Physiology of Membrane Potentials Flashcards
Intracellular Fluid Composition (25L)
[Na+] =
[K+] =
[Cl-] =
[Protein] =
[Na+] = 15 mM
[K+] = 120 mM
[Cl-] = 20 mM
[Protein] = 3 mM
Interstitial Fluid (13L)
[Na+] =
[K+] =
[Cl-] =
[Protein] =
[Na+] = 145 mM
[K+] = 4.2 mM
[Cl-] = 113 mM
[Protein] = 0 mM
Blood Plasma (3L)
[Na+] =
[K+] =
[Cl-] =
[Protein] =
[Na+] = 142 mM
[K+] = 4 mM
[Cl-] = 103 mM
[Protein] = 1 mM
What is the osmolarity of interstitial fluid, interstitial fluid, and blood plasma?
All have the same osmolarity of 285 mOsM
What makes-up Extracellular Fluid?
- Interstitial Fluid
- Blood Plasma
- Transcellular Fluid (ex. fluid present in epithelial cells)
ICF is high in __ but low in __ and __
High in K+ but low in Na+ and Cl-
ECF is high in __ and __ but low in __
High in Na+ and Cl- but low in K+
The gates on gated ion channels are controlled by sensors that can respond to:
- Ligand
- Voltage
- Post-translational modification
Voltage-Gated Channels
- gates controlled by changes in membrane potential
- Ex. voltage gated K+ channels, voltage gated Na+ channels
Ligand-Gated Channels
- gates controlled by the binding of a ligand such as a NT
- Ex. Ach receptors
Diffusion Potential
- the potential difference generated across a membrane when an ion diffuses down its concentration gradient
- magnitude of this depends on the size of the concentration gradient – concentration gradient is the driving force, measured in mV
How Equilibrium Potential is Reached
(ex. Na+ selective membrane with Na+ and Cl- ions on either side of the membrane)
(1) Na+ ions travel down their concentration gradient, but Cl- ions remain in one side
(2) Positive charge is now built up on one side of the membrane (one side is now positive with respect to the other side)
(3) The positive charge on one side will now prevent further movement of Na+. Electrical force drives Na+ out of the side it originally went to and back to the other side.
(4) At equilibrium, a Na+ ion moves down its concentration gradient for every Na+ ion that moves from one side to the other down its electrical gradient.
*at equilibrium there is no further change in Na conc in the two sides, and no further change in the elctrical potential
Equilibrium Potential
- for an ion, it is determined not only by chemical forces (concentration gradient) but also by electrical forces
- the state in which the tendency of ions to flow across a cell membrane from regions of high concentration is exactly balanced by the opposing potential difference (electric charge) across the membrane
What does the Nernst Equation estimate?
The equilibrium potential for a given ion
Simplified Nernst Equation
Ex = (61.5 mV / z) x (log [Ce]/[Ci])
z = charge of the ion
Ce = extracellular concentration for a given ion
Ci = intracellular concentration for a given ion
Approximate concentrations of Na+ (mEq/L or mM) in the:
(1) ECF =
(2) ICF =
(1) ECF = 140
(2) ICF = 14
Approximate concentrations of K+ (mEq/L or mM) in the:
(1) ECF =
(2) ICF =
(1) ECF = 4
(2) ICF = 120
What is the typical value of equilibrium potential for Na+ in skeletal muscle?
+65 mV
What is the typical value of equilibrium potential for K+ in skeletal muscle?
-95 mV
What is the typical value of equilibrium potential for Ca2+ in skeletal muscle?
+120 MV
What is the typical value of equilibrium potential for Cl- in skeletal muscle?
-90 mV
What does the driving force for net diffusion of ions account for?
Both the concentration gradient and the electrical potential across the membrane
What is the equation for Net Driving Force (mV)?
Net Driving Force (mV) = Em - Ex
Em = membrane potential (mV)
Ex = equilibrium potential for a given ion (mV)
What happens when the driving force is negative (Em is more negative than the Ex)?
- Cation will enter the cell
- Anion will leave the cell
What happens when the driving force is positive (Em is more positive than Ex)?
- Cation will leave the cell
- Anion will enter the cell