w-1 ion gradients and membrane potential Flashcards

1
Q

How can we measure neuron signals?

A
  • Recording electrodes measure the difference in electrical potential (created by the
    charge of ions) relative to reference electrode
  • Used to measure the flux/change of cumulative ion charge near or inside a neuron
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2
Q

Define stimulating/recording electrical signals in neurons

A
  • Stimulating electrode is used to inject current (charge) into the neuron
  • Changes in membrane potential are measured with the recording electrode
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3
Q

Membrane potential in neurons:

A

Electrical potential (membrane potential or Vm)
caused by differences in ion concentration across
the cell membrane

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4
Q

How are ion gradients established?

A
  • Ion gradients are maintained by active transport proteins that move ions against their concentration gradients using ATP.
  • Key Players:
  • Na⁺/K⁺ ATPase (Sodium-Potassium Pump): Pumps 3 Na⁺ out, 2 K⁺ in, creating high Na⁺ outside and high K⁺ inside.
  • Calcium Pumps (Ca²⁺ ATPase): Actively remove Ca²⁺ from the cytoplasm, keeping intracellular Ca²⁺ levels low.
  • Cl⁻ Transporters: Help regulate chloride ion distribution across the membrane.
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5
Q

How do ion gradients create membrane potential?

A
  • The membrane potential is the electrical charge difference across the neuronal membrane, created by ion gradients and selective permeability.
  • Resting Membrane Potential (RMP) (~ -70 mV):
  • More Na⁺ outside, K⁺ inside (due to Na⁺/K⁺ pump).
  • K⁺ leak channels allow some K⁺ to exit, making the inside more negative.
  • Large anionic proteins inside the neuron contribute to the negative charge.
  • Key Concepts:
  • Selective permeability: More permeable to K⁺ than Na⁺, causing net negative charge inside.
  • Electrochemical gradient: Balances diffusion forces and electrical attraction/repulsion of ions.
  • Nernst Equation & Goldman Equation help calculate membrane potential based on ion distribution.
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6
Q

__________ __________ and ____ ________ enable
ion movements across cell membranes

A

Active transporters and ion channels

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7
Q

the flow/flux of ions across the membrane (through ion channels)…

A

establisheds an opposing electrical gradient (membrane potential)

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8
Q

the movement of ions with the chemical gradient establishes an…

A

electrical potential (gradient) in the immidiete vicinity of the cell membrane that balances the chemical gradient

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9
Q

the nerst equation:

A

lets you figure out what the equilibrium potential is for each ionic species, which is necessary for predicting the flow of current through an ion channel under varying conditions

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10
Q

membrane potential influences ion fluxes:

A
  • changing the membrane potential changes the flow of ions
  • can drive the flux against (up) the gradient
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11
Q

Why don’t ions diffuse freely across the cell membrane?

A
  • The lipid bilayer of the cell membrane is hydrophobic, preventing ion movement.
  • Ions require ion channels or transporters to cross the membrane.
  • Selective permeability ensures controlled ion movement, essential for neural signaling.
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12
Q

How are ion gradients formed and maintained?

A

Active transporters:
Na⁺/K⁺ ATPase – Moves 3 Na⁺ out, 2 K⁺ in (requires ATP).
Ca²⁺ pumps – Maintain low intracellular calcium.
Ion channels:
K⁺ leak channels – Allow some passive K⁺ movement.
Voltage-gated channels – Open in response to signals, helping regulate ion flow.
These mechanisms establish the resting membrane potential (~ -70mV).

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13
Q

What is the equilibrium potential of an ion and how can it be calculated?

A
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14
Q

Why does the net charge of all the ions in the cytoplasm/extracellular space differ from the charge difference across the membrane?

A
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15
Q

Why doesn’t the measured resting membrane potential of a neuronal membrane perfectly match the slope of the Nernst equation for potassium?

A

The Nernst equation considers only one ion (K⁺), but resting membrane potential (Vm) is influenced by multiple ions (Na⁺, Cl⁻, K⁺, etc.).
Na⁺ leak channels allow some Na⁺ entry, slightly depolarizing Vm above E_K.
The Goldman-Hodgkin-Katz equation is more accurate because it accounts for multiple ion contributions.

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