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Understand Snell Law with Examples and Tips

Learn Snell’s law of refraction and how light changes direction between media. This concept is essential for solving JEE Physics optics problems.

❓ Concept Question

What is Snell’s Law of Refraction and how does light bend in different media?


🖼 Concept Image

Understand Snell Law with Examples and Tips


✍️ Short Concept

This concept is based on:

👉 Refraction of light
👉 Refractive index
👉 Change in speed of light.

Main idea:

n1sinθ1=n2sinθ2n_1\sin\theta_1=n_2\sin\theta_2

Where:

  • n1,n2n_1,n_2 = refractive indices
  • θ1,θ2\theta_1,\theta_2 = angles with normal

🔷 Step 1 — Snell’s Law 💯

For refraction between two media:

n1sinθ1=n2sinθ2\boxed{ n_1\sin\theta_1=n_2\sin\theta_2 }

This law relates:

✔ Angle of incidence

✔ Angle of refraction

✔ Refractive indices of media


🔷 Step 2 — Refraction Rules

When light enters denser medium

n2>n1n_2>n_1

then light bends:

Towards normal\boxed{ \text{Towards normal} }

and speed decreases.


When light enters rarer medium

n2<n1n_2<n_1

then light bends:

Away from normal\boxed{ \text{Away from normal} }

and speed increases.


🔷 Step 3 — Air to Glass Example

For air:

n1=1n_1=1

For glass:

n2=1.5n_2=1.5

Since:

n2>n1n_2>n_1

light slows down and bends towards normal.

Also:

θ1>θ2\theta_1>\theta_2

🔷 Step 4 — Glass to Air Example

For glass:

n1=1.5n_1=1.5

For air:

n2=1n_2=1

Since:

n2<n1n_2<n_1

light bends away from normal.

Thus:

θ2>θ1\theta_2>\theta_1

🔷 Step 5 — Speed and Refractive Index Relation

Using:

n=cvn=\frac cv

Hence:

n1v\boxed{ n\propto\frac1v }

So higher refractive index means lower speed of light.

Also:

sinθ1sinθ2=v1v2=λ1λ2=n2n1\frac{\sin\theta_1}{\sin\theta_2} = \frac{v_1}{v_2} = \frac{\lambda_1}{\lambda_2} = \frac{n_2}{n_1}

🔷 Step 6 — JEE Trap Alert 🚨

❌ Angles ko surface ke with measure kar lena instead of normal

❌ Denser medium me angle increase maan lena

❌ Refractive index aur speed relation ulta kar dena

Remember:

n=cv\boxed{ n=\frac cv }

Higher refractive index means:

Lower speed\boxed{ \text{Lower speed} }

✅ Final Takeaway

Snell’s Law:

n1sinθ1=n2sinθ2\boxed{ n_1\sin\theta_1=n_2\sin\theta_2 }

helps determine:

✔ Refraction angle

✔ Speed relation

✔ Direction of bending

between two media.


⭐ Golden JEE Insight

Whenever medium changes:

✔ Frequency remains constant

✔ Speed changes

✔ Wavelength changes

This is one of the most important concepts in wave optics and ray optics.


📚 Related Topics

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