Nernst Potential and Equation
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Questions and Answers

What is the primary function of the Nernst potential in a cell?

  • To regulate the direction and magnitude of ion fluxes across the cell membrane (correct)
  • To facilitate the transport of molecules across the cell membrane
  • To maintain the structure of the cell membrane
  • To generate action potentials in neurons

What is the unit of the Nernst potential?

  • millimoles per liter
  • amperes per second
  • joules per kilogram
  • volts (correct)

What is the value of the Nernst potential for potassium ions at a given temperature and concentration gradient?

  • 71.5 mV * log([K+]out / [K+]in)
  • -85.5 mV * log([K+]out / [K+]in) (correct)
  • 61.5 mV * log([K+]out / [K+]in)
  • 85.5 mV * log([K+]out / [K+]in)

What is the role of the gas constant in the Nernst equation?

<p>It is a constant that relates the energy of the ion to the temperature (B)</p> Signup and view all the answers

What is the significance of the Nernst potential in muscle contraction?

<p>It determines the direction of ion fluxes across the muscle cell membrane (B)</p> Signup and view all the answers

What is the relationship between the Nernst potential and the resting membrane potential of a cell?

<p>The Nernst potential determines the resting membrane potential of a cell (D)</p> Signup and view all the answers

Study Notes

Nernst Potential

Definition

  • The Nernst potential is the potential difference across a cell membrane that exactly balances the tendency of an ion to diffuse due to its concentration gradient.

Formula

  • The Nernst potential (E) can be calculated using the Nernst equation:
E = (RT/nF) \* ln(C2/C1)
  • Where:
    • E = Nernst potential (in volts)
    • R = gas constant
    • T = temperature in Kelvin
    • n = charge of the ion
    • F = Faraday's constant
    • C2 and C1 = concentrations of the ion inside and outside the cell, respectively

Calculation of Nernst Potential for Specific Ions

  • Sodium (Na+): E = 61.5 mV * log([Na+]out / [Na+]in)
  • Potassium (K+): E = -85.5 mV * log([K+]out / [K+]in)
  • Chloride (Cl-): E = -71.5 mV * log([Cl-]out / [Cl-]in)

Importance

  • The Nernst potential is crucial in understanding the resting membrane potential of a cell, as it determines the direction and magnitude of ion fluxes across the cell membrane.
  • It plays a key role in regulating various cellular processes, including muscle contraction, nerve impulses, and cell signaling.

Nernst Potential

Definition

  • The Nernst potential is the potential difference that balances the tendency of an ion to diffuse due to its concentration gradient across a cell membrane.

Formula

  • The Nernst potential (E) can be calculated using the Nernst equation: E = (RT/nF) * ln(C2/C1)
  • The variables in the Nernst equation are:
    • R: gas constant
    • T: temperature in Kelvin
    • n: charge of the ion
    • F: Faraday's constant
    • C2 and C1: concentrations of the ion inside and outside the cell, respectively

Ion-Specific Calculations

Sodium (Na+)

  • The Nernst potential for sodium ions can be calculated using the equation: E = 61.5 mV * log([Na+]out / [Na+]in)

Potassium (K+)

  • The Nernst potential for potassium ions can be calculated using the equation: E = -85.5 mV * log([K+]out / [K+]in)

Chloride (Cl-)

  • The Nernst potential for chloride ions can be calculated using the equation: E = -71.5 mV * log([Cl-]out / [Cl-]in)

Importance

  • The Nernst potential determines the direction and magnitude of ion fluxes across the cell membrane.
  • It plays a crucial role in regulating cellular processes, including:
    • Muscle contraction
    • Nerve impulses
    • Cell signaling

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Description

Learn about the Nernst potential, a crucial concept in cell membrane biology, and how to calculate it using the Nernst equation. Understand the formula and its components.

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