Production and Detection of Plane Polarized Light _ Illustration

Master Production and Detection of Plane Polarized Light | Beginner 101

Understanding of the production and detection of plane polarized light is the first step to dive deeper into the world of polarization.

Introduction

Polarization is a fundamental property of light that describes the orientation of its electric field vibrations. The basics of this idea have already been discussed; click here. To dive deeper into the ideas of polarization, you first need to explore production, detection, and the effects of polarized light.

Production, Detection, and the Effects of Polarized Light _ Illustration

Let us start our discussion with simple concepts.

Difference between Unpolarized Light and Polarized Light

Here is a quick recall of the differences between unpolarized light and polarized light.

Unpolarized Light

Ordinary light sources emit vibrations in all possible planes, making the light unpolarized.

Examples
  • Firelight
  • Sunlight
  • Candlelight
  • Incandescent or fluorescent bulbs
Difference between Unpolarized Light and Polarized Light _ Illustration
Polarized Light

If the vibrations of the electric field are confined to one plane, the light becomes polarized.

Example
  • Laser light
  • LCDs
  • Light passing through birefringent crystals
FeatureUnpolarized LightPolarized Light
Vibration DirectionMultiple random planesSingle plane
ExamplesSunlight, bulbsPolarized sunglasses, LCD light
ProductionNatural sourcesFilters, reflection, scattering
Glare ReductionNoYes
Uses in TechGeneral illuminationPhotography, displays, optics
Transmission Through Polarizer50%Depends on angle (Malus’ Law)

Production and Detection of Plane Polarized Light

Light emitted from an ordinary incandescent bulb is unpolarized, meaning its electric field vibrations are randomly oriented in space.

Illustration of Unpolarized Light Emitted from Incandescent Bulb

Polarization Using Polaroids

When unpolarized light passes through a Polaroid sheet (polarizer), the transmitted light becomes plane polarized.

Adding a second Polaroid sheet (analyzer) allows control over transmitted light intensity.

Rotation of Analyzer w.r.t Polarizer

If the transmission axes of the polarizer and analyzer are parallel, light passes through both sheets.

Illustration of Polarization Using Polaroids _ Parallel Polarizer and Analyzer

If the analyzer is slowly rotated w.r.t the polarizer, the following may happen:

  • The transmitted intensity decreases.
  • It reaches zero when the axes are perpendicular.
  • Further rotation restores the light as axes realign.
Illustration of Polarization Using Polaroids _ Perpendicular Polarizer and Analyzer

Key Insight

This activity validates that light is a transverse wave. If it were longitudinal, the intensity would never fall to zero, even with crossed Polaroids.

Polarization of Light by the Method of Reflection

Malus’s Discovery

In 1808, Malus discovered that ordinary light becomes polarized when reflected from a plane glass surface.

Ray Diagram _ Polarization of Light by the Method of Reflection
  • Observing the reflected light through a rotating Polaroid shows that light almost disappears at a specific orientation.
  • On glass, this occurs at an angle of incidence ≈ of 57°.

Surfaces like tables also partially polarize reflected light, as seen by their dimming under a rotating Polaroid.

Brewster’s Law

Brewster’s Law states that:

The angle of incidence at which reflected light is completely plane polarized is such that the reflected and refracted rays make a right angle with each other”.

Brewster Angle

The polarizing angle, or Brewster angle, is the angle of incidence where reflected light is completely plane polarized.

Relation between Angles

Let!

  • i_p​ = \text{polarizing angle}
  • r = \text{angle of refraction}

By geometry:

i_p + r = 90^\circ \quad \Rightarrow \quad r = 90^\circ - i_p

Snell’s Law

From Snell Law:

n_1 \sin i_p = n_2 \sin r

n_1 \sin i_p = n_2 \sin \left(90^\circ-i_p\right)

n_1 \sin i_p = n_2 \cos i_p

The mathematical form of Brewster’s Law is:

\dfrac{n_2}{n_1} = \tan i_p

For air \left(n_1 = 1\right), so, it can also be written as:

\tan i_p = n

The tangent of the Brewster angle equals the refractive index of the reflecting medium.

Optical Activity

Optical activity is the ability of certain substances to rotate the plane of polarization of light passing through them.

Examples of Optically Active Substances

  • Cinnabar (HgS)
  • Sugar solution
  • Collagen
  • Insulin
  • Quartz

Factors Affecting Rotation

Optical activity is influenced by multiple factors, including:

  1. Path length of light through the substance
  2. Wavelength of light
  3. Type of substance
  4. Concentration

Cause

Optical activity arises from asymmetric (often helical) molecular structures.

Application

Measuring the rotation of polarized light through a sugar solution allows for determining its concentration.

Conclusion

Polarization is a powerful concept that reveals the vector nature of light. By using Polaroids, reflection at Brewster’s angle, or optically active substances, you can manipulate plane-polarized light.

These foundational ideas pave the way for advanced study in optics, imaging, communication, and material science.

Frequently Asked Questions (FAQs)

What is the key purpose of an analyzer in a polarization experiment?

The key purpose of an analyzer is:

To detect and measure the presence and orientation of plane polarized light”.

It helps to determine:

  • whether the light is polarized, and
  • the direction of its plane of polarization.

If the analyzer is rotated, changes in transmitted intensity reveal the polarization state.

What is Brewster’s Angle?

Brewster’s angle is the angle of incidence at which light reflected from a surface becomes completely plane polarized.

At this angle:

  • The reflected and refracted rays are perpendicular (90°) to each other.
  • The reflected light is fully polarized in a direction perpendicular to the plane of incidence.

It is given by Brewster’s law:

\tan i_p = n

Where

  • i_p​ = \text{Brewster's angle}
  • n = \text{refractive index of the medium the light enters}

What are the applications of Brewster’s angle?

Brewster’s angle is used in:

  1. Photography
  2. Laser technology
  3. Anti-glare sunglasses
  4. Optical coatings & design
  5. Glare reduction in displays and screens

Would it be possible to use a polarizer as an analyzer? If yes, give at least two examples.

Yes!

A polarizer and analyzer are physically the same device. Their job depends on how you use them.

Examples

1. Checking the polarization of reflected light

A Polaroid acting as an analyzer will dim the reflected light at specific angles.

2. Determining the polarization direction of laser light

Rotating a second polarizer (used as analyzer) shows maximum or minimum intensity.

What do you know about the production and detection of plane polarized light?

Plane polarized light can be produced using:

  • Scattering
  • Reflection at Brewster’s angle
  • Polaroid sheets (selective absorption)
  • Birefringent crystals (double refraction)

It can be detected using:

  • An analyzer, which changes intensity as it rotates
  • Optical activity, where the plane of polarization rotates in a solution
  • Polarization by reflection, where brightness changes under a Polaroid

What do you know about production and detection of plane polarized light?
OR
How can the plane polarized light be produced and detected? What does it prove?

Production

  • Passing unpolarized light through a polarizer
  • Using reflection at Brewster’s angle
  • Passing through a birefringent crystal

Detection

  • Observing intensity changes with a rotating analyzer

What it proves

These experiments prove that light is a transverse wave. It is because only transverse waves can have different vibration directions filtered or eliminated.

How can polarized light be obtained by the method of reflection? Explain.

Polarized light is obtained by reflection when light strikes a surface at a specific angle called the Brewster angle.

At this angle:

  • The reflected and refracted rays are at 90° to each other.
  • The reflected light becomes completely plane polarized perpendicular to the plane of incidence.

This is described by Brewster’s law:

\tan i_p = n

Where

  • i_p​ = \text{Brewster's angle}
  • n = \text{refractive index of the medium the light enters}

Common examples:

  • Glare from water, glass, or shiny surfaces
  • Polarization in photography and sunglasses

What is meant by optical activity? Discuss it.

Optical activity is the property of certain substances to rotate the plane of polarization of light passing through them.

Causes

  • Asymmetry or chirality in molecules
  • Helical or non-superimposable structures

Examples

  • Cinnabar (HgS)
  • Sugar solution
  • Collagen
  • Quartz
  • Insulin

Factors affecting rotation

  1. Path length
  2. Wavelength
  3. Nature of substance
  4. Concentration

Applications

  • Measuring concentration of sugar solutions (polarimetry)
  • Studying biological molecules
  • Pharmaceutical quality control

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