Is it Possible for Light to Go Around a Planet?

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The discussion centers on the theoretical possibility of light traveling around a planet due to atmospheric refraction, as suggested by an exercise for high school students using the Fermat principle. While light typically travels in straight lines, the idea of using a graded refractive index could allow for such bending of light. Comparisons are made to radio waves and their behavior in the ionosphere, highlighting that while radio waves can reflect and propagate around the Earth, this differs from how light behaves. The conversation also touches on radar technology that utilizes atmospheric properties for signal propagation. Ultimately, the focus remains on exploring the implications of light behavior in a planetary atmosphere.
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I found a very interesting exercise for high school students: The atmosphere of a planet changes in height so that if we point a laser in a tangential direction, the light goes around the planet. This can be easily solved (at high school level) by applying the Fermat principle, but is this possible in real life? Isn't it the base of geometric optics that light travels in a straight line? I've been thinking about that if it's possible then this could be a very interesting problem to deal with. :)
 
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Robin04 said:
I found a very interesting exercise for high school students: The atmosphere of a planet changes in height so that if we point a laser in a tangential direction, the light goes around the planet. This can be easily solved (at high school level) by applying the Fermat principle, but is this possible in real life? Isn't it the base of geometric optics that light travels in a straight line? I've been thinking about that if it's possible then this could be a very interesting problem to deal with. :)
By using a sphere with graded refractive index, an incident ray can be made to emerge in the direction from which it came, forming a retro reflector. It is the principle of some radar reflectors used on vessels.
 
Robin04 said:
I found a very interesting exercise for high school students: The atmosphere of a planet changes in height so that if we point a laser in a tangential direction, the light goes around the planet. This can be easily solved (at high school level) by applying the Fermat principle, but is this possible in real life? Isn't it the base of geometric optics that light travels in a straight line? I've been thinking about that if it's possible then this could be a very interesting problem to deal with. :)
Shortwave radio - is that what you are thinking of.
https://en.wikipedia.org/wiki/Shortwave_radio
 
256bits said:
Shortwave radio - is that what you are thinking of.
https://en.wikipedia.org/wiki/Shortwave_radio
In the case of radio waves and the ionosphere, it is not the same. A wave arriving from outside will be reflected off and will not propagate around the planet.
I must mention that all waves longer than a certain limiting value are reflected by the ionosphere; the magic of short wave propagation is that the absorption is also small. This happens when we use waves that are just longer than the limiting value.
 
tech99 said:
In the case of radio waves and the ionosphere, it is not the same. A wave arriving from outside will be reflected off and will not propagate around the planet.
I must mention that all waves longer than a certain limiting value are reflected by the ionosphere; the magic of short wave propagation is that the absorption is also small. This happens when we use waves that are just longer than the limiting value.

The usual term "reflection off the ionosphere" has a good deal of refraction associated with it due to the gradient of electron density in the upper atmosphere. Back propogation of the signal would involve reflection.

Such qualities of the ionosphere is used by the SuperDARN radar network to probe the atmosphere at high altitudes at over the horizon distances farther than direct line of sight signals.
The radar depends upon the refractive and reflective properties of the upper atmosphere. You yourself can set up a station with a minimal outlay of funds.
http://vt.superdarn.org/tiki-index.php?page=sd_tutorial

LF waves, or waves of similar wavelength, can also hug the surface of the Earth due to the difference in refractive index for the Earth and the atmosphere and thus follow the curvature of the Earth for considerable distance.

As for a natural phenomina of an emf wave traveling in a curved path, there is direct evidence for support.
The Earth has its own natural graded refractive index.
 
tech99 said:
By using a sphere with graded refractive index, an incident ray can be made to emerge in the direction from which it came, forming a retro reflector. It is the principle of some radar reflectors used on vessels.
I've never heard of such a device. The only radar er ... reflectors ... I'm aware of on ships are reflector types. Can you point me to a refractor?

[ EDIT ] Well, you learn something new every day.
 
DaveC426913 said:
I've never heard of such a device. The only radar er ... reflectors ... I'm aware of on ships are reflector types. Can you point me to a refractor?

[ EDIT ] Well, you learn something new every day.
Such a device is called a Luneburg Lens, and one company offering these is as follows. They give the most uniform reflection pattern of all the radar reflector types. http://www.radar-reflector.com/
 
256bits said:
The usual term "reflection off the ionosphere" has a good deal of refraction associated with it due to the gradient of electron density in the upper atmosphere. Back propogation of the signal would involve reflection.

Such qualities of the ionosphere is used by the SuperDARN radar network to probe the atmosphere at high altitudes at over the horizon distances farther than direct line of sight signals.
The radar depends upon the refractive and reflective properties of the upper atmosphere. You yourself can set up a station with a minimal outlay of funds.
http://vt.superdarn.org/tiki-index.php?page=sd_tutorial

LF waves, or waves of similar wavelength, can also hug the surface of the Earth due to the difference in refractive index for the Earth and the atmosphere and thus follow the curvature of the Earth for considerable distance.

As for a natural phenomina of an emf wave traveling in a curved path, there is direct evidence for support.
The Earth has its own natural graded refractive index.
So far as I am aware, the predominant modes of propagation beyond the horizon for LF waves are the surface wave and the ionospheric path. At VLF the ground/ionosphere is often considered to be a waveguide. The surface wave is not traditionally considered to be dependent on the atmosphere in any way, although I would agree there is uncertainty about the exact mode involved.
 
  • #10
just like to remind all the responders, the OP is asking about light, NOT radio signals

how about getting back on track :wink:Dave
 
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