Speed of Sound Calculator
Compute speed of sound in any gas at any temperature, or look up reference values for liquids and solids.
🔊 What is the Speed of Sound Calculator?
The speed of sound calculator computes how fast a pressure wave (sound) propagates through a given medium. In a gas such as air, the speed depends primarily on temperature and the molecular properties of the gas. In liquids and solids it depends on density and the elastic modulus of the material. This calculator covers both cases: a temperature-based gas mode using the exact thermodynamic formula, and a reference table for common liquids and solids.
Practical applications include: aviation (Mach number is defined as vehicle speed divided by local speed of sound, which changes with altitude and temperature), acoustics engineering (room reverberation and speaker placement depend on the local speed of sound), underwater sonar (the 1481 m/s value for fresh water determines sonar pulse timing), medical ultrasound (soft tissue at 1540 m/s is the calibration standard for diagnostic imaging), and non-destructive testing of materials (measuring ultrasonic pulse speed reveals cracks and voids in metals and concrete).
A common misconception is that Mach 1 is a fixed speed. It is not. Mach 1 equals the local speed of sound, which is about 340 m/s at sea level on a standard day but only about 295 m/s at 11 km altitude where it is much colder. Supersonic aircraft must compute their Mach number using the local atmospheric temperature, not a fixed reference.
The calculator uses the ideal gas formula v = sqrt(gamma x R x T / M), where the inputs are the ratio of specific heats (gamma), the universal gas constant R = 8.314 J/(mol.K), temperature T in Kelvin, and molar mass M in kg/mol. For dry air at 20°C this gives 343.2 m/s, matching standard reference values to 4 significant figures.