Lecture 9: Modeling Cell Membrane Circuits
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Questions and Answers

What does the lipid bilayer of a cell membrane represent in the equivalent circuit model?

  • Capacitor (correct)
  • Voltage source
  • Inductor
  • Resistor
  • What is the primary role of the Na+/K+ pump in the equivalent circuit model for a plasma membrane?

  • To create capacitance
  • To charge the circuit (correct)
  • To act as a variable resistance
  • To provide passive conductance
  • In the equivalent circuit model, how are the leak channels for each ion represented?

  • As a single capacitor
  • As multiple variable resistances
  • As a fixed voltage source
  • As one equivalent resistance (correct)
  • What is the unit of capacitance for a cell membrane in the equivalent circuit model?

    <p>μF/cm2 (C)</p> Signup and view all the answers

    Why are the voltage-gated ion channels represented as variable resistances?

    <p>Because their resistance varies with the applied voltage (B)</p> Signup and view all the answers

    Study Notes

    Lecture 9: Modeling Cell Membrane into Electric Circuit

    • The lipid bilayer is modeled as a capacitor.
    • Cell membrane capacitance is approximately 1 µF/cm².
    • Ion channels are represented as resistors with specific resistance (Conductance = 1/R).
    • Equilibrium potential for each ion is modeled as a battery.
    • Na+/K+ pumps are modeled as generators.

    Equivalent Circuit Model

    • The lipid bilayer is represented as a capacitor.
    • The capacitance for a cell membrane is approximately 1 µF/cm².
    • Ion channels are represented by resistors, each with specific resistance (conductance denoted as g = 1/R).
    • The equilibrium potential for each ion is represented by a battery across the channel.
    • Na+/K+ pumps are modeled as generators working in opposite directions to the passive currents.

    Equivalent Circuit Model (Detailed)

    • The plasma membrane is modeled as a capacitor (separates charge, insulator).
    • Capacitance (C) = Q/V, where Q is charge and V is Voltage (Farads: F)
    • Ion channels are conductors (Siemens: S), allowing charge flow through the membrane.
    • Conductance (G) = 1/Resistance (R)
    • Voltage (Vm) is the potential difference across the membrane.
    • The source of voltage is the battery.
    • Ohm's Law: Current (I) = Voltage (V)/Resistance(R) = Conductance (G) x Voltage (I = GV).

    Equivalent Circuit Model Variations and Scenarios

    • Scenario 1 (No concentration gradient): The only force acting on ion movement is the membrane potential (Vm).

      • Potassium ion current (iK+) = Conductance (gK+) x Membrane potential (Vm) (iK+ = gK+ Vm).
    • Scenario 2 (Concentration gradient present): The equilibrium potential of the ion is the only force influencing ion motion.

      • Potassium ion current (iK+) = - Conductance(gK+) x Equilibrium potential (Ek+) (iK+ = -gK+ Ek+)
    • Scenario 3 (Both concentration and membrane potentials present): Both influence ion movement.

      • Potassium ion current (iK+) = Conductance (gK+) x (membrane potential-equilibrium potential) (iK+= gK+ (Vm - Ek+))
    • Na/K pump acts as a generator to create a voltage difference and this charge difference generates a driving force.

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    Description

    Explore the complex modeling of cell membranes as electric circuits in this detailed quiz. Learn how the lipid bilayer acts as a capacitor, ion channels function as resistors, and the roles of pumps and equilibrium potentials. Perfect for students studying cellular biology and bioelectrics.

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