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By Osmosis from Elsevier
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Get instant insights and key takeaways from this YouTube video by Osmosis from Elsevier.
Establishing Resting Membrane Potential
π The resting membrane potential is established by differences in ion concentration and charge across the cell membrane, as well as membrane permeability.
π§ Key concentration differences include higher , , and outside the cell, and higher and negative anions () inside.
π οΈ The sodium-potassium pump maintains gradients by moving three ions out for every two ions moved in, utilizing ATP.
Ion Equilibrium Potential (Nernst Potential)
βοΈ The equilibrium potential for an ion is reached when the outward concentration gradient force equals the inward electrostatic gradient force.
π For , this equilibrium potential is approximately -92 mV, balancing its high internal concentration against the negative charge attracting it back inside.
π§ͺ The equilibrium potential () for a single-charge ion is calculated using the Nernst equation: .
Calculating Resting Membrane Potential
π For ions with double charges like , the equation uses a different multiplier: .
π Based on typical concentrations, the equilibrium potentials for , , , and are , +67 mV, -86 mV, and +123 mV, respectively.
π The actual resting membrane potential is a weighted sum of these individual equilibrium potentials, determined by the relative permeability of each ion through the membrane channels.
Key Points & Insights
β‘οΈ permeability generally dominates, making the resting membrane potential closest to the equilibrium potential (e.g., -86 mV in the example calculation).
β‘οΈ Changing the cell's permeability to specific ions (by adding or removing ion channels) is the mechanism by which a cell can alter its resting membrane potential.
β‘οΈ The resting membrane potential is fundamentally a summation based on each ion's relative permeability across the membrane.
πΈ Video summarized with SummaryTube.com on Oct 27, 2025, 14:32 UTC
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Full video URL: youtube.com/watch?v=hk09AkV5_Kc
Duration: 7:22
Get instant insights and key takeaways from this YouTube video by Osmosis from Elsevier.
Establishing Resting Membrane Potential
π The resting membrane potential is established by differences in ion concentration and charge across the cell membrane, as well as membrane permeability.
π§ Key concentration differences include higher , , and outside the cell, and higher and negative anions () inside.
π οΈ The sodium-potassium pump maintains gradients by moving three ions out for every two ions moved in, utilizing ATP.
Ion Equilibrium Potential (Nernst Potential)
βοΈ The equilibrium potential for an ion is reached when the outward concentration gradient force equals the inward electrostatic gradient force.
π For , this equilibrium potential is approximately -92 mV, balancing its high internal concentration against the negative charge attracting it back inside.
π§ͺ The equilibrium potential () for a single-charge ion is calculated using the Nernst equation: .
Calculating Resting Membrane Potential
π For ions with double charges like , the equation uses a different multiplier: .
π Based on typical concentrations, the equilibrium potentials for , , , and are , +67 mV, -86 mV, and +123 mV, respectively.
π The actual resting membrane potential is a weighted sum of these individual equilibrium potentials, determined by the relative permeability of each ion through the membrane channels.
Key Points & Insights
β‘οΈ permeability generally dominates, making the resting membrane potential closest to the equilibrium potential (e.g., -86 mV in the example calculation).
β‘οΈ Changing the cell's permeability to specific ions (by adding or removing ion channels) is the mechanism by which a cell can alter its resting membrane potential.
β‘οΈ The resting membrane potential is fundamentally a summation based on each ion's relative permeability across the membrane.
πΈ Video summarized with SummaryTube.com on Oct 27, 2025, 14:32 UTC
Find relevant products on Amazon related to this video
As an Amazon Associate, we earn from qualifying purchases

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