By the end of the nineteenth century, scientists could describe most natural phenomena using Newton’s Laws of Classical Mechanics or Classical Theory. Matter and energy were thought to be separate and unconnected entities until then. Maxwell’s equations, developed by James Clerk Maxwell, a Scottish physicist, in 1873, enabled scientists to characterise the qualities of radiant energy. By the twentieth century, however, scientists had discovered that phenomena such as black body radiation and the photoelectric effect could not be described by classical theory or classical mechanics. During this period, the German physicist Max Planck proposed his idea of the quantised nature of electromagnetic wave energy.
E= hv
The proportionality constant, ‘h,’ is also known as Planck’s constant, and it has a magnitude of 6.626 x 10–34 J s.
E = hν
Many tests were carried out to investigate Planck’s quantum theory. The experimental findings confirmed and served as solid evidence for quantum theory. All of this demonstrates that the energy of electron motion in the matter is quantised. A prism may split light based on its wavelengths. If light behaves like a wave, the prism must generate a consistent rainbow. This also gave weight to Planck’s Quantum Theory. The emission spectrum of nitrogen gas also supports Planck’s quantum theory of radiation.
According to Planck’s theory, energy is not continuously released or absorbed but rather in packets known as quanta. It is referred to as a photon in the context of light.
Each photon contains energy directly proportional to the wavelength frequency, i.e. E is proportional to v. So, E = hv, where h is Planck’s constant.
Plank’s Quantum theory describes the quantum behaviour of energy through electromagnetic waves.