Refraction of light at air/water interface

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SUMMARY

The discussion focuses on the refraction of light at the air/water interface, specifically regarding how an insect hovering above water appears to a fish directly below it. It is established that light rays entering a medium at right angles do not bend, leading to the conclusion that the insect will appear at the same height to the fish. The concept of depth perception is also highlighted, explaining how animals with two eyes determine the distance to an object by tracing light rays back to their source.

PREREQUISITES
  • Understanding of light refraction principles
  • Knowledge of depth perception in animals
  • Familiarity with basic optics concepts
  • Ability to interpret light ray diagrams
NEXT STEPS
  • Study Snell's Law for light refraction at different angles
  • Explore the anatomy of fish eyes and their depth perception mechanisms
  • Learn about ray tracing techniques in optics
  • Investigate the effects of different mediums on light behavior
USEFUL FOR

Students of physics, educators teaching optics, and anyone interested in the principles of light behavior and perception in aquatic environments.

komal
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an insect hovers in a fixed position above the still water of a pond. draw a diagram to show approximately where it appears to be to a fish vertically below it.

Okay I am confused between two things ... is it going to appear at a lower height than original or will be at the same height since the fish is vertically below it so I've studied that a light ray entering a medium at right angles passes straight through it and does not bend !
 
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help !
 
komal said:
help !

The way people and most animals with two eyes deduce the distance to an object (depth perception) is by tracing the light from an object back to a source. If the object is close, you have to cross your eyes to do this. If it is very far away, almost no crossing is needed. Assume your fish has two eyes separated by some distance and figure out the light path from the insect to each eye, then trace those rays straight back to the point from which they appear to originate.
 

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