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  1. Waves transfer energy but not mass. When we watch surf waves coming into shore, it’s easy to think that individual water particles are moving towards us, but that’s not actually the case. The particles involved in waves move back and forth perpendicularly to the way the wave is going, but don’t move significantly in the direction of the wave.

  2. Jan 15, 2019 · As long as the waves propagate slower than the wind speed just above the waves, there is an energy transfer from the wind to the waves. Both air pressure differences between the upwind and the lee side of a wave crest, as well as friction on the water surface by the wind (making the water to go into the shear stress), contribute to the growth of the waves.

  3. Any given part of the slinky is moving up and down, but the wave is travelling along the slinky. Energy also travels along the slinky. Waves transfer energy from one place to another. Visualising the relationship between waves and energy. To understand how energy and waves work, consider two people holding a slinky between them.

  4. Mar 28, 2024 · The energy stored in one wavelength is not a very useful property of a wave, since the total energy in the wave depends on the length of the wave. We can describe the rate at which energy is transmitted by the wave (its power), since we know how long, \(T\) , it will take the wave to travel one wavelength, and we just determined how much energy is stored in one wavelength.

  5. Figure: One-dimensional traveling wave at as a function of time (green and blue curves). Traveling waves propagate energy from one spot to another with a fixed velocity. This is in contrast to a standard wave (red curve) (CC BY-SA 4.0 Internation; Lookangmany via wikipedia)

  6. The energy effects of a wave depend on the amplitude and duration (time) of the wave. Waves can also be concentrated or spread out. Considering all these factors, intensity is defined as power per unit area. In the classical wave theory, energy of a wave doesn’t depend on the frequency of the wave.

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  8. 3. Two waves are traveling through a container of an inert gas. Wave A has an amplitude of 0.1 cm. Wave B has an amplitude of 0.2 cm. The energy transported by wave B must be _____ the energy transported by wave A. a. one-fourth. b. one-half. c. two times larger than. d. four times larger than

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