Fluid continuously exchanges between capillary lumen and tissue interstitium through a balance of hydrostatic and colloid osmotic (oncotic) pressures, quantified by the Starling equation. At the arteriolar end of capillaries, hydrostatic pressure (capillary blood pressure, ~35 mmHg) exceeds plasma oncotic pressure (~25 mmHg), creating net filtration pressure that drives fluid into tissue. At the venular end, hydrostatic pressure falls (~15 mmHg) while oncotic pressure remains constant, allowing net reabsorption. Normally, slightly more fluid is filtered than reabsorbed; this excess filtrate enters the lymphatic system for return to the circulation, preventing edema.
Study intracapillary and interstitial pressures using micropipette manometry in single capillaries. Observe edema formation during venous obstruction (increased capillary pressure) or from hypoproteinemia (decreased plasma oncotic pressure). Measure lymph flow during inflammation.
Net fluid movement is not determined by a single pressure; changes in one Starling force are partially compensated by changes in interstitial protein concentration and lymphatic drainage, maintaining relative balance.
Every cell in your body lives in a bath of interstitial fluid, and that fluid must be continuously renewed. The capillary wall is where this exchange happens — nutrients, wastes, and water move between the bloodstream and the tissue space. You already understand osmosis and passive transport: water moves down its concentration gradient, and solutes cross membranes according to their permeability and driving forces. The Starling equation applies these principles specifically to the capillary wall, identifying four pressures that determine whether fluid filters out of the capillary or is reabsorbed back in.
Two pressures push fluid out of the capillary: capillary hydrostatic pressure (the blood pressure inside the capillary, generated by the heart's pumping) and interstitial oncotic pressure (the osmotic pull of proteins in the tissue space, drawing water out). Two pressures pull fluid back in: plasma oncotic pressure (the osmotic pull of proteins — mainly albumin — dissolved in the blood) and interstitial hydrostatic pressure (the physical pressure of fluid already in the tissue, which resists further filtration). The net filtration pressure at any point along the capillary is the balance of these four forces. Where outward forces dominate, fluid filters into the tissue; where inward forces dominate, fluid returns to the capillary.
The critical insight is that these pressures change along the length of the capillary. At the arteriolar end, blood has just arrived from the arteriole and hydrostatic pressure is high (around 35 mmHg), easily exceeding plasma oncotic pressure (~25 mmHg). The net force pushes fluid out — this is filtration. As blood flows toward the venular end, hydrostatic pressure drops (to about 15 mmHg) because resistance and fluid loss along the capillary have reduced it. Now plasma oncotic pressure exceeds hydrostatic pressure, and the net force pulls fluid back in — this is reabsorption. The result is a dynamic gradient: fluid leaves the capillary at one end and returns at the other, creating a continuous slow circulation of interstitial fluid that delivers nutrients and removes wastes.
In practice, filtration slightly exceeds reabsorption — about 3 liters per day of fluid is filtered but not directly reabsorbed. This surplus enters the lymphatic system, which collects interstitial fluid and returns it to the venous circulation near the heart. When any component of this system fails, the result is edema — visible tissue swelling. Heart failure raises venous pressure, increasing capillary hydrostatic pressure and driving excess filtration. Liver disease reduces albumin production, lowering plasma oncotic pressure and reducing reabsorption. Lymphatic obstruction prevents drainage of the surplus. In each case, the same Starling framework explains the pathology: identify which of the four pressures has changed, determine the new net filtration direction, and you can predict where and why fluid accumulates.