How do we locate the principal axis?

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SUMMARY

The principal axis of a convex lens is located by directing a beam of light perpendicular to the lens's surface at its optical center. Light rays passing through the lens follow three key rules: a ray perpendicular to the principal axis refracts through the focal point, a ray through the focal point becomes perpendicular upon exiting, and a ray passing through the lens's center remains undeflected. A convex lens is termed a converging lens because it causes parallel rays to converge at the focal point. Understanding these principles is essential for further studies in optics, particularly when transitioning to concave lenses.

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  • Understanding of basic optics concepts
  • Familiarity with convex and concave lenses
  • Knowledge of light refraction principles
  • Ability to visualize ray diagrams
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Hi guys we got a lab today and I have to answer a few questions...

I want to make sure my answers are correct...

Convex Lenses
1. How do we locate the principal axis?
We locate the principal axis by directing a beam to the middle of the lens (what is this called? optical center?) perpendicular to the surface. (why does the beam not refract again?)

2. State three rules that describe the path that light takes through a Convex Lens.
If you send a ray perpendicular to the principal axis through the lens it will refract passing through the focal point. If you send a ray passing through the focal point diagonally towards the lens it will become perpendicular. If you send a ray diagonally through the middle of the lens .. it will hit the focal point? lol I don't know the third one...

3. Why is a convex lens called a converging lens?
A convex lens is called a converging lens because if you send rays which are parallel to the principal axis towards the lens they will all refract passing through the focal point and converging towards it.

Now there is another lab on Concave lenses, question 1 and 2 are the same but 3 asks why it is called a diverging lens... Question 1 will be the same answer, but... I don't really get number 2...

Basically having trouble with the rules... any help would be appreciated.
 
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A ray which passes through the centre of the lens is undeflected.
 
"1. How do we locate the principal axis?
We locate the principal axis by directing a beam to the middle of the lens (what is this called? optical center?) perpendicular to the surface. (why does the beam not refract again?)"

The beam does not refract because of the symmetry of the lens. The beam is perpendicular to both faces of the lens.

"2. State three rules that describe the path that light takes through a Convex Lens.
If you send a ray perpendicular to the principal axis through the lens it will refract passing through the focal point. If you send a ray passing through the focal point diagonally towards the lens it will become perpendicular. If you send a ray diagonally through the middle of the lens .. it will hit the focal point? lol I don't know the third one..."
Again, because the lens is symmetric, any beam that goes through the center of the lens is undeflected.

"3. Why is a convex lens called a converging lens?
A convex lens is called a converging lens because if you send rays which are parallel to the principal axis towards the lens they will all refract passing through the focal point and converging towards it."

Yes.

"Now there is another lab on Concave lenses, question 1 and 2 are the same but 3 asks why it is called a diverging lens... Question 1 will be the same answer, but... I don't really get number 2..."
"If you send a ray perpendicular to the principal axis through the lens it will refract" and diverge away from the focal point (which is now on the same side of the lens as the light is coming from).
"If you send a ray" THAT WOULD PASS THROUGH THE FOCAL POINT ON THE OTHER SIDE OF THE LENS IF THE LENS WERE NOT THERE, "it will become perpendicular".
"A ray which passes through the centre of the lens is undeflected."
 
Thanks guys, I got the three rules eventually, it was due today lol... We're on to equation of a thin lens now, but yeah this was a good check.
 

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