In: Physics
What basic law of Physics tells us that a laser cannot produce 100% monochromatic light?
The energy of a photon determines its wavelength through the
relationship E = hc/?, where c is the speed of light, h is Planck's
constant, and ? is wavelength. In an ideal case, the laser emits
all photons with the same energy, and thus the same wavelength, it
is said to be monochromatic. The light from a laser typically comes
from one atomic transition with a single precise wavelength. So the
laser light has a single spectral color and is almost the purest
monochromatic light available.
However, in all practical cases, the laser light is not
truly monochromatic. A truly monochromatic
wave requires a wave train of infinite duration. The
spectral emission line from which it originates does have a finite
width, because of the Doppler effect of the moving atoms or
molecules from which it comes. Compared to the ordinary sources of
light, the range of frequency (line width) of the laser is
extremely small. This range is called line width or bandwidth.