ref "Engineering Optics" 4th Edition Yu Daoyin
Article directory
1. Types and functions of flat optical components
flat mirror
- The Simplest Optical Element for Perfect Imagery
- The object image is symmetrical about a plane mirror
- The image is the same size, the reality is opposite
- The object is rotated, as if reversed by the same angle
- Mirror rotation ∠ α \angle\alpha∠ α , the ray turns∠ 2 α \angle 2\alpha∠2α _
- Small angle and displacement can be measured (optical lever)
- F 1 F = 2 f ′ x a F_1F=2f'\frac{x}{a} F1F=2 f'ax
parallel plate
- outgoing light // incoming light
- Can't zoom in or out
- Lateral axial displacement
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- Δ l ′ = d ( 1 − 1 n ) \Delta l'=d(1-\frac{1}{n})l _'=d(1−n1)
Reflecting Prisms
- Function: Reversing the optical path, turning, inverting, scanning
- Classification
- Simple Prisms: Dove Prism (Peripheral Sight), Schmidt Prism (Folded Optical Path)
- Roof Prism: Even reflections
- Cube Corners: Lateral Displacement
- Compound Prisms: Beam splitting prisms (a beam of light is divided into two beams of equal optical path), dichroic prisms (color TV cameras), relay prisms (folded light path, telescopic system inverted image)
- expand
- L = K D L=KD L=KD
Refractive Prism
- Function: deflects the beam direction, produces dispersion
-
- Refractive index measurement
- sin α + δ m 2 = n sin α 2 \sin\frac{\alpha+\delta_m}{2}=n\sin\frac{\alpha}{2}sin2a+dm=nsin2a
light wedge
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- δ = α ( n − 1 ) \delta=\alpha(n-1)d=a ( n−1 )
- Dual Wedge Rotation Micrometer
- δ = 2 α ( n − 1 ) cos φ \delta=2\alpha(n-1)\cos\varphid=2α(n−1 )cosPhi
- Double wedge moving micrometer
- Δ y = Δ z ⋅ δ \Delta y= \Delta z\cdot \deltay _=Δz⋅d
Dispersion
The white light is decomposed into different colors after passing through the prism, and colorful lights are seen behind the prism
- The refractive index is large, the deflection angle is large
- The larger the Abbe number, the lower the dispersion
- White light spectrum: arranged in order of wavelength: red orange yellow green blue blue purple
Optical material
- Transmissive material
- Optical glass, optical crystal, optical plastic
- Optical properties are determined by transmittance and refractive index for each wavelength
- The larger the Abbe number, the lower the dispersion
- Reflective material
- no dispersion
- Optical properties are determined only by spectral reflectance