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9 December 1983 Damage Effects Identified By Scatter Evaluation Of Supersmooth Surfaces
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Proceedings Volume 0406, Optical Specifications: Components and Systems; (1983) https://doi.org/10.1117/12.935667
Event: 1983 Technical Symposium East, 1983, Arlington, United States
Abstract
The surface quality of optics used in an extremely sensitive laser instrument, such as a Ring Laser Gyro (RLG), is critical. This has led to the development of a Variable Angle Scatterometer at the Air Force Wright Aeronautical Laboratories at Wright-Patterson Air Force Base, which can detect low level light scatter from the high quality optics used in RLG's, without first overcoating with metals. With this instrument we have been able to identify damage effects that occur during the typical processing and handling of optics which cause wide variation in subsequent measurements depending on when, in the process, one takes data. These measurements indicate that techniques such as a Total Integrated Scatter (TIS) may be inadequate for standards on extremely low scatter optics because of the lack of sensitivity of the method on such surfaces. The general term for optical surfaces better than the lowest level of the scratch-dig standards has become "supersmooth", and is seen in technical literature as well as in advertising. A performance number, such as Bidirectional Radiation Distribution Function (BRDF), which can be measured from the uncoated optical surface by equipment such as the Variable Angle Scatterometer (VAS) is proposed as a method of generating better optical surface specifications. Data show that surfaces of average BRDF values near 10 parts per billion per steriadian (0.010 PPM/Sr) for 0-(301 = 0.5, are now possible and measurable.
© (1983) COPYRIGHT Society of Photo-Optical Instrumentation Engineers (SPIE). Downloading of the abstract is permitted for personal use only.
W. Kent Stowell and Fred D. Orazio Jr. "Damage Effects Identified By Scatter Evaluation Of Supersmooth Surfaces", Proc. SPIE 0406, Optical Specifications: Components and Systems, (9 December 1983); https://doi.org/10.1117/12.935667
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