Membrane Potentials Flashcards

1
Q

Define membrane potentials.

A

Difference between electrical charge inside the cell compared to outside

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2
Q

Is membrane potential quantifiable?

A

YES
- If there are more positively charged ions outside the cell compared to inside, there is an electrical difference since outside is more positive
- This can be measured using a voltmeter in mV

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3
Q

What allows membrane potential to be managed in cells?

A

Ions don’t move freely through bilayer.

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4
Q

What would occur to membrane potential if a channel protein is inserted into membrane?

A
  • Ions will move down concentration gradient
  • EXAMPLE: Movement of positively charged ions out of cell cause inside of cell to become more progressively negative
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5
Q

What can happen if membrane potential rises?

A

Intracellular changes e.g release of chemicals

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6
Q

Give examples of electrically active cells.

A
  • Neurons
  • Muscle cells - contraction occurs upon a change in membrane potential
  • Pancreatic cells - alter electrical activity to regulate blood glucose
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7
Q

Ion distribution between intracellular and extracellular space is uneven. What does this allow?

A

Concentration gradients

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8
Q

Why does potassium favour outward movement?

A

Intracellular [K+] > Extracellular [K+]
- Moves down concentration gradient

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9
Q

Why does sodium favour inward movement?

A

Intracellular [Na+] < Extracellular [Na+]
- Moves down concentration gradient

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10
Q

What charge do proteins have? Are they permeable to the membrane?

A
  • Negative
  • No
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11
Q

Describe maintenance of resting membrane potential in neurons.

A
  • Mediated by potassium ions out of cell to maintain negative potential
  • Permeability is 1
  • Relative permeability of sodium is 0.04 and chloride is 0.45
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12
Q

Describe the Gibbs-Donnan effect.

A
  • Positively charged ions move down a concentration gradient until two sides are of equal concentrations i.e chemical potential
  • Negatively charged ions will attract positively charged ions in opposite direction to concentration gradient i.e electrical potential
  • Ions become unevenly distributed
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13
Q

When is the Nernst equation used?

A
  • Find equilibrium potential
  • Opposing forces from the Gibbs Donnan effect are equal so no net movement of ion across membrane
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14
Q

Outline the Nernst equation.

A

𝐸_π‘₯=(𝑅 𝑇)/(z 𝐹) x ln(𝑋_π‘œπ‘’π‘‘/𝑋_𝑖𝑛)

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15
Q

What is the resting membrane potential of a neuron at rest?

A

-70 mV

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16
Q

If a cell is only permeable to potassium, what would resting membrane potential be expected to be?

A
  • Expected to be close to equilibrium potential of potassium
17
Q

When would the Goldman-Hodgin-Katz equation be used?

A
  • Cell is permeable to various ions
  • Uses relative permeabilities and concentrations of ions to find a cell’s resting membrane potential
18
Q

What has the largest effect on resting membrane potential?

A

POTASSIUM - due to its high permeability

19
Q

Resting membrane potential of a cell is measured to be -75 mV. What contributes to it/

A
  • -70 mV from β€˜leak’ channels - allowing specific ions to move down concentration gradient
  • -5 mV from sodium potassium ATPase
20
Q

How does the sodium potassium ATPase work?

A
  • Uses ATP since ions moved against concentration gradient
  • 3 sodium ions moved out of cell in exchange for 2 potassium ions into cell
  • Inside becomes slightly more negative than outside
21
Q

Resting membrane potential is close to equilibrium potential of potassium in neurons. What can be inferred from this?

A
  • Potentials are close - potassium plays role in determining RMP
  • RMP slightly more positive than Ek so other ions are involved
22
Q

In cardiomyocytes, RMP is closer to Ek (iin relation to the neurons)?

A
  • RMP determination is more influenced by potassium ions in cardiomyocytes, compared to neurons