Definition: Cells are the basic structural and functional units of living organisms, discovered by Robert Hooke in 1665.
Components:
Structure:
Thickness: 7.5–10 nanometers.
Composition:
Lipids (40%):
Proteins (55%):
Protein-to-Lipid Ratio: Approximately 1:1 in most membranes.
Membrane Asymmetry:
Due to unique protein orientations and external carbohydrate location.
Transport Across Membrane:
Lipid-Soluble Substances: O₂, CO₂, steroid hormones dissolve in the lipid bilayer and cross easily.
Water-Soluble Substances: Na⁺, Cl⁻, glucose, H₂O cross via water-filled channels, pores, or carriers.
Factors Affecting:
Temperature: Higher temperatures increase fluidity; transition from ordered (gel-like) to disordered (fluid) state at the transition temperature (Tm).
Lipid Composition:
Cholesterol: Acts as a fluidity buffer.
Membrane Repair:
Lateral Diffusion: Proteins diffuse laterally in the lipid matrix unless restricted, supporting the fluid mosaic model.
Composition: Jelly-like, 80% water, contains cytosol (clear liquid with dissolved proteins, electrolytes, glucose) and organelles.
Organelles and Functions
Nucleus:
Ribosomes:
Rough Endoplasmic Reticulum (RER):
Smooth Endoplasmic Reticulum (SER):
Lysosomes:
Peroxisomes:
Mitochondria:
Centrosome:
Components:
Microtubules:
Microfilaments:
Intermediate Filaments:
Types
Tight Junction (Zonula Occludens):
Adherens Junction (Zonula Adherens):
Desmosomes:
Hemidesmosomes:
Focal Adhesion:
Gap Junction:
General Principles:
Molecules diffuse across lipid bilayers based on size and oil solubility.
Small Nonpolar Molecules: O₂, CO₂ diffuse rapidly.
Small Uncharged Polar Molecules: Water, urea diffuse slowly.
Charged Molecules/Ions: Highly impermeable due to charge and hydration.
Porins:
Beta barrel proteins in outer membranes of Gram-negative bacteria, mitochondria, chloroplasts.
Function: Passive diffusion of medium-sized/charged molecules (sugars, ions, amino acids).
Transport Proteins
Carrier Proteins (Transporters):
Types:
Characteristics:
Channel Proteins:
Function: Allow rapid ion diffusion (Na⁺, K⁺, Cl⁻, Ca²⁺).
Features:
Selectivity: Based on channel diameter, charge, hydration (e.g., K⁺ channels selective for K⁺).
Gating: Open/closed states.
Ligand-Gated: Activated by molecule binding.
Voltage-Gated: Activated by membrane potential changes.
Mechanically Gated: Activated by membrane stretching.
Structure: K⁺ channels and aquaporins are tetramers; ligand-gated channels have five subunits; Cl⁻ channels are dimers.
Transport Classification
Passive Transport:
(i) Simple Diffusion:
(ii) Facilitated Diffusion:
(iii) Non-Ionic Diffusion:
Active Transport:
(i) Primary Active Transport:
Energy from transporter (e.g., Na⁺-K⁺ ATPase).
(ii) Secondary Active Transport:
Energy indirect (e.g., sodium-linked glucose transport, SGLT).
Transport Characteristics:
Structure: Heterodimer (α and β subunits).
α Subunits: α1, α2, α3; intracellular side binds ATP, 3 Na⁺; ECF side binds ouabain, 2 K⁺.
β Subunits: β1, β2, β3; 3 glycosylation sites on ECF side.
Function:
Electrogenic pump (3 Na⁺ out, 2 K⁺ in).
Regulates cell volume, pressure, maintains RMP (5–10%).
Regulation:
Stimulated by thyroid hormones, insulin, aldosterone, G-actin.
Inhibited by ouabain.
Definition: Water flow across a semipermeable membrane from low to high solute concentration.
Osmotic Pressure
Modified: (reflection coefficient) accounts for membrane permeability.
(σ = 0): Freely permeable (e.g., urea, ineffective osmole).
(σ = 1): Impermeable (e.g., sucrose, effective osmole).
Example Calculation:
Oncotic Pressure:
Definition: Delivery of secretory vesicle contents to extracellular fluid.
Mechanism: Vesicle membrane fuses with cell membrane, contents released, Ca²⁺-dependent.
Pathways:
Definition: Uptake of extracellular material into the cell.
Types:
Clathrin-Mediated (Receptor-Mediated):
Definition: RMP is the voltage difference across a cell membrane at rest, where the extracellular surface has an excess of positive charge, and the cytoplasmic surface has an excess of negative charge.
Typical Value: In neurons, RMP is approximately -70 mV, close to the equilibrium potential of K⁺ ions.
Donnan Effect/Gibbs-Donnan Equilibrium
Nernst Equation
Goldman-Hodgkin-Katz (G-H-K) Equation (also known as Goldman constant field equation or chord conductance equation).
Concept: Occurs due to the presence of a charged, impermeant ion (e.g., negatively charged proteins) on one side of a semipermeable membrane.
Repulsion and Attraction:
Repels similarly charged permeant ions (e.g., Cl⁻) to the opposite side.
Attracts oppositely charged permeant ions (e.g., Na⁺) to the same side.
Result: Asymmetric distribution of permeant ions across the membrane, leading to electroneutrality on each side.
Illustration:
Setup: A semipermeable membrane separates two solutions (A and B) of NaCl. Solution A contains non-diffusible negatively charged proteins.
Initial State: Equal Na⁺ concentrations in both solutions.
Equilibrium State:
Solution A: Higher Na⁺ (held by proteins), lower Cl⁻.
Solution B: Lower Na⁺, higher Cl⁻.
Each solution remains electroneutral (total cations = total anions).
Mathematical Expression (Gibbs-Donnan Equation):
Product of diffusible ion concentrations is equal on both sides:
Each side is electrically neutral:
Osmotic Effect:
Side with impermeant ions (Side A) has higher osmolarity (e.g., 24 vs. 12 for Side B).
Order of Permeability:
Hydrophobic Molecules (e.g., CO₂, O₂, N₂, steroid hormones) ≫ Small Uncharged Polar Molecules (e.g., H₂O, urea, glycerol) ≫ Large Uncharged Polar Molecules (e.g., glucose, sucrose) ≫ Ions (e.g., Na⁺, K⁺, Cl⁻).
Ion Permeability:
Synthetic Biological Membrane: Cl⁻ ≫ K⁺ ≫ Na⁺.
Cell Membrane: K⁺ ≫ Cl⁻ ≫ Na⁺.
Resting Condition Permeability Ratios: K⁺:Cl⁻:Na⁺ = 1.0:0.45:0.04.
Equilibrium Potential: The voltage across a membrane where the chemical and electrical driving forces for an ion are balanced, resulting in no net ion movement.
RMP Generation in Glial Cells:
Glial cells are permeable only to K⁺ at rest.
Mechanism:
High intracellular K⁺ concentration drives K⁺ efflux (chemical gradient).
Efflux leaves behind negative charges (impermeant anions like proteins), creating a positive extracellular surface.
At equilibrium, the electrical force (inward) balances the chemical force (outward), establishing the K⁺ equilibrium potential (E_K).
Result: RMP of glial cells equals EK (approximately -90 mV).
General Observation:
Most excitable cells are maximally permeable to K⁺ at rest, so RMP is close to EK.
In neurons, RMP (-70 mV) equals the equilibrium potential of Cl⁻.
Purpose: Calculates the equilibrium potential for a specific ion (Ex).
Formula:
R: Gas constant.
T: Temperature (in Kelvin).
Z: Valence of the ion (e.g., +1 for Na⁺, -1 for Cl⁻, +2 for Ca²⁺).
F: Faraday constant.
$[X]_o$, $[X]_i$: Ion concentrations outside and inside the cell.
Simplified Form (at 37°C):
Conversion factor: at 37°C.
Example Calculation:
Given: Intracellular [Na⁺] = 15 mM, Extracellular [Na⁺] = 150 mM.
Intuitive Approach: Higher extracellular Na⁺ drives Na⁺ influx, making the inside positive (+60 mV).
Equilibrium Potentials for Ions:
Na⁺: +63 to +65 mV
K⁺: -90 to -96 mV
Cl⁻: -64 to -70 mV
Ca²⁺: +132 to +137 mV
H⁺: -12 mV
HCO₃⁻: -13 mV
Mg²⁺: +9 mV
Unlike Glial Cells: Most mammalian cells (e.g., neurons) are permeable to Na⁺, K⁺, and Cl⁻ at rest.
Net Ion Flow:
At RMP, the sum of ion currents is zero:
RMP settles where there is no net ion movement.
Dominance of K⁺:
Due to high K⁺ permeability, RMP is closest to EK (-90 mV).
Example: Neuron RMP (-70 mV) is influenced by K⁺, Cl⁻, and Na⁺, but dominated by K⁺.
Function: Maintains concentration gradients for Na⁺ and K⁺.
Pumps 3 Na⁺ out and 2 K⁺ in per ATP hydrolyzed.
Mechanism:
Creates high intracellular K⁺ and low intracellular Na⁺.
K⁺ efflux (via leak channels) is balanced by the electrical gradient pulling K⁺ inward.
Results in a slight excess of extracellular cations and intracellular anions, establishing RMP.
Significance: Maintains the conditions necessary for RMP stability.
Method:
Two electrodes connected via an amplifier.
One electrode inside the cell, one outside.
Observation: Constant potential difference with the inside negative (e.g., -70 mV in neurons).
Electrode Details:
Tip diameter < 0.5 micrometers.
Goldman-Hodgkin-Katz (G-H-K) Equation
Purpose: Calculates RMP based on ion concentrations and permeabilities.
Formula:
P: Permeability of the ion.
[]o, []i: Concentrations outside and inside the cell.
Dependencies:
Distribution of Na⁺, K⁺, and Cl⁻ between extracellular fluid (ECF) and intracellular fluid (ICF).
Relative permeabilities of the membrane to these ions.
Excitability: Ability of cells (neurons, muscle cells) to produce electrical signals via gated ion channels.
Types of Potentials
Graded Potentials:
Variable amplitude, conducted decrementally over short distances, no threshold/refractory period.
Types:
Receptor Potential: At afferent neuron endings due to stimuli.
Synaptic Potential: In postsynaptic neurons (EPSP: depolarizing, IPSP: hyperpolarizing).
Pacemaker Potential: Spontaneous in specialized cells (e.g., SA node).
Action Potentials: Brief, all-or-none, reverse polarity, have threshold/refractory period, conduct without decrement.
Terminology:
Depolarization: Membrane potential becomes less negative (e.g., -70 mV to -40 mV or +40 mV).
Repolarization: Returns to RMP after depolarization.
Hyperpolarization: Becomes more negative (e.g., -70 mV to -90 mV).
Overshoot: Inside becomes positive (>0 mV).
Effect of Ion Changes:
Hyperkalemia: Decreases RMP (e.g., -70 mV to -65 mV), due to reduced K⁺ efflux.
Hypokalemia: Increases RMP.
Hyponatremia/Hypernatremia: Minimal effect due to low Na⁺ permeability at rest.
Example Question:
If ECF K⁺ increases from 3.5 to 5 mM, adipose cell RMP becomes less negative (depolarizes) due to reduced K⁺ efflux, not K⁺ influx.
40 docs|9 tests
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1. What is the structure and function of the cell membrane? | ![]() |
2. What is cytoplasm, and what role does it play in cellular function? | ![]() |
3. How do intercellular junctions contribute to tissue integrity? | ![]() |
4. What mechanisms are involved in transport across the cell membrane? | ![]() |
5. What is resting membrane potential (RMP) and why is it important? | ![]() |