Optical Models Of The Eye II Flashcards

1
Q

Optical model that summarizes our knowledge of the eyes as an optical system

A

Schematic eye

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2
Q

Purpose of the schematic eye

A

To help formulate and solve common optometric problems

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3
Q

What parts of applied geometrics do you use a schematic eye for

A
  • cardinal point, focal lengths
  • axial image location
  • image size (mag)
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4
Q

What can a schematic eye help with with optical defects

A

Refractive error
Accommodation
Optical aberrations
Diffraction

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5
Q

Trade offs for using schematic eye

A

Anatomical accuracy vs conceptual and computational simplicity

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6
Q

What was the schematic eye used for historically?

A

Emphasized paraxial calculations

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7
Q

What is schematic eye used for today

A
  • emphasis on non paraxial calculations
  • entire visual field
  • image quality
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8
Q

Th 1911 Nobel prize was awarded to _________ for his contributions to the schematic eye

A

Gullstrand

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9
Q

How many surfaces do we typically use in a schematic eye

A

3

Bennett-rabbets, gullstrand

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10
Q

Models with equal cardinal points

A

Are functionally equivalent

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11
Q

Axial object position for whihc the image will be formed at infinity

A

1st focal point

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12
Q

Axial image point of an infinitely distant object

A

2nd focal point

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13
Q

Have the property that any incident ray which passes through the 1st one leaves the system as though from the 2nd one AND parallel to the incident ray

A

Nodal points

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14
Q

Located where the exiting rays parallel to the optical axis intersect the refracted rays coming from the 1st focal point

A

1st principal point

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15
Q

Located where hte incident rays parallel to the optical axis intersect the refracted rays converging to the second focal point

A

Second principal point

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16
Q

3 pairs of points that define equivalent thin lens whose paraxial performance is identical to the original thick lens or combination of lenses

A

Cardinal points

17
Q

The axial location of the intersection between exiting rays parallel to the optical axis and incident rays from the 1st local point

A

P