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  • https://chem.libretexts.org/Courses/University_of_North_Texas/UNT%3A_CHEM_1410_-_General_Chemistry_for_Science_Majors_I/Text/05%3A_The_Electronic_Structure_of_Atoms/5.04%3A_The_Wave_Nature_of_the_Electron
    If you flick a string, a traveling wave moves down it; if you do this continually, say once a second, you generate a travelling wave train with a frequency of 1 s -1 , or one wavelength per second, wh...If you flick a string, a traveling wave moves down it; if you do this continually, say once a second, you generate a travelling wave train with a frequency of 1 s -1 , or one wavelength per second, where the wavelength is the distance between successive peaks (or any other repeating feature) of the wave:
  • https://chem.libretexts.org/Courses/Colorado_State_University_Pueblo/Elementary_Concepts_in_Physics_and_Chemistry/09%3A_Chapter_9_-_Waves/9.06%3A_Sound_Interference_and_Resonance-_Standing_Waves_in_Air_Columns
    Interference is the hallmark of waves, all of which exhibit constructive and destructive interference exactly analogous to that seen for water waves. In fact, one way to prove something “is a wave” is...Interference is the hallmark of waves, all of which exhibit constructive and destructive interference exactly analogous to that seen for water waves. In fact, one way to prove something “is a wave” is to observe interference effects. So, sound being a wave, we expect it to exhibit interference; we have already mentioned a few such effects, such as the beats from two similar notes played simultaneously.
  • https://chem.libretexts.org/Bookshelves/General_Chemistry/ChemPRIME_(Moore_et_al.)/05%3A_The_Electronic_Structure_of_Atoms/5.04%3A_The_Wave_Nature_of_the_Electron
    If you flick a string, a traveling wave moves down it; if you do this continually, say once a second, you generate a traveling wave train with a frequency of 1 s -1 , or one wavelength per second, whe...If you flick a string, a traveling wave moves down it; if you do this continually, say once a second, you generate a traveling wave train with a frequency of 1 s -1 , or one wavelength per second, where the wavelength is the distance between successive peaks (or any other repeating feature) of the wave:

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