======Measuring the Speed of Sound with a Drum====== **Materials: **{{$demo.materials_description}}\\ **Difficulty: **{{$demo.difficulty_description}}\\ **Safety: **{{$demo.safety_description}}\\ \\ **Categories:** {{$demo.categories}} \\ **Alternative titles:** Drum Beat Time Lag Method ====Summary==== {{$demo.summary}} ====Procedure==== - Choose an open, quiet area with clear line of sight (e.g. school oval). Assign one drummer and at least two observers with a tape or measuring wheel. - Set a steady beat rate (e.g., 2 beats per second, so the period T = 0.5 s) with a drum (e.g. snare drum) that can be heard crisply from far away. - Observers walk straight away from the drummer, watching the stick strike while listening to the sound. - Stop when the observers see a strike at the exact moment they hear the previous beat (the sound is one beat behind). - Measure the straight-line distance d from drummer to observers. - Compute speed of sound v = d / T, where T is the beat period. Repeat and average. ====Links==== * None found ====Variations==== * Repeat with different beat rates (e.g., 1 Hz, 1.5 Hz, 2.5 Hz) and compare v from each trial. * Try early morning vs midday to discuss temperature effects on sound speed. ====Safety Precautions==== * Conduct the activity in a safe, traffic-free area with clear footing. * Keep volume moderate and consider hearing protection for repeated loud hits. * Maintain clear communication so no one backs into obstacles while moving away. * Do not perform near roads or reflective walls that could cause confusing echoes. ====Questions to Consider==== * Why does the method use the moment when the sound is one beat behind what you see? (Because the sound delay equals one full period T of the beats, so v ≈ distance/period.) * If T = 0.5 s and the distance measured is 170 m, what speed do you get? (v ≈ 170 / 0.5 = 340 m/s, close to the typical value at room temperature.) * How would temperature changes affect your result? (Warmer air increases sound speed; cooler air decreases it, so trials at different times may shift v.) * What systematic errors might make v too high or too low? (Imprecise alignment, slanted distance, uneven beat timing, wind, or echoes can bias the measurement.) * How could you improve precision without changing the basic idea? (Use a metronome, longer distances, multiple trials, and average results.)