Week 4 - Thin Lenses

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18 Terms

1
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How do you do the step along method to calculate the image distance when the thin lenses are seperated?

  1. Calculate L1

  2. Calculate L’1

  3. Calculate L2 ( L’1/1-dL1’)

  4. Calculate L’2 ( L’2 = L2 + F2)

  5. Calculate l’2

2
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Draw a diagram to show the passage of light through a thin lens system (2 lenses) using the step along calculations in the diagram

knowt flashcard image
3
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How do you calculate magnification for thin lens systems?

  • m = L1 x L2/L’1 x L’2

  • m = h’2/h1 = L1 x L2/L’1 x L’2

4
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What happens when an object is placed at infinity (placed at the first focal point) in a thin lens system? Also draw a diagram.

  • L1 = 0

  • Image lies at back vertex focus (

  • Nf’v (back vertex focal length) - distance from second surface to F’v

  • F’v (back vertex power - Vergence leaving last lens) = n’/f’v

  • In air: 1/f’v

<ul><li><p>L1 = 0</p></li><li><p>Image lies at back vertex focus (</p></li><li><p>Nf’v (back vertex focal length) - distance from second surface to F’v</p></li><li><p>F’v (back vertex power - Vergence leaving last lens) = n’/f’v</p></li><li><p>In air: 1/f’v</p></li></ul>
5
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What happens when the image is at infinity (at the second focal point) in a thin lens system? Also draw a diagram.

  • L’2 = 0

  • Object lies at the front vertex focus

  • Front vertex focal length = fv

  • Fv = - n/fv

  • In air = - 1/fv

<ul><li><p>L’2 = 0</p></li><li><p>Object lies at the front vertex focus </p></li><li><p>Front vertex focal length = fv </p></li><li><p>Fv = -  n/fv </p></li><li><p>In air = - 1/fv</p></li></ul>
6
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What is the back vertex power equation?

F’v = F1/1-dF1 + F2

7
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What is the front vertex equation?

Fv = F2/1-dF2 + F1

8
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<p>Do this calculation</p>

Do this calculation

Mag = -0.23 (minified, inverted and real)

<p>Mag = -0.23 (minified, inverted and real)</p>
9
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What circumstance is the retinal image clear?

When patient is emmetropic

10
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What circumstance is the retinal image blurry?

Ametropia

11
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What is the retinal image?

  • the size of the image formed in the uncorrected eye

  • Ignoring the effects of blur circles

12
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How do you calculate uncorrected retinal image size (h’)?

  • h’ = -k’(mm)/ne x tan w (Angle)

  • h’ is given in mm

13
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what is a blur circle diameter?

  • ametropia: a point on an object represented by a blur circle/disc on retina

14
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In uncorrected ametropia, what is the retinal image going to look like?

A series of overlapping blur ellipses

May be on disc of least confusion (astigmatism)

15
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How do you calculate blur circles in myopia?

  • y = p(-K/K’)

  • p = pupil size in mm

16
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How do you calculate blur diameter in hypermetroia?

  • y = p(K/K’)

17
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How does pupil size effect blur circle diameter?

  • the smaller the pupil the smaller the blur circle diameter

18
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How does ametropia effect blur circle diameter?

As ametropia increases blur circle diameter increases

If too big it gets hard to recognise letters