Speed of sound in water or air can be determined by simply entering the required values in the tool’s designated field.
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The speed of sound calculator helps determine the velocity at which sound waves travel through a specific medium under given temperature conditions. It also shows how temperature changes affect the speed of sound in air or water.
The speed of sound depends on the temperature and the medium. At 20°C, sound waves travel at approximately 343 m/s (1 km in 2.91 s or 1 mile in 4.69 s).
For a general medium:
v = √(γ · P / ρ)
Calculated using:
v = √(B / ρ)
At 20°C, speed ≈ 1481 m/s, 5332 km/h, 4859 ft/s, or 3313 mph.
For dry air:
v = √(γ · R · T)
At 20°C, speed ≈ 343.14 m/s, 1235.3 km/h, 1125.8 ft/s, or 767.6 mph.
At sea level, sound travels at approximately 760 mph or 1,100 ft/s.
Sound moves faster in water because water is denser and more elastic than air, allowing sound waves to propagate more quickly. Speed in water ≈ 1,500 m/s vs. air ≈ 340 m/s.
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