Aortic valve area

AVA (continuity equation) · AVA = [π(LVOT D/2)2 × LVOT VTI] / AV VTI; planimetry by 3D TOE or CT as a cross-check

Normal range & thresholds

Normal 3.0–4.0 cm².
 MildModerateSevere
AVA>1.5 cm²1.0–1.5 cm²<1.0 cm²
AVA index>0.850.60–0.85<0.6 cm²/m²
DVI>0.25<0.25
Low-flow states: stroke volume index <35 mL/m². Severe aortic stenosis with a mean gradient <40 mmHg and AVA <1.0 cm² is only confirmed after the flow state is accounted for.[5,6,7]

Pathophysiology

The continuity equation states what conservation of mass requires: the volume passing the LVOT in systole equals the volume passing the valve, so AVA = (LVOT area × LVOT VTI) / AV VTI. It gives an effective orifice area — the area of the vena contracta — which is smaller than the anatomical orifice measured by planimetry, and the two are not interchangeable. The equation’s great virtue is that, unlike gradient, it is theoretically flow-independent; its great weakness is that it depends on the square of a hand-measured LVOT diameter.[5,79]

Raised by

Lowered by

Technique & pitfalls

Pseudo-change & artefact

Treatment thresholds

Next step

Drugs

Reversibility

0% for the native valve, and progression is the rule: AVA falls by roughly 0.1 cm² per year on average, faster with heavier calcification, renal disease and older age. Relief is mechanical and immediate — effective orifice area jumps to prosthetic values at operation or implantation, limited only by prosthesis–patient mismatch. What is not immediately reversed is the myocardial consequence: LV mass regresses by 20–30% in the first year, but diffuse and replacement fibrosis largely persists, which is the case for intervening before advanced cardiac damage.[58,86,103]