The Quantum Model and Light
The Bohr model correctly proposed that electrons exist in specific energy levels and can't be found between them. When electrons absorb energy (from flame or electricity), they jump to higher levels—an excited state. When they drop back to their ground state, they emit energy, usually as light.
The color of light depends on the energy transition. Red light comes from level 3→2 transitions, green from 4→2, blue from 5→2, and violet from 6→2. This is why different elements produce different colored flames!
Quantum theory changed our understanding of light itself. Light travels as both waves AND as discrete bundles called photons. Higher frequency light has higher photon energy, calculated using Planck's constant: Energy = 6.626 × 10⁻³⁴ J-sec × frequency.
Think about it: If light shows both wave and particle properties, could other things do the same? This led to the discovery that electrons also behave as waves, particularly when they're moving—a concept called wave-particle duality.
Heisenberg's uncertainty principle tells us something fascinating—it's impossible to know both an electron's exact position AND velocity at the same time. This isn't about measurement limitations; it's a fundamental property of reality that Schrödinger mapped through probability calculations.





