Module 2 - Cellular Neuroscience Flashcards
L2.1 - Describe the morphology of neurons
Dendritic spines, dendrites, soma, axon hillocks (intermediate zone sometimes overlaps), axon (myelinated with nodes of Ranvier), axon terminals with boutons
L2.1 - Subdivide neurons into different classes
Unipolar (embryonic), bi-polar (retina), pseudo-unipolar (somato-sensory), multipolar (motor)
L2.1 - Describe the morphology of glial cells
Supporting cells, found in 1:4 in the cortex (less in cerebellum – 1:4) – different for CNS/PNS
They’re smaller than neurons but their morphology will differ depending on the glial type, and the morphology can also change. E.g. microglia can become reactive when pathogens are present, which changes its morphology.
Glial cells have a cell body and a number of processes
o Astrocytes have numerous processes giving them a star-like appearance
o Oligodendrocytes have fewer glial processes
o Microglial cells are smaller than other glia
L2.1 - Subdivide glial cells into different classes and describe their main functions
Oligodendocytes/Schwann cells: myelinating – oligodendocytes in CNS can have somewhat stem cell properties (have precursors to make new oligodendrocytes). Oligodendrocytes in the CNS can myelinate multiple neurons at once, but schwann cells can only wrap myelin around 1 neuron like a burrito blanket.
Oligodendocytes have the MBP marker
Astrocytes/satellite cells: support the chemical environment in synapses (take up glutamine and GABA), astrocytes support the BBB, form scar tissue after injury and has stem cell properties in the SVZ. Has the GFAP marker
Microglia: macrophage like cells, helps with the immune system – IBA1 marker
Ependymal cells are in the ventricular system and help CSF homeostasis
L2.1 - Describe basic neurohistological staining techniques
Nissl: cell bodies (purple) - nucleic acids
Klüwer barrera: myelin (blue)
Bodian: whole neurons (silver)
L2.2 - Explain the equilibrium potential
The EP is a process where there will be no net flux of different ions. Each ion has its own EP and will try to reach that while fighting the chemical and electric gradients.
Assuming full permeability, we can determine the equilibrium potential of an ion by Nernst equation: . This shows that the EP is all about the concentration, but these can change based on ATP pumps.
L2.2 - Explain the membrane potential
The weighted average of the permeable ions’ equilibrium potentials – we can determine it by the EP times the proportion of permeability. This permeability can be changed by ion channels opening and closing.
The membrane potential is the difference in charge inside and outside the neuron. The outside is always considered to be 0. The membrane potential is created by not having equal levels of ions on either side of the membrane, which often is further controlled by the ion permeability not allowing all types of ions to pass the membrane.
L2.2 - Explain the driving forces for directional movement of ions across the membrane
The driving forces are the electric force (wanting charges to be equal) and the chemical forces (wanting equal number of ions of each type on both sides of the membrane)
L2.2 - Describe the different ion channels and their gating mechanisms
There is ligand gated (will open for a NT), leak channels (always open), voltage gated (will open for a certain MP), TRP channels open for temps (V1 for capsaisin), K2P is PH sensitive, HCN senses protons
L2.2 - Explain the mechanism of ion channel voltage sensing
One of the transmembrane helixes have positive side chains (normally not charged), so when there is depolarization, the charges are pushed, so ions can go through – otherwise the channel is closed, but the “wings” being pushed causes a confirmational change to open the channel
L2.2 - Explain the mechanism of coupled transport
Coupled transport happens though co-transporters (2 things in or out) and antiporters (one in and one out) takes one thing up the electrochemical gradient and another down, so the energy “released” by the thing going down the gradient is used to lift the other up the gradient
L2.2 - Explain the mechanisms of ATP-driven ion pumps
The Na+/K+ pump takes up 50% of the brains energy – a phosphate group is separated from ATP to release the energy for the pump to move it’s open hinges from the inside to the outside, after which the 3 Na+ are released, 2 K+ goes in, and the pump opens on the inside of the cell again, where the 2 K+ are released
L2.4 - Distinguish between graded potentials and action potentials
Graded potentials will only lead to action potentials if they sum at the axon initial segment – the action potentials are all-or-nothing signals that will propagate down the axon. Graded potential can summate and be hyper or depolarizing (Aps can do neither). Graded potentials don’t travel well, but APs do.
Claires answer:
Graded potentials: This can be either a depolarization or a hyperpolarization. The amplitude varies in proportion to the size of the inputs generating them and multiple potentials can be summed. They are generally initiated by ligand gated ion channels. As they are small they can only travel a short distance before disappearing.
Action Potentials: these arise if a depolarizing graded potential reaches a specific thresholds activating the opening of a large number of voltage-gated sodium channels. The action potential is not graded- it is an all-or-none response of a fixed amplitude. Therefore, multiple action potentials cannot summate (see refractory periods below)
L2.4 - Explain the membrane length constant
L2.4 - Explain the membrane time constant
Time constant: The time it takes the Vm to rise to 63% of steady state value
The membrane time constant is the product of the input resistance and capacitance (low membrane resistance and capacitance for short time constant)