Lecture 6 Resting Membrane Potential PDF
Document Details
Uploaded by PromptVibraphone2160
Helwan National University
2024
Dr. Mohamed abo el hassan Dr. Ramadan Saad
Tags
Summary
This lecture covers the resting membrane potential, including objectives, the cell membrane, the Gibbs-Donnan effect, ion concentration, and more. It details topics relevant to human body function (HBF) at a university level, useful for undergraduate students studying physiology and related fields.
Full Transcript
Faculty of Medicine Academic Year: 2024-2025 Year : 1 Semester :1 Human Body Function (HBF) Module: 102 Resting Membrane Potential By: Dr. Mohamed abo el hassan Dr. Ramadan Saad Department: Physiology 11...
Faculty of Medicine Academic Year: 2024-2025 Year : 1 Semester :1 Human Body Function (HBF) Module: 102 Resting Membrane Potential By: Dr. Mohamed abo el hassan Dr. Ramadan Saad Department: Physiology 11/9/2024 2 OBJECTIVES 1. Define and list different membrane potentials. 2. Recognize the driving force(s) behind the development of RMP. 3. Relate equilibrium potential of an ion to the RMP of the cell membrane. 4- Identify “Nernst equation” application in neurophysiolog Cell Membrane The cell membrane acts as a selective filter, allowing the free movement of some molecules across it while tightly controlling the movement of others. Movement of uncharged substances, like O2, CO2, urea, alcohol and glucose, depends only on their concentration gradient. The cell membrane is permeable to these molecules, and so they can move freely as their concentration gradients allow. Charged substances such as K+, Na+, Cl– ions, cannot easily diffuse through the cell membrane due to its internal hydrophobic structure. Hence, to cross the cell membrane charged substances will utilize ion channels (channels are selective for a particular ion or ions). The Gibbs-Donnan effect "The Donnan Effect is the phenomenon of predictable and unequal distribution of permeant charged ions on either side of a semipermeable membrane, in the presence of impermeable charged ions“ This effect influences the ionic distribution across cell membranes, which is critical in maintaining the cell’s resting membrane potential. Ion Concentration The large anion proteins in are not permeable to cell membrane. Because small cation [+] are attracted, but are not bound to the proteins, small anions will cross capillary walls away from the anionic proteins more readily than small cations. The Donnan Effect on Ionic Distribution in Cells Cells contain impermeant anions, such as proteins and nucleic acids, which are negatively charged and unable to cross the cell membrane. This creates: A tendency for positively charged ions (like K⁺) to enter the cell to balance the negative charges. However, if too many ions move across, it would disrupt osmotic balance and potentially cause water to enter the cell, leading to swelling. The Donnan Effect on Ionic Distribution in Cells Ion balance does equilibriate at the proportions that would be predicted by the Gibbs–Donnan model, because the cell cannot tolerate the attendant large influx of water. This is balanced by instating a functionally impermeant cation, Na+, extracellularly to counter the anionic protein. Small Na+ does cross the membrane via leak channels (the permeability is approximately 1/10 that of K+, the most permeant ion) but, as per the pump-leak model, it is extruded by the Na+/K+-pump. Ion Movement There are three factors that can induce the movement of the ions through ion channels: The concentration gradient: Ions would cross the membrane from a compartment with a higher concentration to the compartment with a lower concentration. The electrical gradient: Positive ions will be attracted to negative electrical potential and repelled from positive electric potential, and vice versa. Interrelation of Donnan Effect and Resting Membrane Potential The Donnan effect influences the distribution of ions across the cell membrane, contributing to the ionic conditions that establish the resting membrane potential. Large anions (like intracellular proteins) that cannot cross the membrane contribute to the overall negative charge within the cell, which is essential for maintaining the resting membrane potential. In most resting neurons, the potential difference across the membrane is about 30 to 90 mV, with the inside of the cell more negative than the outside. That is, neurons have a resting membrane potential (or simply, resting potential) of about -30 to -90. Because there is a potential difference across the cell membrane, the membrane is said to be polarized. If the membrane potential becomes more positive than it is at the resting potential, the membrane is said to be depolarized. If the membrane potential becomes more negative than it is at the resting potential, the membrane is said to be hyperpolarized. RESTING MEMBRANE POTENTIAL RMP: it is the potential difference across the cell membrane during rest, without stimulation between the inner side and the outer side, and it is relatively –ve inside. Normal Values : -70 in medium sized nerves and -90 mv in large nerve fibers. (inside the fiber is 90 times more negative) During rest, the membrane is polarized (the membrane is a wall between the positive outside and negative inside) There is high molecules of K+ inside the cell and high molecules of Na+ outside the cell. Excitable tissues of nerves and muscles cells have higher potentials than other cells (epithelial cells and connective tissue cells). Dead cells do not have membrane potentials. Resting Membrane Potential + - outside Na K + Cl + + + + + + + + + + + + + + + + + + + + + + Membrane - - - - - - - - - - - - - - - - - - - - - - inside - + A Na + K Cl- Basic physics of resting membrane potential 1- Contribution of K+ diffusion potential:- The cell membrane has tendency to pump potassium (K) (positive charge) out, from high to low, (outflux), causing –ve charge inside, through K leak channels, down its concentration gradient. (producing energy like Niagara falls, from high to low which gives energy to Canada) Result: Electro-positivity outside and electro-negativity inside. RMP is 100 times more permeable to K+ than Na+. (These K+ leak channels may also leak sodium ions slightly but are far more permeable to potassium than sodium) K diffusion contributes far more to resting membrane potential. (most important) Basic physics of resting membrane potential 2- Contribution of Na diffusion through the nerve membrane: Very small amount of Na+ diffuses into the cell (from outside to inside) down its concentration gradient. The membrane is only slightly permeable to Na+ through K-Na leak channels. 3- Contribution of Na/K PUMP:- This is a powerful electrogenic pump on the cell membrane. maintains concentration gradients of K+ and Na+ between the two sides of the membrane. It pumps 3 Na+ to outside & 2 K+ to inside, causing a net loss of +Ve ions from inside, returning the nerve fibre to the resting state (-4 mV). Explain the role of the sodium-potassium (Na⁺/K⁺) pump in maintaining the resting membrane potential. How does it function, and what energy source does it use? What would happen to the resting membrane potential if the Na⁺/K⁺ pump were inhibited? Explain the process in detail. Q: What are the types of membrane ionic channels ? (1) Leak (Diffusion , Passive) channels : - Pores in the cell-membrane which are open all the time , therefore ions diffuse through them according to the ion Concentration Gradient. (2) Voltage-gated channels : open when the cell-membrane is electrically activated. (3) Chemically-gated ( ligand-gated ) channels : open by chemical neurotransmitters at neuromuscular junctions & synapses )connections b/w neurons). The equilibrium Potential The electrical potential difference across the cell membrane that exactly balances the concentration gradient for an ion is known as the equilibrium potential. No net movement of ion in or out of the cell Nernst Equation The Nernst equation is used to calculate the value of the equilibrium potential of a particular cell for a particular ion: Ion species Nernst potential K+ - 94 mV where Vm = equilibrium potential for any ion [V]; z = Na+ + 61 mV valence of the ion, [C]0 = concentration of ion X outside of the cell [mol]; [C]i = concentration of ion X inside the cell Ca2+ + 130 mV [mol]. Cl- - 80 mV NERNST EQUATION -The Potassium Nernst (Equilibrium) Potential At rest , K inside is 35 times higher than outside K+ leak channels → more K+ diffuses to outside than Na+ to inside , because K leak channels are far more permeable to K than Na about 50- 100 time due to small size of K molecules → more potassium lost than sodium gained → net loss of +ve ions from inside the cell → more negative inside (net K OUTFLUX TO OUTSIDE causing –ve inside) Applying Nernst Equation:- -K inside is 35 times higher than outside (35/1) - Nernst potential = - 61 x log 35/1 (1.54) = -94 mV, (if K is the only ion act on membrane →RMP = -94 mv with negativity inside the nerve). Simplest Case Scenario: inside outside If a membrane were permeable to only K+ then… + K K+ The electrical potential that counters net diffusion of K+ is called the K+ equilibrium potential (EK). So, if the membrane were permeable only to K+, Vm would be -94 mV 22 The Sodium Nernst (Equilibrium) Potential Na leak channels:- have Slight permeability to Na ions from outside to inside. Nernst potential = + 61 x log ( Na inside/ Na outside = 0.1) = + 61 x log 0.1= + 61 mV -Nernst potential for Na inside membrane = + 61mV (if Na is the only ion acting on the membrane → RMP = + 61mV with positivity inside the nerve Simplest Case Scenario: inside outside If a membrane were permeable to only Na+ then… + Na+ would diffuse down its concentration gradient until potential across the membrane Na+ Na countered diffusion. The electrical potential that counters net diffusion of Na+ is called the Na+ equilibrium potential (ENa). So, if the membrane were permeable only to Na+, mV would be +61 mV 24 Why is Vm so close to EK? Ans. The membrane is far more permeable to K+ than Na+. Normal conditions EK -94 Vm -74 ENa+61 0 mV 20 mV 135 mV The resting membrane potential is closest to the What is the net driving force on K+ ions? equilibrium potential for What is the net driving force on Na+ ions? the ion with the highest Which way do the ions diffuse? permeability! What effect does increasing Na+ or K+ permeability (or extracellular concn) have on Vm? 25 Carry Home Message The Donnan effect creates an unequal distribution of permeable ions due to the presence of impermeant ions on one side of a membrane, leading to a potential difference. In cells, this effect contributes to the resting membrane potential and influences ionic distribution. Active transport (such as the Na⁺/K⁺ pump) is essential to sustain ionic gradients and prevent osmotic imbalance, maintaining cell stability and function. This balance of ionic gradients and membrane potential is fundamental for cell function, particularly in excitable cells like neurons and muscle cells. 11/9/2024 26 1. At rest, the cell membrane is most permeable to which ion? A. Sodium (Na⁺) B. Potassium (K⁺) C. Calcium (Ca²⁺) D. Chloride (Cl⁻) 2. A toxin that blocks potassium channels in a neuron would likely cause the resting membrane potential to: A. Depolarize (become more positive) B. Hyperpolarize (become more negative) C. Remain the same D. Oscillate 3. Which of the following ions has a positive equilibrium potential in a typical neuron? A. Sodium (Na⁺) B. Potassium (K⁺) C. Chloride (Cl⁻) D. None of the above 11/9/2024 28