9 - Diffusion and membrane potential

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Which of the following formulas gives the closest approximation of the membrane potential at all times:

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25 Terms

1

Which of the following formulas gives the closest approximation of the membrane potential at all times:

Goldman equation:

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2

Which of the following equations is used to calculate the diffusion potential for non-selective membrane?

Nernst equation

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3

Which of the following equations is used to calculate the diffusion potential for non-selective membrane?

Nernst equation:

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4

How does the diffusion potential evolve with time?

the potential increases until reaching a maximum value (stationary point) then it decreases back to zero;

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5

What type of membrane allows for the generation of diffusion potential?

A permeable membrane: all ions can pass

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6

What kind of state is established between the extra and the intra-cellular spaces during constant membrane potential?

A stationary state

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7

What conditions are necessary for the generation of diffusion potential?

concentration gradient and ion species with different mobility;

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8

Choose the correct statement:

after reaching a maximum, the diffusion potential decreases to zero ;

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9

Choose the best definition for diffusion:

the directed motion of the molecules of the solute from area with high solute concentration toward area of low solute concentration;

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10

Choose the correct statement regarding the process of diffusion.

the rate of diffusion depends on the concentration gradient;

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11

Which of the following conditions are necessary for the generation of membrane potential?

regulation of ion traffic, and the maintenance of ionic concentration gradients

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12

Choose the correct statement regarding the relative electric load between the extra and the intra- cellular environments during the resting state of the cell:

extracellular space is positive relative to the intracellular space;

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13

Diffusion potential arises in a model system that satisfies the following conditions:

two electrolyte solutions of different initial concentrations (c1 ≠ c2) and different anion and cation mobility (u1 ≠ u2) are separated by a porous membrane;

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14

Membrane potential is defined as:

The potential difference between two points on both sides, and in close proximity, of the cellular membrane

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15

Choose the most precise definition of diffusion:

the spontaneous migration of substance from volume of high concentration into volume of low concentration due to the random thermal motion of the constituent particles;

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16

Diffusion potential is measured with:

voltmeter placed between the two compartments with different concentrations;

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17

How do cells maintain a lower sodium concentration on the intracellular side of the membrane?

with continuous use of energy of ATP;

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18

Equilibrium potential across the membrane is achieved when:

Forces due to concentration gradient = forces due to electric gradient

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19

Membrane potential is measured in units of:

Volts

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20

In a thermodynamic system under constant external conditions, the magnitude of the diffusion potential:

Approaches zero

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21

The magnitude of the diffusion potential in an isolated system which starts with off-equilibrium:

After reaching a maximum it decreases to zero

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22

In a thermodynamic system under constant external conditions, the diffusion potential:

has a different maximum value depending on temperature;

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23

The magnitude of the membrane potential in a thermodynamic system under constant external conditions:

has a different value under different temperature;

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24

OPEN - Why the Na+/K+ ATPase is considered a fundamental factor for the formation of the membrane potential?

â—Ź Na+/K+ ATPase maintains the ion concentrations across the membrane as well as osmotic equilibrium

â—Ź The main function of the N+/K+ ATPase pump is to maintain resting potential so that the cells will be keeping in a state of a low concentration of sodium ions and high levels of potassium ions within the cell (intracellular).

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25

Open - Sketch the time evolution of the diffusion and the membrane potentials on two separate sketches:

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