Physiology: Origin of Membrane Potentials Flashcards

1
Q

membrane potential (Em)

A

separation of opposite charges across the membrane

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2
Q

what happens in excitable cells when they’re excited

A

produce a rapid, transient change in Em

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3
Q

what types of cells are excitable

A

nerve and muscle

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4
Q

what causes cells to become excited

A

unequal distribution and selective movement of ions across the membrane

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5
Q

what are the conc. gradients for K+ and Na+

A

K+ is out, Na+ is in

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6
Q

at resting Em which ion is the membrane more permeable to

A

K+

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7
Q

what are the two opposing forces acting on K+

A
  • conc. gradient, tending K+ out

- electrical gradient, tending K+ in

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8
Q

what is Ek

A

K+ equilibrium potential when the conc. and electrical gradients balance

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9
Q

what value is Ek

A

~-90mV

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10
Q

what are the two opposing forces acting on Na+

A
  • conc. gradient, tending Na+ in

- electrical gradient, tending Na+ out

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11
Q

what value is ENa

A

~+60mV

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12
Q

what are the effects of Na+ and K+ on Em

A

large net K+ out moves Em towards -90mV, small net ok Na+ neutralising some of K+’s created potential

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13
Q

what value is Em

A

~-70mV

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14
Q

why is the value of Em closer to that of Ek than ENa but not identical to Ek

A

its closer to Ek due to its greater permeability but bot identical due to a small outward leak of Na+ down it s electrochemical gradient

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15
Q

how does Na/K ATPase affect Em

A
  • maintains the Na+ and K+ gradients
  • generates a hyperpolarising currents (more +ve out than in)
  • adds variable amounts to Em depending on membrane resistance and cell activity
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16
Q

what is the importance of Em

A

nerve and muscle cells rapidly and transiently alter Em in response to stimulation triggering nerve impulses/muscle contractions

17
Q

what is the Goldamn-Hodgkin Katz equation used for

A

calculate Em

18
Q

what is the Nernst equation used for

A

an ion’s equilibrium

19
Q

how do you a calculate divalent molecule’s equilibrium

A

divide by 2 (divide by its valency)