Define an ion channel
Passive, selective, water-filled membrane pore for ions.
Ion channels facilitate the movement of ions across membranes without the need for energy.
What is a transporter (carrier)?
Membrane protein that changes shape, binds and moves substances (passive or active).
Transporters can operate through facilitated diffusion or active transport.
Differentiate between a channel and a transporter
Channels = open tunnels (passive); Transporters = revolving doors (bind, use energy).
This distinction highlights the functional differences in how substances are moved across the membrane.
What is the resting membrane potential (RMP)?
Stable membrane potential of excitable cell, typically negative inside (-60 to -95mV).
The RMP is crucial for the generation of action potentials.
What creates the resting membrane potential?
Unequal ion distribution across membrane creating electrochemical gradient.
This gradient is essential for the excitability of cells.
What is the first factor maintaining RMP?
Concentration Gradients maintained by Na+-K+ pump (3 Na+ out, 2 K+ in, active).
This pump is vital for maintaining the ionic gradients across the cell membrane.
What is the second factor affecting RMP?
Permeability, with membrane much more permeable to K+ (25-30x) than Na+ via K+ leak channels, causing K+ efflux and negative RMP.
The selective permeability of the membrane is critical for establishing the RMP.
What is depolarization?
Membrane potential becomes less negative (or more positive).
This process is essential for the initiation of action potentials.
What is repolarization?
Membrane potential returns to resting state after depolarization.
Repolarization restores the resting membrane potential.
What is hyperpolarization?
Membrane potential becomes more negative than resting state.
Hyperpolarization makes it less likely for an action potential to occur.
What is the purpose of the Nernst equation?
Calculates equilibrium potential (E_ion) for a single ion.
The Nernst equation helps to understand the driving forces acting on ions.
What is the formula for the Nernst equation?
E_ion = (61/z) * log(C_out / C_in).
‘z’ is the valence of the ion, and C_out and C_in are the concentrations outside and inside the cell, respectively.
What does the Nernst equation balance?
Balances chemical (concentration gradient) and electrical (potential difference) driving forces for no net ion movement.
This balance is crucial for understanding ion behavior across membranes.
True or False: The Nernst equation can be used for multiple ions.
False.
The GHK equation is used for actual membrane potential considering multiple ions.
Define electrochemical equilibrium.
Chemical gradient pushing ion is balanced by electrical gradient pulling it; no net ion movement.
This state is vital for maintaining homeostasis in excitable cells.
What is the equilibrium potential (E_ion)?
Membrane potential at which electrochemical equilibrium for a specific ion is achieved.
E_ion allows us to predict the behavior of ions in physiological conditions.
What is the formula for driving force (DF)?
DF = Membrane Potential (Vm) - Equilibrium Potential (E_eq).
The driving force determines the direction and magnitude of ion movement.
When will a cation move outward?
When Vm > E_eq (DF is positive).
This principle helps in understanding ion flow during action potentials.
When will a cation move inward?
When Vm < E_eq (DF is negative).
The direction of ion flow is influenced by the membrane potential relative to the equilibrium potential.
When will an anion move inward?
When Vm > E_eq (DF is positive).
This is contrary to the movement of cations, highlighting the different behaviors of ions.
When will an anion move outward?
When Vm < E_eq (DF is negative).
Understanding the movement of anions is crucial for grasping overall ionic dynamics.
What happens when Vm = E_eq?
NO NET FLOW (DF is zero).
This state indicates that there is no driving force for ion movement.
Calculate E_Na+ using the Nernst equation.
E_Na+ = 61 * log(150/15) = +61 mV.
This calculation is essential for understanding sodium ion behavior in cells.
Calculate E_K+ using the Nernst equation.
E_K+ = 61 * log(5/150) ≈ -90 mV.
This value is important for understanding potassium ion behavior in cells.