Week 2 Flashcards
Body water balance
Intake: highly variable but typical values /24 hours are:
Drinking: 1500ml very variable
Food: 500ml
Metabolism: 400ml
Total: 2400ml
Output:
Lungs: 400ml variable with exercise
Skin: 400ml variable with temp
Faeces: 100ml variable with disease
Urine: 1500ml
Of the outputs urine is under the greatest independent control in order to maintain water body balance. The others can be highly variable depending on temp, metabolic rate and diet
Body fluid compartments
A fluid is a substance that deforms under a shear stress. In physiology the important fluids are those in which water, or a fat/lipid are the solvent
Key compartments:
- intracellular water
- interstitial water: filling the space between cells, amongst the extracellular matrix
-fat
- (blood) plasma
- transcellular fluid: separated from the extracellular fluid be a membrane (eg CSF, peritoneal fluid, aqueous humor) . Can expand lots
Body water content
Total body water is approx. 42L for a 70kg person
Proportionally greater in men than in women
Proportionally reduces with age
Volumes of body fluid compartments in a 70kg person
Total body fluid: 42L
Extracellular:
—Plasma- 3L
—Interstitial fluid- 10L
Intracellular- 28L
Transcellular fluid: 1L
Transcellular compartments: examples
Peritoneal space: can expand greatly (used therapeutically during peritoneal dialysis)
CSF: protected by the blood-brain barrier (endothelial cells joined by tight junctions; with a role for glia)
Pleural cavity
Synovial fluid
Measuring body fluid compartments
Destructive methods of measuring fluid compartments
- plasma volume: by exsanguination (draining someone of blood) and centrifugation
-total body water: weigh a body, then desiccate it (by heating) then re weigh
One approach is to inject a substance which is known to distribute in a given compartment and then calculate the ‘volume of distribution’ Vd which is:
“ the volume of fluid required to contain the total amount of drug in the body at the same concentration as that present in the plasma”
Vd= Q (amount of drug) / Cp (plasma concentration of drug
Sometimes expressed in units of Vd/body mass ie L/kg
Measuring total body water
In order to find a substance that mixes uniformly with water throughout the body the best option is to use water by using deuterium H^2 or tritium H^3 to replace normal isotope of hydrogen 1^H in the water.
Calculation of the volume then proceeds in the same way as for the other ‘volume of distribution’ calculations
Markers for other volumes
Plasma volume: labelled proteins injected intravascularly; Evan’s blue (which binds to plasma proteins)
Extracellular fluid: 36Cl- (although some passes intracellularly), thiosulfate/thiocyanate, inulin (polysaccharide). None of these are perfect, although thiosulfate/thiocyanate seem to be most accurately. Note that this will not measure transcellular fluid.
Plasma
Plasma: this is the fluid component of the blood, and usually represents about 55% of the blood by volume. The rest of the volume is occupied by cells
Haematocrit: a measure of the proportion of the blood occupied by cells (usually around 45%)
Constituents of body fluids
Only about one half of the extracellular calcium is present as free Ca2+ ions
The plasma also contains about 60g.l-1 of protein of which albumin is most prevalent (40g.l-1)
Calcium
About half of the Calcium in the circulation is bound to albumin which means that any change in the albumin concentration will change the total Ca2+ concentration without changing the free calcium concentration
It’s the free calcium concentration which is biologically active but more difficult to measure
So body regulates the free calcium concentration rather than total calcium concentration
Correcting calcium for hypoalbuminaemia
Because its the free calcium thats more physiologically important but ‘total’ calcium is measured clinicians need to correct the calcium to account for changes in the concentration of binding sites
One approach might be to calculate the free calcium concentration but this is rarely done
A ‘corrected’ total calcium is calculated doesn’t correspond to real physical quantity but helps to interpret result based on normal ranges of free total calcium with ca2+ in mM and albumin in g/l
Ca2+ (corrected)= ca2+ total + 0.020 (40-albumin)
-the total Ca2+ conc that would occur if albumin was corrected at normal level
Osmole (osm or osmol)
This is a measure of the number of molecules that a compound dissociates into when dissolved in solution
Useful for measuring osmotic forces
Osmolality v osmolarity
Osmolality: number of osmoles per unit mass of the solvent (osm.kg-1)
Osmolarity: number of osmoles per unit volume of the solution (osm.L-1)
In physiological ranges the difference is very small as the density of water is close to 1kg.L-1 and the difference between the volume of the solvent and the volume of the solution is very small
Osmotic pressure
At the interface between 2 solution molecules exchange because of diffusion
If the concentration of any species is different on either side of the interface, there will be a net movement of molecules from one side of the membrane to the other
In the case of water the force (per unit area) required to oppose such a new movement is called the osmotic pressure
In the context of biological tissues the interface between solution is at a semi-permeable membrane usually the plasma membrane
Osmotic pressure alternative definition
The amount of pressure required to oppose osmosis
In this configuration the osmotic pressure is equal to the hydrostatic pressure generated which is pgh (p= density of solution, g =acceleration due to gravity, h=height)
Isotonic v isosmotic
If two solutions are isosmotic they share the same Osmolality
If a solution is isotonic then applying the solution to cells (traditionally red blood cells) will not cause net fluid movement
It’s possible for a solution to isosmotic with respect to intracellular fluid yet not isotonic an example is urea
For isotonic solutions across a semipermeable membrane there will be no net movement of water across the membrane; just like a chemical equilibrium water moves in both directions but at equal rates
Example urea solution
Urea crosses relatively freely through plasma membranes in cells that express a urea transporter. Hence an isosmolar solution of urea if applied to cells is not isotonic because urea will enter the cells, increasing the intracellular osmotic pressure and hence encouraging the water to enter the cells. This causes cell swelling and ultimately rupture
Movements across capillaries
Components of capillary walls create a barrier to diffusion in the same way that our plasma membrane does: hence it too can be considered a semipermeable membrane
The net movement of water will be a balance between hydrostatic force and osmotic pressures. Across capillary membranes the ions (which are small) are in equilibrium so the main osmotic forces are due to the proteins; the protein-mediated force is sometimes called the oncotic pressure
(Oncotic pressure- osmotic pressure due to proteins)
An example of the importance of osmotic pressure changes:
Fall in plasma albumin:
Causes- liver failure (decreased production), renal failure (increased loss).
Effects: pulmonary, peripheral, oedema, ascites
Oedema is a critical problem in the brain
Corrected by mannitol
mannitol
A stable sugar alcohol that when injected intravascularly increases the plasma and extracellular space Osmolality
By doing so it ‘pulls’ water from the intracellular and transcellular spaces (such as CSF)
Hence one of its uses is to decrease intracranial pressure such as that following intracranial haemorrhage
It is also an osmotic diuretic
Modern use: inhaled for cystic fibrosis management
The nephron
Afferent (in) and efferent (out) arterioles - capillary tuft
Glomerulus
Bowman’s space
Proximal tubule
Loop of Henle
Distal tubule
Collecting duct
blood flow to the kidney
The combined blood flow to the 2 kidneys is about 1.1L.min-1 which means a renal plasma flow rate of 600ml.min-1 ( allowing for the volume of cells in the blood)
This large flow hints at the importance of the kidney