Electrochemical Equilibria Flashcards

1
Q

What is an electrode?

A

Metal/glass extruded to a fine point filled with fluid, and a wire

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2
Q

When you measure intracellular electrical activity where is the electrode?

A

Inside the cell

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3
Q

When you measure extracellular electrical activity where is the electrode?

A

Outside the cell

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4
Q

What is patch clamping?

A

Electrodes sealed to cell surface

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5
Q

What is the structure of the apparatus used to measure electrical activity?

A

Electrodes fixed onto holders which are mounted onto micromanipulators

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6
Q

How do you observe cells when measuring electrical activity?

A

Phase-contrast microscopy

Cells only Petri dish

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7
Q

What is the intracellular range of potential?

A

100mV

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8
Q

What is the extracellular range of potential?

A

0.1mV

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9
Q

What allows electrochemical gradients to be established? (3)

A

Pumps move ions against their concentration gradient

Ion movement via channels is restricted/very slow

Membrane stores ionic charges on its inner and outer surfaces

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10
Q

What is capacitance?

A

The amount of electrical charge a cell can store on its inner and outer surface

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11
Q

Why can cells store ionic charges on its inner and outer membrane?

A

Ions have hydration shells

Interact with hydrophilic/polar phospholipid heads

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12
Q

What is electrical work done?

A

Energy required to separate oppositely charged ions across a membrane

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13
Q

What is voltage?

A

A measure of work done in separating charges across a membrane

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14
Q

What is the equilibrium potential?

A

When there is no net movement of ions

OR

When the electrical force/work done exactly balances the osmotic force/work done

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15
Q

How do you calculate the concentration gradient for a positive ion?

A

Concentration of ion outside divided by concentration of ion inside

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16
Q

What opposes electrical work?

A

Osmotic work

17
Q

What is the Nernst equation?

A

E = (RT)/(zF) . ln(concentration gradient)

18
Q

What is the Nernst equation for a monovalent ion?

A

E = 58 log(concentration gradient)