BSCI 230 Today, 3/15/01
Active Transport
Uniport
-One
solute, one direction
Symport
-Two
solutes, same direction
Antiport
-Two
solutes, opposite directions
ATPases - Table 8-3
Type P
- Phosphorylated
intermediate
- Na+,
K+, Ca++, and H+
Type V -Vesicle
- Pumps
protons (H+) into vesicles
Type F - ATP synthases
Type ABC - ATP binding cassette
- Various
solutes in prokaryotes & eukaryotes
Na+ - K+
ATPase Na+
- K+ Ratios
in mammalian cells
[Na+]inside
: [Na+]outside = 0.08 : 1
[K+]inside
: [K+]outside = 35 : 1
Why pump Na+
and K+ ?
Use Dc
for energy in symport
-e.g.,
glucose and 3 Na+
-1
glucose = 36 ATP
Create Dc
to set up ion gradients necessary to create DE
across membrane
-Cell
membrane potential for signaling
Electrical Signals in Cells
Chapter 9
Design a Control System
to maintain
Homeostasis
Sensor
Reference + Comparator
Effector for output
Homeostatic Loop
Homeostatic Systems:
Closed Loop,
Negative Feedback
Signal Molecules:
Output From Effector
Organs
Hormones
Neurotransmitters
Local mediators
ëNerve &
Neuroní
Equilibrium Membrane
Potential:
Requires selective permeability
Membrane Potential (Vm)
Made Easy
Membrane Potential (Vm)
Made Easy
To Approximate Vm:
NERNST Equation
E
Ion = R T ln [Ion]1
zF [Ion]2
R = gas constant = 1.987
cal/mol-deg
T = degrees K
z = ion valence
F = Faradayís Constant
23,062 cal/V-mol
\
Constants in the Nernst Equation
Temperature
R
F
Log10 = (ln/2.303)
At 37 o C,
EIon (in mV) = 61.5 log10
[Ion]1
z
[Ion]2
At 20 o C,
EIon (in mV) = 58 log10 [Ion]1
z [Ion]2

What does EIon
mean?
Eion is the Vm
at which there is no net movement of that ion across the membrane
DE
is equal to and opposite of Dc
Eion = the Vm
that results if that ion is the only permeable ion.
Equilibrium Potential
(Vm)
When does Eion
approximate Vm?
Predicting the sign of
Vm:
Use the permeable ion
in the Nernst
If it doesnít
diffuse across the membrane, it doesnít contribute to Vm
Questions:
If GNa+ increases,
Vm will . . . .?
If GK+ decreases,
Vm will . . . .?
If GNa+ decreases,
Vm will . . . .?
If GK+ increases,
Vm will . . .?
If [K+]out
increases, Vm will . . .?
If [K+]in
increases, Vm will . . . .?
If [K+]out
decreases, Vm will . . . .?
If [Na+]out
increases, Vm will . . . .?
If [Na+]out
decreases, Vm will . . . .?
Ohm's Law
V = I R
I = V/R
When ions (charges) move through
membrane channels, current flows!
- Amperes
(A)
The flow of ions (I) is impeded
by R
We use 1/R or conductance
(g) to express the permeability of a membrane to an ion
Ohm's Law
I = V/R
I = VG
Conductance is expressed as
Siemens (S)
For membranes, values
are small so:
pS (10-12 S)
pA (10-12 A)
Neher and Sackmanís
Patch
Clamp technique demonstrates:
Voltage -gated channels in
membranes of excitable cells
Open <--> Closed states,
no ëintermediateí
When open, each channel exhibits
specific conductance and current flow
- For
Na+ channel ~ 1 pA/channel or 6 x 106 Na+
ions per second through the channel.
Voltage-gated ion channels:
Open <---> Closed states
determined by voltage difference across membrane (Vm)
-Threshold
Closed state often referred
to as channel inactivation
Has a voltage sensor region
Inactivation region
Action Potential:
Excitable cells have voltage
gated Na+ channels
At resting Vm, these channels
are closed, Vm is close to E of K+
Voltage gated Na+
channels open when Vm depolarizes to threshold
The G of Na+ increases
many fold and Vm goes towards E of Na+ (usually around +30 to
+60 mV)
Action Potential
Na+ channels close
and inactivate
Voltage gated K+
channels open
Vm returns towards E of K+
, usually ~ - 90 mV
Action Potential
All or None (threshold)
Cannot be summed
One direction (dendrites to
terminal)
-Same
amplitude
Propagated
-Refractory
period
How is a depolarization
generated at the dendrites of a neuron?
Neurotransmitter binding to
receptor which is linked to an ion channel
Mechanical or other stimulus
activating a sensory structure which leads to opening an ion channel
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