Abstract A wavefront correction system is provided which uses an achromatic null lens to correct various aberrations introduced in a spherical wavefront when the wavefront is reflected off a non-spherical surface, particularly a parabola. Chromatic aberration, including spherochromatism, is corrected over a relatively wide bandwidth. When used in conjunction with an interferometer and a variable wavelength source, the wavefront correction system provides adequate means for determining relative position errors of the segments of a segmented mirror. The derivative of the phase error is obtained with wavelength by measuring interference for different wavelengths of light. This allows position errors of greater than one half wavelength to be accurately measured.
An achromatic null lens for adding a predetermined amount of aberration to a wavefront comprising: a zero power lens combination and a concave mirror arranged such that a wavefront passing through the zero power lens combination, reflects off the mirror, and passes back through the zero power lens combination, exiting the null lens.
Claim 2
Dependent Claim
53 words
An achromatic null lens for adding a predetermined amount of aberration to a wavefront comprising: a zero power lens combination and a concave mirror arranged such that a wavefront passing through the zero power lens combination, reflects off the mirror, and passes back through the zero power lens combination, exiting the null lens.
Claim 3
Dependent Claim
16 words
The null lens of claim 1 wherein the zero power lens combination is a positive-negative doublet.
Claim 4
Dependent Claim
25 words
The null lens of claim 1 wherein the lenses of the zero power lens combination are all made from glass with essentially equal dispersion characteristics.
Claim 5
Dependent Claim
23 words
The null lens of claim 1 wherein the components of the null lens have a useful wavelength band of at least 0.1 micrometers.
Claim 6
Dependent Claim
14 words
The null lens of claim 1 wherein the concave mirror is a spherical mirror.