Quote:
Originally Posted by postdiluvium
When is light a wave and when is it a particle?
If it is both, how can it be both?
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One can go extremely indepth with this thought, however i will outline the basic idea.
It's not literally "both" at any instantaneous moment. However, light has certain wave-like behaviors and certain particle-like behaviors.
Light can be thought of as a collection of particles. These particles are called photons. In a beam of light, there are many many photons. Each photon has energy.
Just think about taking a bunch of pebbles and throwing them. You can think of light the same way; just a bunch of particles moving in a direction. In both examples, the individual photons and pebbles have energy. However, what makes light "wave-like" opposed to the pebbles is how you define their energy.
Take the pebbles for example. Their energy is defined as the sum of potential and kinetic energy. So you can say, the energy of an individual pebble = .5mv^2 + mgh, where m = mass of the pebble, v = velocity of the pebble, g = gravity, and h height of the pebble. Since these pebbles are "particles" with mass, they are affected by forces such as gravity. Pay close attention to the terms in the equation, such as mass and velocity, things exclusive to physical particles. A pebble, has a mass, and when it's moving, it has a velocity. These characteristics specific to "particles" determine energy.
however, for an individual photon, the energy = hv, where h is plank's constant, and v = the wavelength of the photon. Plank's constant is somethin like 6.67 & 10^-34 J/m. When you multiply h and v, the m term cancels and you are left with J (energy).
This is how light behaves like a particle and a wave. Light is composed of individual particles, but what determinse its energy are things specific only to waves, such as wavelength.
now, this all led to the wave particle duality, which basically states all things in nature of characteristics of a particle and characteristics of waves. Think about these two equatiosn.
E = mc^2
E = hv
equate them
hv = mc^2
this is saying that all things have mass, and all things have a wavelength. These both are characteristics of a particle and a wave. A particle has mass, and a wave has a wavelength, and this is how things behave as a both a particle and as a wave.