Light is made up of small packets of energy called photons, so small, in fact, that they are almost impossible to measure directly. The amount of energy that is deposited when one photon of wavelength <math>\lambda</math> is absorbed is equal to <math>h/\lambda</math>, where <math>h</math> is Planck's constant. For example, a candle puts out <math>5 * 10^{16}</math> photons per second. The human eye is not able to detect individual photons; even a light pulse of one million visible photons would not be bright enough to be seen. This is not a problem in everyday life because normal light levels are much higher than this. However there are some situations where detection of very low levels of light is required. Examples are viewing distant objects through a telescope, or imaging a tumor in the human body using a PET scanner. Both of these applications require cameras with single-photon sensitivity. | Light is made up of small packets of energy called photons, so small, in fact, that they are almost impossible to measure directly. The amount of energy that is deposited when one photon of wavelength <math>\lambda</math> is absorbed is equal to <math>h/\lambda</math>, where <math>h</math> is Planck's constant. For example, a candle puts out <math>5 * 10^{16}</math> photons per second. The human eye is not able to detect individual photons; even a light pulse of one million visible photons would not be bright enough to be seen. This is not a problem in everyday life because normal light levels are much higher than this. However there are some situations where detection of very low levels of light is required. Examples are viewing distant objects through a telescope, or imaging a tumor in the human body using a PET scanner. Both of these applications require cameras with single-photon sensitivity. |