L 1 Body Fluid Compartments and Osmolarity — Study Notes
Homeostasis and Overview
- Homeostasis as the central unifying concept of physiology and medicine.
- Dynamic self-regulation: parameters fluctuate within a narrow, predictable range; feedback mechanisms restore normal ranges when changes occur.
- Health results from maintained homeostasis; loss leads to pathology; medical interventions aim to correct imbalances and restore homeostatic mechanisms.
- Focus of this lecture: location of body water, movement between compartments, and the mechanisms driving water movement.
Diffusion, Membrane Permeability, and Flux
- Diffusion: movement of molecules from an area of high concentration to an area of low concentration.
- Example: glucose diffusion across a semi-permeable membrane from Compartment 1 to Compartment 2.
- Over time, concentrations equilibrate as the gradient diminishes (e.g., 20 mmol/L → 10 mmol/L in each compartment).
- Flux equation (conceptual):
Flux=Permeability×Surface Area×(Concentration<em>1−Concentration</em>2) - Medical relevance: tissue permeability, surface area, and concentration gradients determine diffusion rates (e.g., oxygen diffusion in lungs affected by edema, fibrosis, or emphysema).
- Lipid bilayer diffusion: hydrophilic heads face water; hydrophobic tails form a non-polar interior, limiting diffusion of charged/polar molecules; diffusion is facilitated by channels if needed.
- Implications: non-polar molecules (O2, CO2, fatty acids, steroid hormones) diffuse readily; ion channels increase diffusion rates for ions; pharmacologic inhibition of channels can be effective.
- Membrane transport overview: primary active transport (Na+/K+-ATPase) and secondary active transport establish intracellular and extracellular compositions; the lipid bilayer then limits diffusion of polar substances.
- Aquaporins: membrane water channels determine cell permeability to water; number and type of aquaporins control water movement across membranes.
Molarity, Osmolarity, and Osmolality
- Molarity (M): moles of solute per liter of solution.
- Osmolarity (Osm/L): total number of osmotically active particles per liter of solution.
- Example: dissolving 1 mole of NaCl in 1 L water yields 2 particles (Na⁺ and Cl⁻), so [Osm] = 2 Osm/L, whereas molarity is 1 M.
- Osmolality (Osm/kg): osmotically active particles per kilogram of solvent; at body temperature, 1 L water ≈ 1 kg, so osmolarity ≈ osmolality.
- Important relationship: osmolarity and osmolality are effectively interchangeable in physiological contexts.
Osmosis
- Osmosis: movement of water from high water concentration (low solute) to low water concentration (high solute) through a semi-permeable membrane.
- Practical rule: water moves toward the compartment with higher osmolarity (more solute particles).
- Illustrative thought: when solute number changes between compartments, water shifts to restore osmotic balance; if the membrane is permeable to the solute, equilibration occurs and osmotic gradients dissipate.
Effective vs. Ineffective Osmoles
- Steady-state gradients are maintained by pumps/transporters (e.g., Na⁺/K⁺-ATPase) and secondary transport.
- Permeant solutes (e.g., glucose, urea) can diffuse across membranes; they are “ineffective” osmoles because they do not sustain a long-term osmotic gradient once equilibrated.
- Non-permeant (impermeant) solutes effectively contribute to osmolarity and tonicity because they remain in their original compartment.
- Example: introduce 100 mOsm/L of urea into the extracellular fluid while the extracellular space is large relative to the cell.
- Initially, osmolality rises to 400 mOsm/L (ECF), water leaves the cell → cell volume decreases, cell osmolarity rises.
- Over time, urea diffuses into the cell, equilibrating the osmolarities and returning cell volume toward original size.
- Net effect: total osmolarity of both compartments rises temporarily, but compartments equilibrate; cell volume normalizes as urea diffuses.
- Reversing the process (remove urea from extracellular fluid) causes water to move back into the cell as the cell osmolarity remains higher until equilibrium.
Osmotic Pressure and Osmosis Dynamics
- Osmotic pressure builds as solute concentration increases; water movement across a semi-permeable membrane continues until hydrostatic pressure counterbalances osmotic pressure.
- Water flow direction depends on relative osmotic pressures; when membrane is permeable to water but not the solute, the compartment with higher osmotic pressure draws water and expands until equilibrium.
- Consider shapes of compartments to illustrate osmotic gradients and potential changes in volume and osmolarity during osmosis.
Tonicity and Extracellular Osmolarity
- Isotonic: a solution with impermeant solutes having the same osmolarity as the cell; no net water movement; cell volume remains constant.
- Hypertonic: impermeant solutes higher outside; water leaves the cell; cell shrinks until intracellular osmolarity matches exterior.
- Hypotonic: impermeant solutes lower outside; water enters the cell; cell swells until osmolarities equalize.
- Permeant vs. impermeant solutes and tonicity:
- Permeant solutes (glucose, urea) may initially change cell size but do not contribute to long-term tonicity once equilibrated.
- Impermeant solutes determine tonicity.
- Iso-osmotic, hyper-osmotic, and hypo-osmotic terms refer to osmolarity relative to extracellular fluid, independent of solute permeability.
- Special note on isotonic saline: 154 mM NaCl has an effective osmolarity less than 308 mOsm/L due to osmotic coefficient effects (~0.93 for NaCl), yielding ~286 mOsm/L.
Body Fluid Compartments: Composition and Volumes
- Total Body Water (TBW): roughly 60% of body weight; influenced by body fat and age.
- Infants ~70% TBW; children ~65%; elderly ~55%.
- Higher TBW in infants partly due to higher surface-area-to-mass and metabolic rate, making dehydration more rapid.
- Intracellular Fluid (ICF): contains ~2/3 of TBW.
- Extracellular Fluid (ECF): contains ~1/3 of TBW; subdivided into Interstitial Fluid and Plasma.
- Interstitial Fluid: ~3/4 of ECF.
- Plasma: ~1/4 of ECF.
- Transcellular Fluids: cerebrospinal, lymph, synovial, peritoneal, pericardial, pleural, and ocular fluids.
- Example: 70 kg adult
- TBW ≈ 42 L (60% of body weight)
- ICF ≈ 28 L (2/3 of TBW)
- ECF ≈ 14 L (1/3 of TBW)
- Interstitial Fluid ≈ 10.5 L (3/4 of ECF)
- Plasma ≈ 3.5 L (1/4 of ECF)
- Plasma volume accounts for about 8% of TBW
- Infant example (3.5 kg):
- TBW ≈ 2.45 L
- ICF ≈ 1.63 L
- ECF ≈ 0.82 L
- Interstitial ≈ 0.615 L
- Plasma ≈ 0.205 L
Fluid Dynamics Across Compartments
- Plasma ↔ Interstitial Fluid: capillary exchange drives nutrient/waste/gas exchange; composition of plasma and interstitial fluid are nearly identical except for plasma proteins.
- Fluid movement out of capillaries is driven by capillary hydrostatic pressure; proteins left behind generate colloid osmotic pressure that promotes reabsorption.
- Interstitial ↔ Intracellular Fluid: water movement follows osmotic gradients; primary active transport (Na⁺/K⁺-ATPase) and secondary transport establish ionic concentrations; osmolarity between ICF and ECF tends to equilibrate under steady state.
- Net principle: water moves to equalize osmotic pressures and osmolarities; disruptions alter compartments and volumes accordingly.
Application of Fluid Dynamics: Predicting Changes from Perturbations
- General assumption: gains or losses affect the ECF first; then shifts occur between ECF and ICF to restore osmolar balance.
- Scenario 1: Gain of “pure” water (1 L enters ECF)
- ECF volume increases (e.g., 15 L → 16 L depending on baseline).
- Osmolarity of ECF decreases (dilution).
- Water shifts into the ICF to restore osmolar balance; ECF osmolarity rises as water leaves ECF.
- TBW increases; plasma protein concentration decreases due to dilution of plasma water; hematocrit effect is nuanced: plasma dilution lowers hematocrit, cell volume increases could raise hematocrit; net effect often small in hematocrit.
- Scenario 2: Loss of water (isotonic-like water loss; e.g., sweat or diabetes insipidus)
- Water loss reduces both ECF and ICF volumes; osmolarity increases in both compartments similarly; no large change in osmolar balance if solute remains in compartments.
- Scenario 3: Gain isotonic saline (1 L of saline into circulation)
- Adds 300 mOsm of impermeant solute and 1 L of water to ECF.
- Since osmolarity of ECF remains the same, no water movement between compartments due to osmotic gradients.
- Plasma protein concentration and hematocrit decrease due to plasma dilution.
- Scenario 4: Gain of NaCl (high salt intake with 1 L water)
- ECF osmolarity increases (e.g., 344 mOsm/L), generating an osmotic gradient from ICF to ECF.
- Solutes remain largely in their compartments (impermeant solutes); water shifts to equilibrate, increasing ECF volume and decreasing ICF volume.
- After equilibration, total osmolarity may settle to a new level (e.g., 315 mOsm/L in this example).
- Thirst centers are activated; additional water intake might be required (e.g., ~2.3 L of pure water) to return to 300 mOsm/L.
- Plasma protein concentration and hematocrit decrease due to dilution and shifts in compartments.
- Scenario 5: Adding pure water intravenously via D5W (isotonic glucose, dextrose 5% in water)
- Initially expands the ECF; after glucose is metabolized, net effect is addition of pure water causing expansion of both ECF and ICF compartments.
- Osmolarity decreases slightly due to added water; the process provides carbohydrates and energy.
- Overall, both ECF and ICF volumes expand; a small reduction in osmolarity occurs due to added water.
- Osmolarity and osmoles
- 1 mole of particles = 1 osmole.
- 1 osmolal solution = 1 Osm/kg H2O.
- Effective (non-permeant) vs. ineffective (permeant) osmoles
- Effective osmoles contribute to osmotic gradient and tonicity because they do not diffuse away.
- Ineffective osmoles diffuse across membranes and do not sustain a long-term osmotic force.
- Estimating plasma osmolarity (quick rule of thumb)
- A rough estimate: Osmolarityplasma≈2[Na+]+18Glucose (mg/dL)+2.8BUN (mg/dL)
- Note: exam questions may not require exact calculation of total plasma osmolarity, but this is a commonly used quick estimate.
- Practical notes about NaCl and osmolarity
- Na⁺ and Cl⁻ do not act independently; their effective osmolality is less than the sum of individual molarities due to interactions; for NaCl, the osmotic coefficient is about 0.93.
- Example: 154 mM NaCl has an effective osmolarity of approximately 0.93×2×154≈286 mOsm/L.
- Important points about tonicity
- The tonicity of a solution is determined by impermeant solutes; permeant solutes may initially affect cell size but do not contribute to long-term tonicity once equilibrated.
- Isotonicity is relative to the cell’s own osmolarity; a solution can be iso-osmotic yet not isotonic if it contains permeant solutes that equilibrate.
- Typical body fluid proportions (summary)
- TBW ≈ 60% of body weight (approximate; varies with age and fat content).
- ICF ≈ 2/3 of TBW; ECF ≈ 1/3 of TBW.
- ECF subdivisions: Interstitial Fluid ≈ 3/4 of ECF; Plasma ≈ 1/4 of ECF; Transcellular Fluids include CSF, lymph, synovial, etc.
- Sample numerical breakdowns
- 70 kg adult: TBW ≈ 42 L; ICF ≈ 28 L; ECF ≈ 14 L; Interstitial ≈ 10.5 L; Plasma ≈ 3.5 L.
- 3.5 kg infant: TBW ≈ 2.45 L; ICF ≈ 1.63 L; ECF ≈ 0.82 L; Interstitial ≈ 0.615 L; Plasma ≈ 0.205 L.
Practical Takeaways
- Water moves to equilibrate osmolarity across compartments; which direction water moves depends on relative osmolarities and membrane permeability to solutes.
- The extracellular compartment (ECF) is the first to change in most perturbations; subsequent shifts between ECF and ICF restore osmotic balance.
- Isotonic saline expands ECF but does not change osmolarity; pure water or hypotonic solutions tend to shift water into cells; hypertonic solutions draw water out of cells.
- D5W is used clinically to expand both compartments after glucose metabolism; initial expansion is in ECF, followed by ICF expansion as water distributes and osmolarity shifts.
- Keep in mind the relationship between TBW, compartments, osmolarity, and volume changes when predicting fluid balance in health and disease.