Lecture 10: electrical properties of neuron cell membrane Flashcards

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1
Q

Current (I)

A

amount of charge moving past a point per sec

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2
Q

Voltage (V)

A

Difference of electrical potential energy available to move charges from one point to another
V=RI

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3
Q

Resistance (R)

A

“friction” opposing the flow of electrical current

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4
Q

Capacitance (C)

A

a capacitor stores charges, it is made of two conducting surfaces placed near one another and separated by an insulator
-when charged, one surface has -ve charges and the other +ves, they are attracted to each other by kep seperate by the insulator

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5
Q

Q=CV

A

Q=the amount of charge on each surface of capacitor, V=diff. of electrical potential energy across the surfaces; C=capacitance: amount of charges that can be stored by 1 volt

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6
Q

Membrane Capacitor is made of…

A

Two conducting materials: Intracellular fluid (ICF) and extracellular fluid (ECF), and insulating layer of phospholipids

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7
Q

Membrane Canacitance (Cm)

A

depends on 1. membrane surface area (A), increasing area=increasing capacitance
and 2. insulating layer of thickness (d), where increasing thickness decreases capacitance:
Cm=e*A/d

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8
Q

Membrane potential change:

A

V=Vmax*e^(-x/lambda)

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9
Q

Length constant lambda:

A

-distance over which change in Vm (GP) dies down
lambda=squr(Rm/(Ri+Re)); Re is usually low and constant
=squr(Rm/Ri)
-lambda is largest when Rm is high and Ri is low

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10
Q

when neuron is exposed to a stim, the potential does not change instantaneously, why is the change of Vm delayed?

A
  • membranes acts as capacitors
  • capacitance delays the change in Em following stimulation
  • greater the capacitance, the more charges the membrane can separate and store for a given potential difference and therefore the more time it takes for ions to be redistributed in response to stim.
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11
Q

time constantr “r”:

A
  • time it takes for change in Vm (GP) to reach it’s max value
  • aka time taken for change in MP to reach 63% of its max value
  • time needed to charge membrane capacitor is described by the time constant=RmCm
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12
Q

Importance of length and time constants

A
  • lambda: is distance over which change in Vm (GP) will decrease by 37% of its original value
  • “r”: time taken for change in Vm (GP) to reach 63% of its max value
  • lenght and time constant are important for both integration of graded potentials and conduction of AP
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13
Q

to compare two length or time constants…

A

look at the x-axis value at 50% decreases and compare the distance of the length or time constants

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14
Q

A neuron has a greater length constant than another because it has

A

a larger membrane resistance, allowing for greater integration of GP and thus a stronger AP

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15
Q

greater the length or time constant,

A

the higher the AP

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16
Q

a neuron has a greater time constant than another because it has

A

a larger membrane resistance, allowing for greater integration of GP and stronger AP

17
Q

There is great variation in signal conduction speed of APs between:

A

species AND neuron types

18
Q

2 important componenents of AP conduction to conduction velocity:

A
  1. Regeneration of APs (opening of VGates and Na+ diffusion) is the slow component of conduction
  2. Electrotonic current flow is the FAST component of conduction, but elecrtontonic current flow decays and only travels short distances: APs need to be reinitiated to keep current going over distance
19
Q

the higher the length constant…

A

the further the electrotonic current by AP can be propagated, the faster the conduction of APs along the axon (look at threshold potentials post-depolarization to compare length constants)

20
Q

Length constant is greater with…

A

high membrane resistance and low cytoplasmic resistance, and lower membrane permeability to K+

21
Q

the lower the time constant:

A
  • the faster the capacitor becomes charged
  • the faster depolarization of membrane
  • faster the electrotonic current will start spreading
  • from all the above, the faster the conduction velocity
  • lower time constant=lower capacitance
22
Q

Overall increasing axon diameter…

A

increases conduction velocity

23
Q

increasing axon diamter in relation to Rm

A
  • increases surface area
  • increases the number of leak channels
  • decreases Rm
  • *length constant still increases when Rm decreases due to axon diameter because Ri decreases MORE
24
Q

Increasing axon diameter in relation to Ri

A

Increases volume, decreasing Ri

25
Q

Increasing axon diameter in relation to capacitance

A

increases surface area, increasing capacitance

**time constant changes very little because changes in R, and Cm cancel each other out

26
Q

Rm is inversely proportional to surface area; increasing axon diameter,

A

-increases surface area
-increases number of leak channels
-decreases Rm (Rm=1(2pirh)
decreases length constant

27
Q

Ri in inversely proportional to volume; increasing axon diameter…

A

increases volume
-decreases R (Ri=1/(pir^2h)
increases length constant

28
Q

Overall, increasing axon diameter INCREASES length constant

A

lambda= squr(r/2)

-net effect of increasing axon diameter is to increase speed of conduction

29
Q

Neuron design objectives:

A
  • to maximize computing power, need high density and therefore neurons diameters must be small
  • minimizing response time to changes requires fast conduction and therefore large diameter since it increases speed of conduction
30
Q

disadvantages of giant axons:

A

takes up lots of space, limiting number of neurons in the nervous system
-have large volumes of cytoplasm, making them expensive to produce and maintain

31
Q

Effect of myelin on velocity:

A

precense of myellin increases conduction velocity

32
Q

Myelination…

A
  • found in many vertebrate neurons
  • increases conduction speed without greatly increasing space required, therefore better than giant neurons
  • it is an insulating layer of lipid-rich Schwann cells wrapped around the axon
  • Increases Rm by a factor of 5000
  • decreases Cm by factor of 50
  • this increases length constant and decreases capacitance, reducing the time constant
  • overall increasing axon diameter and increases conduction velocity
33
Q

Myelin acts as insulation, increasing membrane resistance Rm

A
  • decreases current loss through leak channels

- increases Rm, length constant, and conduction velocity

34
Q

effect of myelin on length constant;

A

-spreads electrotonic current, increasing distance from point of repolarization to return to threshold potential

35
Q

Nodes of Ranvier

A

-areas of exposed axonal membrane between schwann cells

36
Q

internodes

A

myelinated regions

-current spreads electrotonically through internodes while new APs occur at nodes of ranvier

37
Q

Saltatory conduction

A

“leaping” of AP from node to node, due to the channels being there and the current spreading through internodes of sheath to the next channel

38
Q

Demyelination

A

-patients with multiple sclerosis lose myelin sheath, and current leaks and Em changes due to AP decay occur faster