Energy Scattering: Meaning & Wave Equation Solution

In summary, the conversation discusses the term "energy scattering" and its meaning in relation to the wave equation. The paper being read discusses the Laplace equation and its connection to wave processes, possibly in the context of determining existence conditions for stable scattering solutions or modeling coherent light propagation. It is also mentioned that light scattering can produce singularities, such as caustics or morphology-dependent resonances, which typically occur in 2 or 3 dimensions.
  • #1
dcs23
6
0
What does this term mean? In particular a solution of the wave equation scattering to infinity?
 
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  • #2
I have no idea. I've never seen the phrase "energy scattering." Can you give an exact quotation from where you saw it?

Are you perhaps trying to translate something into English from another language?
 
  • #4
It looks like the author is starting with the Laplace equation, which usually indicates wave processes, such as electromagnetic waves. The paper could be discussing one of a few things.

1) It could be simply determining existence conditions for stable scattering solutions.

2) AFAIK, the radiometric model of coherence is an underdetermined problem; this paper could represent work trying to better model how coherent light propogates.

My guess is that it's #1.
 
  • #5
Ah ok, well I was trying to determine whether or not the wave equations always produces solutions without singularities, if not then when? Working in 1D.

I would be very grateful for any help!
 
  • #6
Actually, light scattering often produces singularities. These can be caustics, morphology-dependent resonances, and other phenomena.

Edit: I should clarify- those singularities occur in 2 or 3 dimensions (maybe more than 3, but I'm not concerned with those). Don't know if they can occur in 1 dimension. For a while I was reading about catastrophe theory, and I think you need at least 2 dimensions for a caustic.
 

FAQ: Energy Scattering: Meaning & Wave Equation Solution

What is energy scattering and why is it important?

Energy scattering is a phenomenon that occurs when a wave, such as light or sound, encounters an obstacle or changes medium and becomes scattered in all directions. It is important because it allows us to study the properties of the obstacle or medium, as well as gain insight into the behavior of waves.

How is energy scattering measured?

Energy scattering is measured by analyzing the changes in the direction, intensity, and wavelength of the scattered wave. This can be done using mathematical models, experimental setups, or simulations.

What is the wave equation solution for energy scattering?

The wave equation solution for energy scattering involves solving the wave equation, which describes the propagation of waves, in the presence of an obstacle or change in medium. This solution takes into account factors such as the geometry and properties of the obstacle/medium, as well as the characteristics of the incident wave.

What factors affect energy scattering?

Several factors can affect energy scattering, including the size and shape of the obstacle, the properties of the medium, the wavelength and intensity of the incident wave, and the angle of incidence. Additionally, the type of wave (e.g. electromagnetic, acoustic) can also impact energy scattering.

How is energy scattering used in practical applications?

Energy scattering has numerous practical applications, such as in medical imaging, radar systems, and materials characterization. By analyzing the scattered wave, we can gain information about the internal structure and properties of objects, which can be useful in various fields such as medicine, engineering, and geology.

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