![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi43VmcoLO6QY9cShXtrH7jnrxTkuz1e_h8mm-KOSNYDF6J9Ag2k421gyleWLwIulMz2b2sc29mz8fRY7d0s5fazh-NV4-nqhMd1jz0nzH72vpNwSdoQXXFOC1b-OOnDmkQ6_Tkdwp1nRnv/s400/Photo+on+2011-07-15+at+19.22.jpg)
Continuing with the topic of waves, today we learned about sound waves. A few key ideas we learned, were that object want to vibrate, and that noise is a sound that is incoherent. Also, sounds need a medium to travel through.
Using a tuning fork, we did multiple labs showing us how sound travels. The average human can hear about 20 Hz - 20,000 Hz. Animals who can hear higher frequencies are called ultrasonic, whereas the opposite, hearing lower frequencies are called infrasonic.
Using a tuning fork, we did multiple labs showing us how sound travels. The average human can hear about 20 Hz - 20,000 Hz. Animals who can hear higher frequencies are called ultrasonic, whereas the opposite, hearing lower frequencies are called infrasonic.
Using the beautiful creature, I created a sample problem that shows how to find the frequency, given the speed and wavelength.
If a wave has a wavelength of 2.17 meters and the speed of sound in water is 923,580 m/s, what is the frequency a dolphin hears in this water?
V= ƒλ
92,580 m/s = f (2.17m)
f = 42,664 Hz, 42.7 kHz
No comments:
Post a Comment