|
Formula Name
|
Formula Type
(nType)
|
Formula
|
|
ExtendedSchottAndLaurent
|
0
|
n2 = A0 + A1×l2 + A2×l4 + S Bi× l-2i (sum i=1 to 6)
|
|
Cauchy
|
1
|
n = A0 + A1×l-2 + A2×l-4
|
|
SellmeierGeneral
|
2
|
n2 = 1 + S (Bi× l2)/(l2 - Ci) (sum i=1 to 6)
|
|
Sellmeier2
|
3
|
n2 - 1 = A + (B1×l2)/(l2 -C12) + B2/(l2 - C22)
|
|
Sellmeier3
|
4
|
n2 = A + (B×l2)/(l2 -C) + (D×l2)/(l2 -E)
|
|
Hartmann
|
5
|
n = A0 + A1/(A2 - l)1.2
|
|
Herzberger
|
6
|
n = A + B×L + C×L2 + D× l2 + E× l4 + F× l6 ; L = (l2 - 0.028)-1
|
|
Conrady
|
7
|
n = n0 + A/l + B/l3.5
|
|
HandbookOfOptics1
|
8
|
n2 = A + B/(l2 -C) - D×l2
|
|
HandbookOfOptics2
|
9
|
n2 = A + (B×l2)/(l2 -C) - D×l2
|
|
ExtendedSchottAndLaurent2
|
10
|
n2 = S05Aj*l2j + S110 Bi* l-2i
|