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Membrane Potentials All cell membranes are electrically polarized –Unequal distribution of charges –Membrane potential (mV) = difference in charge across.

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Presentation on theme: "Membrane Potentials All cell membranes are electrically polarized –Unequal distribution of charges –Membrane potential (mV) = difference in charge across."— Presentation transcript:

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2 Membrane Potentials All cell membranes are electrically polarized –Unequal distribution of charges –Membrane potential (mV) = difference in charge across the membrane Interior of the cell contains negatively charged proteins and phosphate groups –Cannot pass through membrane (fixed anions)

3 Membrane Potentials Tend to attract cations (Na +, K +, Ca 2+, etc.) to extracellular surface of membrane –Some cations can enter through channel proteins in the membrane

4 When is equilibrium achieved? Let + move into the cell…

5 When is equilibrium achieved? Not when membrane potential = 0

6 When is equilibrium achieved? Not when concentration of (+) is equal

7 When is equilibrium achieved? When the electrical and concentration gradients balance one another

8 Cation Distribution Cations may become more concentrated inside than outside inward flow along electrical gradient countered by outward flow along concentration gradient

9 Example: Potassium Membrane is more permeable to K + than other ions –more K + ion channels than any other type K + enters cell –reaches equilibrium point between concentration gradient and electrical gradient –not enough K + in the cell to balance negative charges Cell is more negative inside than outside

10 Cation Distributions For K + –Concentration gradient draws ion toward ECF –Electrical gradient draws ion toward ICF For Na + – both concentration and electrical gradients draw ion toward ICF Typical Concentrations in ECF and ICF

11 Equilibrium Potential Equilibrium (no net movement) will be reached when a particular electrical potential is reached Equilibrium potential = electrical potential at which the net flow of ions across the membrane is 0 –balance between EG and CG is achieved

12 Equilibrium Potential Equilibrium potential is calculated for a particular ion using the Nernst Equation –E x = 61/z log [X o ]/[X i ] –Equilibrium potential for K + = -90 mV –Equilibrium potential for Na + = +60 mV

13 Resting Potentials Movements of different ions across the membrane influence each other Typical membrane potential for cells (resting potential) = -65 to -85 mV –close to E K, but higher since some Na + enters the cell –K + tends to leak out of the cell under normal conditions

14 Resting Potentials Concentrations of Na + and K + inside the cell are maintained using Na + /K + pumps

15 Resting Potentials NOTE: Resting Potential  Equilibrium Potential for either Na + nor K + Gradients used for coupled transport in most cells Nerve and muscle cells = Excitable Membranes –Can rapidly change membrane permeability to Na + and K + by opening gated ion channels –Membrane potential can undergo rapid changes away from resting level = electrical signal


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