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Why Atoms Emit Light Bohr Model Concept

Learn how Bohr’s atomic model explains fixed energy levels of electrons and emission of light through transitions. This concept is essential for JEE..

❓ Concept Question

What are the main postulates of Bohr’s Atomic Model?


🖼 Concept Image

Why Atoms Emit Light Bohr Model Concept


✍️ Short Concept

This concept is based on:

👉 Bohr atomic model
👉 Quantization of angular momentum
👉 Electronic transitions.

Main idea:

Electrons revolve only in certain allowed orbits without losing energy.


🔷 Step 1 — Stationary Orbits 💯

According to Bohr:

Electrons revolve around nucleus in fixed circular orbits.

These are called:

Stationary orbits\text{Stationary orbits}

In these orbits:

No energy is radiated\boxed{ \text{No energy is radiated} }

So electron remains stable.


🔷 Step 2 — Quantization of Angular Momentum

Bohr proposed:

mvr=nh2πmvr=\frac{nh}{2\pi}

Where:

  • mm = mass of electron
  • vv = velocity
  • rr = orbit radius
  • nn = orbit number

n=1,2,3,n=1,2,3,\dots

This means angular momentum is quantized.

Only specific orbits are allowed.


🔷 Step 3 — Energy Absorption and Emission

Electron absorbs or emits energy only during transition between orbits.

Energy relation:

ΔE=E2E1=hν\Delta E=E_2-E_1=h\nu

Where:

  • hh = Planck constant
  • ν\nu = frequency of radiation

If electron jumps upward:

👉 Energy absorbed

If electron jumps downward:

👉 Energy emitted


🔷 Step 4 — Energy of Orbit

For hydrogen atom:

En1n2E_n\propto-\frac1{n^2}

So:

✔ Smaller orbit → more negative energy

✔ Larger orbit → less negative energy

As:

nn\to\infty

energy approaches zero.


🔷 Step 5 — Spectral Lines Concept 🚨

Spectral lines are produced because of:

Electronic transitions\boxed{ \text{Electronic transitions} }

Different transitions give different frequencies.

This explains hydrogen spectrum.


🔷 Step 6 — JEE Trap Alert 🚨

❌ Electron continuously energy lose karta hai assume kar lena

❌ Angular momentum formula bhool jaana

❌ Orbit energy positive maan lena

Remember:

mvr=nh2π\boxed{ mvr=\frac{nh}{2\pi} }

and

En1n2\boxed{ E_n\propto-\frac1{n^2} }



✅ Final Takeaway

Bohr model explains:

✔ Stability of atom

✔ Quantized orbits

✔ Hydrogen spectrum

using:

ΔE=hν\boxed{ \Delta E=h\nu }


⭐ Golden JEE Insight

For hydrogen-like atoms:

✔ Radius increases with:

n2n^2

✔ Energy becomes less negative as:

nn

increases.

So higher orbit means:

👉 Higher energy
👉 Larger radius


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