Laser Beam Diameter: Why Can't Power Be Increased?

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SUMMARY

The discussion centers on the limitations of laser beam diameter in relation to its wavelength, specifically addressing why one cannot achieve a diameter smaller than the wavelength to increase power. This phenomenon is governed by diffraction, which dictates that as the aperture size decreases, the beam spreads wider. The conversation highlights the relationship between wavefront size and wavelength, emphasizing that significant interference occurs when the wavefront is much smaller than the wavelength, preventing the beam from expanding uniformly. A practical simulation in C# demonstrates these principles effectively.

PREREQUISITES
  • Understanding of electromagnetic waves
  • Familiarity with the concept of diffraction
  • Basic knowledge of wavefronts and interference patterns
  • Experience with programming in C# for simulation purposes
NEXT STEPS
  • Study the "Diffraction of light" section on Wikipedia for detailed explanations and visualizations
  • Explore advanced topics in wave optics to understand interference patterns
  • Learn about laser beam propagation and its dependence on aperture size
  • Experiment with C# simulations of wave equations to visualize diffraction effects
USEFUL FOR

Physicists, optical engineers, and anyone interested in the principles of laser technology and wave behavior in optics.

Krishnakant
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Hi Friends,
I want to know that why one can't achieve diameter of a laser less than the wavelength of the beam in order to get more power through a lens.
please explain in simple Physics
 
Science news on Phys.org
This is given by diffraction.
There is just no solution for electromagnetic waves that would correspond to a smaller diameter.
 
mfb said:
This is given by diffraction.
There is just no solution for electromagnetic waves that would correspond to a smaller diameter.
Dear mfb,
Would you please explain diffraction so that I can comprehend the diffraction?
Why light does not scatter above the order of its corresponding wavelength?
 
There are books about diffraction, I cannot replace books.
This has nothing to do with scattering.
 
Krishnakant,

check out the section "Diffraction of light" in https://en.m.wikipedia.org/wiki/Diffraction ,
particularly the animations. The size of the hole in those animations is the laser's aperture, and the "beam" is coming out to the right. You will see that the smaller the aperture, the wider-spread the beam is. The whole article explains why that is.
 
In simple terms, if the size of the wavefront is much smaller than the wavelength, there will be almost no interference between different parts of the wavefront, which is what keeps a wavefront from immediately expanding outwards in all directions.
 
A few weeks back I actually wrote some code as a fun project that simulates the wave equation on a grid, and visualized it (in C#). I futzed around with different aperture sizes and was quite stunned that from >10 wavelengths on of aperture size, the classic "beam" just comes out naturally.
It made me realize that what we think as the "obvious" behavior of light, I.e. that it will move in a straight line, is really not obvious at all, but rather an outcome of intricate interference patterns.
 
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