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Wave Speed Calculator
Calculate wave propagation speed
Wave Speed Formula

v = λ × f

Where v is wave speed, λ (lambda) is wavelength, and f is frequency.

Common Wave Speeds
Light in vacuum~3×10⁸ m/s
Sound in air (20°C)~343 m/s
Sound in water~1480 m/s
Sound in steel~5000 m/s
Understanding Wave Speed

Wave speed is the rate at which a wave propagates through a medium. It depends on both the wavelength (the distance between successive wave peaks) and the frequency (how many waves pass a point per second). The fundamental relationship v = λf shows that wave speed equals wavelength times frequency.

Different types of waves travel at different speeds depending on the medium. Electromagnetic waves (like light) travel fastest in a vacuum, while mechanical waves (like sound) require a physical medium and travel at speeds determined by the medium's properties such as density and elasticity.

Disclaimer

Wave speed calculations assume ideal wave propagation. Actual speed may vary due to medium properties, temperature, or environmental factors. Consult physics references for precise analysis.

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