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Open Worm Journal Club #2 C. Elegans body wall muscles are simple actuators Boyle & Cohen 2007
Equivalent circuit diagram
Hodgkin Huxley basics ,[object Object],[object Object],[object Object],[object Object]
Cell review
Hodgkin Huxley foundations ,[object Object],[object Object]
Hodgkin Huxley foundations ,[object Object],[object Object],[object Object],[object Object],[object Object],[object Object]
Hodgkin Huxley foundations ,[object Object],[object Object],[object Object],[object Object],[object Object]
Hodgkin Huxley foundations ,[object Object],[object Object]
Using those basics,  a general form can derived
General form of the Hodgkin-Huxley Equation Capacitance of membrane Voltage across the membrane Reversal potential of the i-th ion channel Conductance of the i-th ion channel Change of voltage across membrane over time
Equivalent circuit diagram Capacitance of membrane Voltage across the membrane Reversal potential of the i-th ion channel Conductance of the i-th ion channel Change of voltage across membrane over time
Nonlinear, voltage dependant conductances m and n are known as “activation variables”, while h is an “inactivation variable”.  All of them are functions of voltage as well
Nonlinear, voltage dependant conductances General form Maximal conductance Activation variable (unitless, real-valued from 0-1) Inactivation variable (unitless, real-valued from 0-1) Constant integers
Activation variable dynamics First derivative of an activation variable involves a time constant, a steady state value that is a function of voltage, and a function of the activation variable with respect to time.  Inactivation variable follows the same form.
Activation variable dynamics A different looking, but equivalent form splits the activation variable into an “alpha” and a “beta” function of voltage
Equivalent circuit diagram
Muscle cell with “arms” Cell Body 5 arms,  10 compartments each, passive currents Cell body, 1 compartment, active currents
The connectional currents Cell Body 1 n N Current flowing into body Current leaving the n-th cell Current entering the n-th cell Current leaking through the membrane of the n-th cell
The connectional currents Cell Body 1 n N Current flowing into body Current leaving the n-th cell Current entering the n-th cell Current leaking through the membrane of the n-th cell
body wall muscle cells (adult worm) cell lineage shown:
Cell Body Cell Body Cell Body Cell Body Cell Body Cell Body Cell Body Cell Body Cell Body Cell Body Cell Body Cell Body Quadrant 1 Quadrant 2 Quadrants of muscle cells
Their simplified quadrants of muscle cells Cell Body Cell Body Cell Body Cell Body Cell Body Cell Body Inter-muscular, Intra-quadrant gap junction currents.  Occurs between cell bodies Inter-quadrant gap junction currents. Occurs between tips of muscle arms. Quadrant 1 Quadrant 2
Equivalent circuit diagram

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Open worm journal club 2

  • 1. Open Worm Journal Club #2 C. Elegans body wall muscles are simple actuators Boyle & Cohen 2007
  • 3.
  • 5.
  • 6.
  • 7.
  • 8.
  • 9. Using those basics, a general form can derived
  • 10. General form of the Hodgkin-Huxley Equation Capacitance of membrane Voltage across the membrane Reversal potential of the i-th ion channel Conductance of the i-th ion channel Change of voltage across membrane over time
  • 11. Equivalent circuit diagram Capacitance of membrane Voltage across the membrane Reversal potential of the i-th ion channel Conductance of the i-th ion channel Change of voltage across membrane over time
  • 12. Nonlinear, voltage dependant conductances m and n are known as “activation variables”, while h is an “inactivation variable”. All of them are functions of voltage as well
  • 13. Nonlinear, voltage dependant conductances General form Maximal conductance Activation variable (unitless, real-valued from 0-1) Inactivation variable (unitless, real-valued from 0-1) Constant integers
  • 14. Activation variable dynamics First derivative of an activation variable involves a time constant, a steady state value that is a function of voltage, and a function of the activation variable with respect to time. Inactivation variable follows the same form.
  • 15. Activation variable dynamics A different looking, but equivalent form splits the activation variable into an “alpha” and a “beta” function of voltage
  • 17. Muscle cell with “arms” Cell Body 5 arms, 10 compartments each, passive currents Cell body, 1 compartment, active currents
  • 18. The connectional currents Cell Body 1 n N Current flowing into body Current leaving the n-th cell Current entering the n-th cell Current leaking through the membrane of the n-th cell
  • 19. The connectional currents Cell Body 1 n N Current flowing into body Current leaving the n-th cell Current entering the n-th cell Current leaking through the membrane of the n-th cell
  • 20. body wall muscle cells (adult worm) cell lineage shown:
  • 21. Cell Body Cell Body Cell Body Cell Body Cell Body Cell Body Cell Body Cell Body Cell Body Cell Body Cell Body Cell Body Quadrant 1 Quadrant 2 Quadrants of muscle cells
  • 22. Their simplified quadrants of muscle cells Cell Body Cell Body Cell Body Cell Body Cell Body Cell Body Inter-muscular, Intra-quadrant gap junction currents. Occurs between cell bodies Inter-quadrant gap junction currents. Occurs between tips of muscle arms. Quadrant 1 Quadrant 2