tip (0.5μm) into the membrane. The tip is filled w/ a conductive salt solution and connected to a voltmeter that measures the potential difference between the tip of the micro electrode and a reference electrode placed outside the cell.

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9
Q

What is the equilibrium potential E ?

A

The electrical potential that exactly balances the concentration gradient

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10
Q

How sensitive is Vm (membrane potential) to ionic concentrations ?

A

One word: VERY.

Minuscule difference in ionic concentration cause large changes in Vm.

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11
Q

Where does the net difference in electrical charge occur ?

A

At the inside and outside surfaces of the membrane.

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12
Q

What is the driving force ?

A

Driving force = Vm - Eion

It shows that ions are driven across the membrane at a rate proportional to the difference between Vm and Eion.

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13
Q

If the concentration difference across the membrane is known for an ion, how can we calculate an equilibrium potential for that particular ion (if we know its charge) ?

A

By using the Nersnt equation :

Eion = (RT/Fz) * (ln ([ion]outside/[ion]inside))

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14
Q

What does the RMP depend on ?

A

The distribution of ions across the membrane (electrochemical gradient) and selective permeability for each ion.

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15
Q

Why is their an unequal distribution of ions across the membrane ?

A
Intracellular ions (mainly proteins) that cannot cross the membrane are electrically counterbalanced by a high concentration of intracellular K+ ions, so that the intracellular compartment is electrically neutral.
Conversely, Na+ has a higher concentration outside the cell.
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16
Q

What are the relative concentration of K+ and Na+ inside/outside the nerve cell ?
What are the electrochemical gradients for these 2 ions ?

A

[K+] intra = 100mM
[K+] extra = 5mM
[Na+] intra = 15mM
[Na+] extra = 150mM
K+ is pushed inside by electrical gradient but outside by concentration gradient
Na+ is pushed inside by both electrical and chemical gradient

17
Q

How permeable is the neuronal membrane to K+ and Na+ ?

A

With a Vm of -60mV, the membrane is 40 times more permeable to K+ than Na+.
There is, however, a steady leak of Na+ into the cell.

18
Q

The small amount of Na+ that does enter and the passive efflux of K+ would, in the long term, dissipate the concentration gradients of these two ions across the membrane.
How is this delt w/ ?

A

With the Na+/K+ATPase pump maintains the concentration gradient across the membrane.
For every hydrolyzed ATP, 3Na+ are pumped out of the call and 2K+ are pumped in.

19
Q

Who do we calculate the resting potential across the membrane w/ several different ions ?

A

By using the Goldman-Hodgkin-Katz equation.

The concentration difference and membrane permeability of each ions must be taken into account.

20
Q

What is the consequence of the high presence of K+ leak channels ?

A

The RMP is close to E for K+. Thus, Vm is particularly sensitive to changes in extracellular [K+].
The concentration of K+ is therefore tightly regulated in the brain e.g. by the blood-brain barrier and astrocytes (potassium spatial buffering.