introduction to neurochemistry i presentation by josh morrison for biochemistry ii february 21, 2005
TRANSCRIPT
Introduction to Neurochemistry I
Presentation by Josh Morrison for Biochemistry II
February 21, 2005
The Membrane Potential
• Vm is the symbol for Membrane Potential
• Vm is the electrical charge of a cell
• Present in all cells
Importance of Vm
• Source of potential energy for transporting ions and molecules across cell membrane i.e. Na/glucose cotransporter
• Determines if ion will be actively or passively transported across membrane
• Thus, to some extent, determines how cell will spend energy
Origin of Vm
• Vm is complex interaction between ion concentrations and the channels and pumps through which ions enter and exit cell
• To help understand the factors involved, let us look at a simple cell with only one positive and one negative ion
Simple Cell
• Recall physics. For electricity to exist, there must be a complete pathway for electron flow.
• Ion=charged particle (like electron). Thus, flow of ions equals electric flow.
Simple cell con’t
• Let’s say that the positive ion flows through channel from high concentration to low concentration (selective permeability)
• However, flow of charged particle causes electrical charge of cell to shift (from neutral to positive)
• Shift in electrical properties of cell disfavors flow of positive charge out of cell
Flow of ions in simple cell
Lecture #2 From Dr. James A. Murray’s Website http://faculty.uca.edu/%7Ejmurray/BIOL4425/lec/lectures.asp
Nernst Equation
Eion=(RT)/(zF) log [ion]o / [ion]i
Or
Eion=58/charge log [ion]o / [ion]i
Nernst Equation
• Predicts Vm value for cell whose membrane is permeable to one ion
• Example calculation for K+
EK= 58/+1 log [5mM] / [125mM] = -81 mV
• Limits of Nernst
Wrap Up of Vm
• Real cells are permeable to many different ions
• Membrane’s permeability to ions major factor in determining what Vm (illustrated by Goldman-Hodgkin-Katz Eq.)
• Thus, the most conductant ion will have the greatest effect on Vm
Resting Potential
Lecture #2 From Dr. James A. Murray’s Website http://faculty.uca.edu/%7Ejmurray/BIOL4425/lec/lectures.asp
Spike Initiation Zone
Myelin is actually Schwann cell wrapped around axon multiple times
The Action Potential
Action Potentials
• Mode of Communication in Neurons
• Intensity (frequency) determines magnitude of response
• Initiation-Propagation-Termination
Initiation
• Occurs only in SIZ
• Initially, only leak channels open (K+)
• Slight depolarization to threshold opens Voltage-gated Na channels (VGNaC)
• Na flows with electrochemical gradient, causing further depolarization
• All-or-none response
Action potential initiation
S.I.Z.
Lecture #5 From Dr. James A. Murray’s Website http://faculty.uca.edu/%7Ejmurray/BIOL4425/lec/lectures.asp
Propagation
• Local Circuit Currents—Na diffuses down axon and depolarizes other places in axon
• AP Initiate in these nearby areas
• Saltatory conduction of AP due to myelin
Propagation
Lecture #5 From Dr. James A. Murray’s Website http://faculty.uca.edu/%7Ejmurray/BIOL4425/lec/lectures.asp
Voltage Gated K channels also in area around node
Potassium leak channels present throughout neuron
VGNaC found only on the nodes
Termination
• VGNaC inactivate—cause repolarization
• At the same time, the depolarization has cause VGKC to open—speed repol
• Flow of K out of cell causes hyperpolarization
• Refractory Period—prevents “backwards” movement of AP
Action potential termination
Lecture #5 From Dr. James A. Murray’s Website http://faculty.uca.edu/%7Ejmurray/BIOL4425/lec/lectures.asp
Ig loop (H-gate)
http://wilkes-fs1.wilkes.edu/~terzaghi/BIO-226/lectures/13.html
Role of S4 helix in gating
Activation of sodium channel through S4 movement (M-gate)
Outside
Cytosol
Ready state: No Na entry
(Vm=-70 mV)
Active State: Na enters
(Vm=threshold)
depol
time
H-gate inactivates sodium channel once Vm cytosol becomes positive
Ready InactiveActive
H-gateM-gate
Lecture #5 From Dr. James A. Murray’s Website http://faculty.uca.edu/%7Ejmurray/BIOL4425/lec/lectures.asp
Na+