2. Lecture № 3
Introduction to
Electrophysiology
Введение в электрофизиологию
September 7, 2019
BelSU. Institute of Medicine.
Code and name of course
31.05.01 General Medicine
2019/2020 academic year
3. • Prepare a checklist (diagram A5).
• Sign: group number, name, date.
• Give checklist the lecturer at the end
of the lecture with answers to the
lecturer's questions.
13. Luigi Aloisio Galvani
• 1737 – 1798
• was an Italian
physician, physicist
and philosopher
• Founder of
electrophysiology
• he discovered “animal
electricity”
21. • Further experiments confirmed this effect,
and Galvani was convinced that he was
seeing the effects of what he called
• animal electricity,
• the life force within the muscles of the frog.
22. • At the University of Pavia,
Galvani's colleague Alessandro
Volta was able to reproduce the
results,
• but was skeptical of Galvani's
explanation.
24. • By experiment Volta found that
it was the two dissimilar metals,
not the frog’s leg that produced
the electicity.
• The frog’s leg was just an
indicator of presence of the
electricity.
26. A.Volta
• demonstrated that it was the wires in the
solution, rather than animal tissue, that
generated electric current.
• constructed the first galvanic cell, and later
stacked cells to form what became known
as ‘Volta’s pile’.
• Volta discovered «chemical electricity»,
chemical sources of electric current
29. The 2nd Galvani’s experiment
Cut across the hip muscle of
the other leg of the frog
Place the buttock’s nerve of
the paw in the cross-section on
the leg muscle and observe the
reaction
32. Cut across the
hip muscle of
the other leg of
the frog
The 2nd Galvani’s experiment
33. Place the sciatic
nerve
(buttock’s nerve)
of the
rheoscopical paw
in the cross-
section on the leg
muscle and
observe the
reaction.
The 2nd Galvani’s experiment
34. Throw the nerve of
the rheoscopic leg
on the muscle cut
and the adjacent
area of the intact
muscle segment.
The 2nd Galvani’s experiment
36. • When napping a nerve, excitement
• (action potential) occurs in the nerve fibers
that come in contact with the muscle cut
(cathode).
37. • When the nerve is released, agitation
• (action potential) arises in the nerve fibers
that come in contact with the intact muscle
region (anode).
• This anodic-staging excitation by E.Pfluger
(1859)
38. L. Galvani
• discovered something he
named "animal electricity“
• first registered a membrane
potential by method damage.
Key points:
41. Membrane potential
• also transmembrane potential or membrane
voltage
• is the difference in electric potential
between the interior and the exterior
of a biological cell.
47. Do not speak!
• Membrane Potential is the difference
in electric potential between the
inner surface and outer surface of
the cell membrane.
• The electrical charge of the cell
membrane itself is different from the
transmembrane potential:
on the external surface it is negative, and
on the inner surface it is positive.
48. Membrane Potential
• is the difference in
electric potential
between
intracellular fluid and
extracellular fluid.
49. • Let's place the electrodes in different parts
of the cytosol and the external solution.
• MP does not change.
50. • A graph of the
voltage
recorded
between a
movable
micropipette
electrode and a
fixed electrode
in the
extracellular
fluid (ordinate)
against time
(abscissa).
51. • At the origin,
both the pipette
and the fixed
electrode are in
the
extracellular
fluid, and the
voltage
between them
is zero (A).
63. Resting Membrane Potential
(RMP)
• The relatively static
membrane potential of
quiescent cells is called the
resting membrane potential
(or resting voltage),
• as opposed to the specific dynamic
electrochemical phenomena called action
potential and graded membrane potential.
68. Calculation of the MP When the
Membrane Is Permeable to
Several Different Ions
RMP depends on three factors:
1. the polarity of the electrical charge of
each ion,
2. the permeability of the membrane to
each ion,
3. the concentrations of the respective
ions on the inside and outside of the
membrane.
69.
70.
71. The Goldman–
Hodgkin–Katz voltage
equation
• is used in cell
membrane physiology to determine
the reversal potential across a cell's
membrane, taking into account all
of the ions that are permeant
through that membrane.
73. GHK equation
The discoverers of this are
• David E. Goldman of Columbia
University,
• and the English Nobel laureates
Alan Lloyd Hodgkin and Bernard
Katz.
74.
75.
76. The main mechanism for generating
the resting potential is
• The main mechanism for generating resting
potential creating an asymmetry of the
concentration of K+ using a sodium-
potassium pump (ATPase)
• the conclusion of K+ from the cell through
potassium leakage channels
• anions do not leave the cell
• other cations do not enter the cell
77. Electrogenic Nature of the Na+-K+
Pump
• The Na+-K+ pump moves 3 Na+ to the
exterior for every 2 K+ to the interior means
that a net of one positive charge is moved
from the interior of the cell to the exterior
for each cycle of the pump.
• Therefore, the Na+-K+ pump is said to be
electrogenic because it creates an electrical
potential across the cell membrane.
93. Depolarization
• represents a change within the cell during
which the cell undergoes a shift in the
distribution of the electric charge, which
results in a smaller negative charge inside
the cell.
94. Hyperpolarization
• is a change within the cell during which the
cell undergoes a shift in the distribution of
the electric charge, which leads to a greater
negative charge within the cell.
97. Types of membrane potential changes.
• Decrease of MP level is
depolarization
(MP becomes less negative)
• Increase of MP level is
hyperpolarization
(MP becomes more negative)
98. • Decrease of MP level is depolarization =
Increase of MP
• Increase of MP level is hyperpolarization =
Decrease of MP
131. Establishment of resting membrane potentials
in nerve fibers under three conditions:
when the membrane potential is caused by
diffusion of …
• A, … potassium alone ;
• B, … both sodium and potassium ions;
• C, … both sodium and potassium ions +
pumping of both these ions by the Na+-K+
pump.
132. In summary, the diffusion potentials
alone caused by potassium and sodium
diffusion would give a membrane
potential of about
• –86 millivolts, almost all of this being
determined by potassium diffusion.
• –4 millivolts is contributed to the membrane
potential by the continuously acting
electrogenic Na+-K+ pump, giving a net
membrane potential of –90 millivolts.
133.
134.
135. Changes in sodium and potassium
conductance during the course of the
action potential.