What is the M (Mach Number)?
The Mach number is an object's speed divided by the local speed of sound. It tells you whether compressibility effects matter — subsonic below 0.8, transonic near 1, supersonic above 1.2, and hypersonic above 5.
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Compute the Mach number from speed, air temperature and gas properties to classify flight as subsonic, transonic, supersonic or hypersonic.
M = v ÷ √(γ·R·T)
The Mach number is an object's speed divided by the local speed of sound. It tells you whether compressibility effects matter — subsonic below 0.8, transonic near 1, supersonic above 1.2, and hypersonic above 5.
v=340, γ=1.4, R=287, T=288 → a=√(1.4·287·288)=340.2 → M ≈ 1.0 → Transonic.
The visualisation places your computed M against colour-coded regime zones, with a live marker so you can see at a glance which flow or transfer regime your inputs fall into and how close you are to the next threshold.
Aircraft and missile design, wind-tunnel testing and compressible-flow analysis.
All inputs must be physically valid; a zero in the denominator (e.g. zero viscosity, velocity or conductivity) is rejected rather than producing infinity. Regime thresholds are standard textbook values and can shift with geometry and conditions.