Cell Membrane, Membrane Transport, & Membrane Potential Part 3 Flashcards
electrochemical gradient
two gradients for the passive transport of charged substances across the membrane
electrochemical gradient formula
FDRion= (deltaEC)(T)(# of ion channels)(probability ion channels are open)
chemical gradient
ions will move passively down concentration gradients
electrical gradient
ions will move passively down electrical gradients
strengths of the electrical gradient depends on the
valence of the Ion and magnitude of the membrane potential
passively down electrochemical gradient (2)
chemical gradient
electrical gradient
Na+ will move passively into the cell through
channels down its electrochemical gradient
equilibrium potential (Eion)=
Vm that creates a ΔE that is equal in strength but opposite in direction of the ΔC (ΔE-ΔC=0)
electrochemical equilibrium
no net movement through channels via facilitated diffusion
the nest equation calculates the
equilibrium potential (E) when ion concentrations are known
Eion (mV) =
(61/Z) log ([ion]ECF / [ion]ICF)
Z= ion valence 61= magic number (universal gas constant, temperature, faraday constant, etc)
At a cell’s resting membrane potential, the equilibrium potentials for Na+, K+, Cl- & Ca++ are such that when an ion channel for one of these ions opens,
the ions follow their concentration gradient
ion movement affects
Vm
stimulate a cell and open
Na+ channels
what direction will Na+ move down its EC gradient?