Quantum theory

Some of the important postulates of the Bohr’s model of the atom were that the electrons moved around the nucleus in specified orbits. In these orbits they can move without radiating energy.

They can acquire or lose energy only in discrete units called quanta. Thus Bohr suggests that electrons in the atom exist in discrete (or quantized) energy states.

In 1902, Max Planck was able to show that experimental observations in the radiation emitted by substances could be explained on the basis that the energy from such bodies emitted in separate or discrete packets of energy known as energy quanta of value hf, where f is the frequency of radiation and h is a constant known as Planck’s Constant. Thus the energy E of the quantum of radiation or photon is given by E = hf.

This is known as Planck’s theory of radiation. The term quantum means amount fixed amount, or discrete or separate amount as distinguished from a continuous quantity.

Planck’s quantum hypothesis thus suggests (and this is accepted today) that the energy of radiation can be E = hf, or 2hf or 3hf, etc. but there cannot be vibrations or radiations whose energy lies between these values. That is energy radiated is not a continuous quantity but is rather quantized – i.e., it exists only in discrete amounts. This is the meaning of the concept of energy quantization.

The electrons in an atom can only have certain, specific amounts of energy. This is an unusual concept—if an electron is whirling around an atom with a given amount of energy.

Join Discussion Forum and do your assignment: Find questions at the end of each lesson, Click here to discuss your answers in the forum

Ad: Get a FREE Bible: Find true peace. Click here to learn how you can get a FREE Bible.

For advert placement/partnership, write [email protected]

Download our free Android Mobile application: Save your data when you use our free app. Click picture to download. No subscription. stoplearn

We are interested in promoting FREE learning. Tell your friends about Click the share button below!