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SEMESTER 2
Neuroscience: Excitable Cells
Electrochemical gradients
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Cards (10)
DIFFUSION
molecules move spontaneously from regions of
high
to
low
concentrations
concentration
gradient dissipates with time
entropy
increases (
2nd
law of thermodynamics)
gradients form when different
concentrations
are present on different sides of a membrane
lons flow
down
a gradient until
concentrations equal
on both sides so an equilibrium is set up
molecules that punch holes in
membranes
are said to facilitate difusion (proteins provide holes:
pumps
, carriers and ion channels)
DIFFUSION
cont.
molecules in liquids are in constant motion due ti thermal agitation
average centre to centre distance for water molecules is
2.8
A
the number of molecules (N) moving across an interface is
proportional
to: the area of the interface (A)/ the concentration gradient
how quickly ions diffuse depend on if the molecule moves in 1, 2 or 3 dimensions
1 dimension: t = d^
2
/2D
2
dimensions: t=d^
2
/4D
3 dimensions: t=d^
2
/
6D
DIFFUSION
cont3.
basic diffusion laws have big implications for biology:
1D diffusion: movement along DNA
2D diffusion: movement in membrane
3D diffusion: movement in liquid (cytosol,
extracellular fluid
)
molecules diffuse further if they travel
3
dimensions as there's less chance of
collision
CATALYTS
catalysts work by providing a surface ti allow
molecules
to
bump
into each other (2D)
signalling molecules in membranes have more
chance
of interacting (e.g.
GPCRs-2D
)
signalling molecules have longer ranges if they are not bound to
membranes
(
3D
)
ELECTROPHORETIC
MOVEMENT
Ion
movement under the influence of an electric field =
electrophori
movements
electrophoretic
movement adds to or substrates from
diffusion
electrochemical gradient= gradient caused by
diffusion-
gradient caused by
electrophoretic
movement
cells are
negative
inside, so this corresponds to a
membrane
as follows
OHMS
LAW
direction
ions move is determined by
electrochemical
gradient
the rate of ion movement across the membrane depends on:
the
size
of the electrochemical gradient
the
nature
of the ion
number of
open
ion channels
the
properties
of the ion channel
current
is the flow of ions
voltage
is
potential difference
(ion flow cannot exist without a potential difference)
c
u
r
r
e
n
t
(
I
)
=
current (I) =
c
u
rre
n
t
(
I
)
=
v
o
l
t
s
(
V
)
/
r
e
s
i
s
t
a
n
c
e
(
R
)
volts (V)/ resistance (R)
v
o
lt
s
(
V
)
/
res
i
s
t
an
ce
(
R
)
c
u
r
r
e
n
t
(
I
)
=
current (I)=
c
u
rre
n
t
(
I
)
=
v
o
l
t
s
(
V
)
∗
volts (V)*
v
o
lt
s
(
V
)
∗
c
o
n
d
u
c
t
a
n
c
e
conductance
co
n
d
u
c
t
an
ce
where
conductance
is 1/R
INFLUENCES OF MOVEMENT ON IONS
effect of
size
of electrochemical gradient
INFLUENCES OF MOVEMENT ON IONS
effect of
nature
of the ion
INFLUENCES
OF MOVEMENT ON IONS
effect of
number
of open
ion
channels
INFLUENCES OF MOVEMENT ON IONS
effect of
properties
of
ion channels