The Membrane Potential Flashcards

1
Q

Nernst Equation

A

Eion = k(ln[ion]outside - ln[ion]inside)
or Eion = RT/(zF)ln([ion]outside/[ion]inside)
Eion = 58mV/z
log([ion]outside/[ion]inside)

(The equilibrium potential of an ion is equal to the gas constant times absolute temperature divided by the valence of the ion in question (z) and the Faraday constant times the natural logarithm of the concentration of ions on the outside divided by the concentration of ions on the inside)

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2
Q

Coulomb

A

the measure of electrical charge of a particle

The quantity of charge transported in one second by a current of one ampere

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3
Q

Charge of a proton

A

1.6x10^-19 C

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4
Q

Avogrado’s number

A

6.022x10^23

Number of molecules in one mole of any substance

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5
Q

Faraday constant

A

The total charge on a mole of any monovalent ion

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6
Q

Potential differences in cells are always expressed in terms of the ___ of a cell relative to the ___.

A

inside, outside

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7
Q

R =

A

E (Potential difference/voltage(work)) / I (Current or net flow of charge)

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8
Q

Conductance

A

Reciprocal of resistance

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9
Q

High salt concentrations are (outside/inside) of the cell

A

inside

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10
Q

(T/F) The ions on one side cannot interact electrostatically with ions on the other side because the membrane is too thick.

A

False

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11
Q

The net ____ (+/-) charge on a cell is distributed evenly throughout the cell. (True or false)

A

negative (-),

false

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12
Q

The rate of flow of an ion across the plasma membrane is determined by

A

The concentration gradient (the difference in the concentrations of the ion on the two sides of the membrane)

The voltage difference across the plasma membrane

The conductance of the ion channels (the ease with which ions move through the ion channels across the membrane).

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13
Q

RT/F at room temperature

A

58mV

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14
Q

RT/F at 37 degree celsius

A

61mV

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15
Q

Donnan equilibrium

A

The product of the concentration of potassium and chloride ions outside the cell is equal to the product of the concentration of potassium and chloride ions inside the cell (at electrochemical equilibrium, the equilibrium potential for potassium and chloride is equal)

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16
Q

The neuron cell membrane is permeable to (2 ions)

A

potassium and chloride

17
Q

Sodium is more concentrated on the ____ of the cell and potassium is more concentrated on the ____ of the cell.

A

outside,

inside

18
Q

Sodium potassium pump

A

3 Sodium and 1 ATP bind to the inside of the protein and the sodium leaves the pump, and 2 potassium ions are pumped in

19
Q

Goldman equation

A

Em = 58mV*log( (pK[K+]outside+pNa[Na+]outside+pCl[Cl-]inside) / (pK[K+]inside+pNa[Na+]inside+pCl[Cl-]outside)

Simplified to Em = 58mV*log( ([K+]outside+b[Na+]outside) / ([K+]inside + b[Na+]inside) ), where b = the ratio of sodium to potassium permeability (0.02 in nerve cells) because in nerve cells, the contribution of chloride to the resting membrane potential is quite small

20
Q

Passive membrane properties

A

transmembrane resistance (resting),
axial resistance,
membrane capacitance

21
Q

Input resistance

A

Change in voltage over current

The specific membrane resistance divided by the membrane area

22
Q

The units of membrane resistance

A

ohm cm^2

23
Q

The specific membrane resistance is a function of ___.

A

the density of ion channels and their conductance

24
Q

Axial resistance is due to

A

intracellular fluid (it’s also known as longitudinal resistance)

25
Q

Length constant

A

lambda = the square root of membrane resistance/axial resistance

Defined as the distance over which and electronic potential decrements to 37% of its original peak value

26
Q

Membrane voltage at any point on the membrane

A

Vx = V0*e^(-x/lambda)

27
Q

There are higher concentrations of voltage dependent sodium channels at the ____ and input there will be especially effective.

A

axon hillock

28
Q

_____ is responsible for the gradual buildup and decline of potentials.

A

Capacitance (specifically membrane)

29
Q

Membrane time constant

A

tau = the product of membrane capacitance and membrane resistance

time necessary for the electronic potential to decrement to 37% its original peak value.

30
Q

How to calculate the duration of the synaptic potential

A

V = Vmax*e^(-t/tau)