Post on 03-Jan-2016
Transmission1. innervation
- cell body as integrator2. action potentials (impulses)
- axon hillock3. myelin sheath
4. synapses- presynaptic terminal- postsynaptic terminal- neurotransmitters- ligand-gated ions channels on postsynaptic membrane
Nervous System
A. Organization of neurons1. circuits for stimulus-response2. exchange of information
Figure 7.1
Membrane PotentialsA. Measured across the cell membrane
1. use internal and external electrodes- reference electrode and recording microelectrode
2. measure potential difference between ICF and ECF (voltage)3. determines Vm (membrane potential)
- intracellular potential relative to extracellular potential- extracellular potential considered zero
B. Resting potential Vrest
1. steady state negative potential of ICF- usually between -20 and -100 mV
2. reflects an electrical gradient (energy)
Electrical Properties of MembranesA. Conductance (g)
1. conferred by ion channels2. is inversely related to resistance
3. Ohm’s law: ∆Vm = ∆I x R∆Vm = change in voltage across the membrane
∆I = current across the membrane (in amps)
R = electrical resistance of the membrane (in Ohms)
Electrical Properties of Membranes
B. Capacitance (ability to store an electric charge)1. conferred by membrane itself
bilayer is an insulating layer separating charges
2. capacitative current- ability of ions to interact across the membrane without crossing the bilayer
Electrochemical Potentials
A. Factors responsible1. ion concentration gradients on either side of the membrane
- maintained by active transport
B. Gradients not just chemical, but electrical too1. electromotive force can counterbalance diffusion gradient2. electrochemical equilibrium
Nernst equation (pp. 69-71)1. What membrane potential would exist at the true equilibrium for a particular ion?
- What is the voltage that would balance diffusion gradients with the force that would prevent net ion movement?
2. This theoretical equilibrium potential can be calculated (for a particular ion).
Eion = RT ln [X]outside
zF [X]inside
ENa,K,Cl = RT PK [K+]out + PNa [Na+]out + PCl[Cl-]in
PK [K+]in + PNa [Na+]in + PCl[Cl-]outF_____________________________ln___
Goldman Equation
1. quantitative representation of Vm when membrane is permeable to more than one ion species
2. involves permeability constants (P)
pp 72-73
Resting Potential
A. Vrest
1. represents potential difference at non-excited state
-30 to -100mV depending on cell type
2. not all ion species may have an ion channel
3. there is an unequal distribution of ions due to active pumping mechanisms
- contributes to Donnan equilibrium- creates chemical diffusion gradient that contributes to the equilibrium potential
Resting Potential
B. Ion channels necessary for carrying charge across the membrane1. the the concentration gradient, the greater its contribution to the membrane potential
2. K+ is the key to Vrest (due to increased permeability)
- opening K+ channels will greatly alter Vrest