5 Most Important Equations of Quantum Mechanics


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5 Most Important Equations of Quantum Mechanics

5 Most Important Equations of Quantum Mechanics

1. Plank’s Radiation Law: This is the equation from where quantum mechanics started. It assumed the most fundamental postulate of quantum physics: Energy is quantized

2. de Broglie Relation: This equation was the first mathematical equation that could explain the wave nature of matter. It says that every particle has a wave nature associated with it.

3. Uncertainty Principle: This equation introduced matrices in quantum mechanics. If we see the mathematics of this principle, it can be seen that matrices are important concepts in quantum mechanics.

4. Shrodinger Wave Equation: This is the flagship equation of quantum mechanics. Through this equation, one can solve for the wave function and get everything that is required about the particle. It plays the role of Newton’s second law and is analogous to it in its applications.

5. The Dirac Equation: This equation was the first one to successfully combine quantum mechanics and special theory of relativity. It also predicted the existence of anti-matter.


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