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Question

Which of the following sources gives best monochromatic light?

The correct answer is

A Laser

Understanding Monochromatic Light Sources

Monochromatic light is light consisting of electromagnetic waves of a single frequency or a very narrow range of frequencies. In terms of wavelength, this means the light has a single wavelength ($\lambda$) or a very narrow band of wavelengths. Ideal monochromatic light has zero bandwidth, meaning exactly one wavelength, which is practically impossible to achieve perfectly. However, some sources are much closer to this ideal than others.

Analyzing Different Light Sources

Let's examine the characteristics of the light produced by each option:

  • An Ordinary Bulb (Incandescent): An ordinary incandescent bulb produces light by heating a filament to a high temperature. This process, called incandescence, emits a continuous spectrum of light covering a wide range of wavelengths, from infrared through visible light and into ultraviolet. This is why the light appears white, as it contains all colors. It is far from monochromatic.
  • A LED Bulb: Light Emitting Diodes (LEDs) produce light through a semiconductor process called electroluminescence. A single LED typically emits light in a relatively narrow band of wavelengths compared to an incandescent bulb, corresponding to a specific color (like red, green, or blue). White LED bulbs usually achieve white light by mixing the output of red, green, and blue LEDs or by using a phosphor coating that converts blue light from the LED into white light. While more spectrally pure than incandescent light, the bandwidth is still significant compared to a laser, especially for white LEDs.
  • A Mercury Tube: Mercury vapor lamps (like those used in fluorescent tubes) produce light when an electric current passes through mercury vapor. The mercury atoms are excited and emit light at specific, discrete wavelengths (spectral lines) in the ultraviolet, visible, and infrared regions. Fluorescent tubes use a phosphor coating to convert the UV light into visible light. While the visible light from mercury vapor itself consists of distinct lines (rather than a continuous spectrum), there are multiple such lines, and the phosphor emission adds a broader spectrum. Thus, it is not truly monochromatic light, but rather a collection of specific wavelengths.
  • A Laser: A Laser (Light Amplification by Stimulated Emission of Radiation) is specifically designed to produce highly monochromatic, coherent, and directional light. Lasers generate light within a very narrow range of wavelengths, often orders of magnitude narrower than LEDs or spectral lines from gas discharge lamps like mercury tubes. This extremely narrow bandwidth makes laser light the best available source for approximating truly monochromatic light for many applications in science and technology.

Why Lasers Provide the Best Monochromatic Light

Comparing the spectral properties of these sources, the laser stands out due to its fundamental principle of operation which leads to emission within an exceptionally narrow frequency/wavelength range. This narrow bandwidth is far superior to the broad continuous spectrum of incandescent bulbs, the relatively wider band of LEDs, or the distinct but multiple spectral lines of mercury tubes.

Therefore, for applications requiring the most monochromatic light, a laser is the preferred source.

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Important Questions from Interference

  1. A single slit of width $a$ is illuminated by a monochromatic light of wavelength $\lambda_1 = 6000 \text{ Å}$. The angular width of the central maximum observed in the Fraunhofer diffraction pattern is $\theta_1$. When the slit width is increased by $20\%$ and the light source is replaced with another monochromatic light of wavelength $\lambda_2$, the angular width of the central maximum becomes $\frac{3}{5}$ of its initial value, $\theta_1$. Determine the wavelength $\lambda_2$.
  2. A system of three polarizers $P_1$, $P_2$, $P_3$ is set up such that the pass axis of $P_3$ is crossed with respect to that of $P_1$.
    The pass axis of $P_2$ is inclined at $15^\circ$ to the pass axis of $P_1$.
    When a beam of unpolarized light of intensity $I_0$ is incident on $P_1$, the intensity of light transmitted by the three polarizers is $I$. The ratio $(I_0/I)$ equals (nearly):

  3. The interference pattern is obtained with two coherent light sources. If the ratio of their amplitudes is $n$, then in the interference pattern, the ratio $\frac{{{I_{max}} - {I_{min}}}}{{{I_{max}} + {I_{min}}}}$ will be

  4. Two identical coherent waves are superimposed at a point. If the maximum possible resultant intensity from their interference is $I_{max}$, and the resultant intensity at this point is $I_{max}/4$, then find the phase difference between the two waves at this point.
  5. The oil film deposited over water surface during rainy days seems to be coloured due to

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