resting membrane potential

    Cards (10)

    • maintaining ion gradients
      sodium potassium pump (NA+/K+ ATPase)
      • needs atp
      • 3NA+ out and 2K+ in
    • membrane potential
      ion concentration gradients result in separation of electrical charge across cell membrane
      • inside more negative than outside
      • Inside voltage (Vi) = -70mV
      • Outside voltage (Vo) = 0mV
      • Membrane potential (Em) = Vi – Vo
    • maintaining resting membrane potential
      sodium potassium pump
      • maintains ion gradients
      • electrogenic - loses one positive on inside making inside more negative
      K+ leak channels
      • pores in membrane
      • K+ moves out cell down conc. gradient
      • net movement positive charge out cell
    • function of membrane potential
      Homeostatic - maintains osmolarity
      rapid signalling and communication
      • action potentials
      • receptor potentials
      • post synaptic potentials
      energy source:
      • drives transmembrane transport processes
    • Polarisation
      Depolarisation - membrane potential more positive
      Hyperpolarisation - potential more negative
    • ion movement across semi - permeable membrane
      concentration gradient - high to low
      electrical gradient - attraction to opposite charge
    • electrochemical equilibrium
      point at which number of ions moving along conc. gradient is equal to number moving along electrical gradient
      • overall no net movement X, where x is a specific ion
      • The membrane potential required to produce this electrochemical equilibrium for a specific ion is known as the equilibrium reversal potential, Ex - x is a specific ion
      REVERSAL POTENTIAL CALCULATED USING NERNST EQUATION
       
    • NERNST EQUATION
      • usually biological systems so temp - 310K
    • if membrane permeable to one type of ion
      membrane potential equals reversal potential
      = Nernstian
    • Permeable to more than one type
      membrane potential does not equal reversal potential
      USE GOLDMAN-HODGKIN-KATZ (GHK) EQUATION
      P = permeability
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