week 11 Flashcards
what is ohms law
Movement of a dissolved, charged particle - i.e. an ion - across a
lipid membrane depends on:
▪ The charge of the particle
▪ The difference in distribution of charges across the
membrane – this separation in charges is represented by
voltage
* Voltage is a type of potential energy → how much work it
takes to move a charged particle through an electric field
▪ The permeability of the membrane to the charged particle
Ohm’s law is most
useful when thinking about
unequal distributions of
charges very close on either
side of a membrane
The Nernst potential is the membrane potential at
which the ……
A balance is reached between?
inward and outward movement of an ion
through a channel is balanced and equal
- The diffusional force (movement of an ion down
its concentration gradient)
▪ The electrical force (attraction or repulsion based
on the charge of the ion and the charge across the
membrane)
Diffusional forces and electrical fields are very small at
large distances
what does nernst potential not include?
- flow of ions (current) or the
resistance of the membrane to flow…
▪ It describes the energy gradient
the electric field declines very rapidly as charges are separated by
distance
(ohms law)
what is needed for nernst potential
60 mvl / the charge and valence of P (anions are negative)
log 10
= ratio of intracellular:extracellular concentrations of X
Describes the voltage across a membrane that is
permeable to X given the ratio of [X] inside:outside
the ions …. to the membrane have the most effect on nernst potential
closest
At rest, neurons typically have a membrane potential that is close to the Nernst potential for
K+
The membrane
potential of any cell
depends on:
- The relative
permeability of
the membrane to
each ion - The concentration
of the ion on
either side of the
membrane
If the membrane potential is close to the Nernst
potential of a particular ion, it usually means that
the membrane is more permeable to that ion
The membrane potential is about …. in many neurons
-75 mV
Why is the membrane potential of a neuron close to, but not the same, as the equilibrium (Nernst) potential for K+?
because there are other ions
what is the concept of the Goldman Field equation
that the concentration of one electrolyte has effects on the others
The potential across the membrane depends on
concentration gradients and the permeability (or its
inverse, the resistance) of the membrane to each ion
Channels are often
dynamic
-They can open or close in response to a variety of stimuli…
▪ which means membrane permeability and the membrane
potential can change, often very quickly
what are the main four types of channels
- Voltage – voltage-gated channels
▪ Stretch or mechanical deformation – mechanoreceptors or
osmoreceptors
▪ Intracellular messengers
▪ Extracellular messengers – ionotropic receptors
- A ligand binds to a receptor which is also a channel –
binding opens the channel, and allows an ion across the
membrane
An action potential Requires
- the presence of sodium voltage-gated channels
(or sometimes calcium voltage-gated channels)
▪ Relies on positive feedback
▪ Always results in a membrane voltage change that is the same size
▪ Occurs very quickly – the membrane becomes more
positive (depolarized) in a matter of milliseconds
Where do action potentials occur?
The axon hillock, the axon (or in myelinated axons the nodes of Ranvier) and the synaptic terminals possess a large population of sodium voltage-gated channels (Na+ VGC) in the membrane
K+ VGC are also present in these areas – they help to
quickly terminate the action potential
…. starts an action potential …. ends an action potenial
sodium
potasssium
… Na+ out … K+ in
3
2
K+ concentrations are …inside the axon, and ….outside
high
low
K+ is high inside the axon, therefore ..
it diffuses out
what is the resting membrane potential
-70mV