D: Ophthalmic Lens Materials - Week 4 Flashcards
List 3-4 modern plastic lens materials and their refractive indices in order from lowest to highest
Then list 3-4 modern glass lens materials
Plastic:
- CR-39: 1.49
- Polycarbonate: 1.59
- High index plastic: 1.54-1.74
- zeiss plastic: 1.74
Glass:
- Crown: 1.52
- Light high index: 1.6 or 1.7
- Thin high index: 1.8
- zeiss: 1.9
Outline the 3 step process used to surface CR-39
Step 1: Grinding/Surfacing/Generating - the rough curved surface is carved out (back of lens is grinded)
Step 2: Fining - gets you closer to desired curvature
Step 3: Polishing - makes the surface smooth so it exhibits specular reflection (rather than diffuse)
How does the grinding/generating process work to carve out a lens shape? Is there a formula involved that can help us here? (Explain the first method)
We orient/change the angle that the cutting head of our tool makes to the surface of the lens.
The curve is given by R = r/sin(theta), where angle theta of the cutting head will determine what R we are cutting out
Are there any alternative methods we can use to carve out a lens shape? (Explain the second method)
Yes, we can also cut out a particular angle by sweeping the cutting head through a particular radius of curvature
Explain how the fining process works. How does this help get you closer to the lens curve you want?
The lens blank is swept across a toric (or spherical) metal tool with an opposite shaped curve to the curve you want to surface, which rotates rapidly.
This helps eliminate any elliptical errors made from the grinding/generating step.
How would a 2-step fining process work? Name a lens material that uses this
CR-39 has a 2-step process where the procedure is done twice, first with a rough emery sheet attached to the tool, then a smoother emery sheet.
Explain the process of surfacing a lens
It’s just lens polishing. The tool from before is covered by soft cloth or paper, and a polishing compound is used to polish the surfce
A tool made of a particular refractive index material requires a certain power (in diopters) to cut a particular lens surface material. What is the formula outlining this?
Ft(nm-1)
Fm = ————-
(nt-1)
** Fm – tool power, Ft – true power
** nm – tool R.I, nt – lens R.I
Example: If we want to surface a -10D spherical curve in CR-39 using crown glass tooling, how powerful a tool would we need?
-10 (1.5231 - 1)
Fm = ———————-
(1.498 -1)
= - 10.50 Diopters
Compare general plastic vs glass lens materials in the following categories:
- weight
- impact resistance
- ease/cost of tinting
- fogging
- plastic is lighter than glass
- glass shatters more easily (less impact resist)
- glass is more scratch resistant
- plastic is simple/cheaper to tint, while glass is expensive to tint
- glass fogs more easily (b/c thermal conductivity)
Compare the processes involved in tinting plastic vs glass
plastic: dying in hot chamber (92deg) until required density achieved = simple/inexpensive
glass: thin metal oxide layer deposited in vacuum chamber = expensive
Compare the absorption/blockage of UV-A (315-400nm) between plastic and glass lens materials
Plastic: absorbs UV-A well, CR-39 absorbs 90% UV-A and Polycarb absorbs 100%
Glass: does not absorb UV-A well. However coating and tinting can help it do so.
(Both absorb UV-B)
List the Abbe’ values of the following lens materials from lowest to highest:
- crown glass
- CR-39
- Polycarb
- High index plastic
- High index glass
Polycarb: 30.0 – highest dispersion
High-index glass: 35.0 or 42.0
High-index plastic: 36.0
Cr-39: 58.0
Crown glass: 58.9 – lowest dispersion
What does the Curve Varation Factor tell us? Write the formula used to calculate it
tells us how much the curve changes/has varied relative to a material standard (usually crown glass).
CVF = (nc - 1)/(nm-1)
**nc – R.I of base material (usually crown glass)
**nm – R.I of lens material
Describe 2 potential uses for the curve variation factor (CVF)
- Can be used to ensure you select the correct lab tool for the material you’re trying to grind (if only tools of a certain material are available)
- Allows you to calculate the expected thickness of a lens (due to expected curve being flatter for higher R.I)