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4-m Telescope Optics Upgrade Project (1Sep92) (from CTIO, NOAO Newsletter No. 31, 1 September 1992) Our program of seeing improvement projects at the 4-m telescope is now drawing to a close. We are switching our efforts to a comprehensive plan aimed at significantly improving the telescope's optical performance. Over a period of approximately two years, we are planning to use about 15% of our instrumentation manpower and 40% of our projected instrumentation budget to carry out four projects: repolish f/8 secondary, image analyzer, improve f/8 secondary alignment mechanism, active control of primary mirror support. These projects will concentrate on the f/8 focus, but they also should lead to better images at the prime and f/30 foci. The Problems The motivation for this series of projects lies in the following table, which shows the effects of different optical problems at the f/8 focus. The results are based on many, many nights of testing using the curvature sensing, Shack-Hartmann and Hartmann screen techniques. We have received a great deal of expert outside help in these tests, and for this we are extremely grateful to Allain Gilliote, Ray Wilson and Lothar Noethe (ESO), Claude Roddier (U. of Hawaii), and Fred Forbes and Nick Roddier (NOAO). The different techniques give good agreement, so we believe that the results are quite reliable. The individual contributions to the overall optical performance at the f/8 focus (expressed in terms of the 80% encircled image diameter d80), and the planned cures, are: Aberration d80 (arcsec) Planned Cure Spherical 0.51 Repolish Secondary Coma 0.23 Improved Secondary Alignment Astigmatism 0.28-0.56 Active Primary Support 3, 4 psi terms 0.25 Active Primary Support High-freq. 0.67 Repolish Secondary errors Quadratic Sum 0.9-1.0 The astigmatism varies by a factor of two as a function of telescope position. The coma is presently fairly small, but we have gone for considerable lengths of time with it at least twice as large. For a 2-D Gaussian image, FWHM = 0.67 d80, so the overall image sizes are in reasonable agreement with the best measured FWHM values of about 0.7 arcsec. For comparison, the total low-frequency errors in the CFHT and NTT are, respectively, d80 = 0.33 and 0.075 arcsec, while the corresponding figures for high frequency errors are d80 = 0.30 and 0.125 arcsec. Our telescope's optical performance therefore is, and always has been, at least two times poorer than today's standards. This is a fundamental problem which needs to be solved. The Cures Since the various aberrations have effects of similar size which add up more-or-less in quadrature, we need to make a considerable improvement in each area before we can expect a significant overall gain. The final column in the preceding table shows the planned cure for each problem area. The f/8 secondary will be repolished to have the correct conic constant to provide best focus (no spherical aberration) at the present position of the cassegrain instruments. This will also correct serious high-spatial-frequency errors in its figure which apparently were caused by "print-through," during polishing, of a number of light-weighting holes which were bored into the back of the mirror blank. We are in the process of making a final decision on where and how to have this refiguring work done, so there is some uncertainty about how long it will take. Our best estimate is 4-6 months. Since we need to announce this sort of shutdown way in advance, we have scheduled it to begin on 1 June 1993, two months before the end of the semester for which proposals are due this coming 30 September. This gives us six months to firm up our schedule and still be able to announce a reopening date in time for the following proposal deadline. In deciding how to approach the remaining problems, we were heavily influenced by ESO's New Technology Telescope (NTT) and benefitted greatly from the help and advice of Ray Wilson and Lothar Noethe of the NTT team. It had become clear to us during the previously mentioned series of optical tests that we could never hope to maintain our telescope in good condition unless we had some sort of image analyzer permanently mounted and available for routine checking of the telescope's condition. We are now in the process of grafting a Shack-Hartmann system onto our existing cassegrain-focus offset guider. We are using the NTT analysis software, which is the only hard-to-do part of the system, and which was very generously given to us by ESO. The Shack-Hartmann lenslet array will be a copy of the ones developed for the VLT, while the detector will be an adaptation of CTIO's CCD acquisition-TV cameras. Once we had decided to have the image analyzer, we naturally started to inquire whether we could carry out a useful amount of active-optics correction in spite of having an old-fashioned thick primary mirror. The answer is that we clearly can. The first step will be to improve the focus/collimation system of the secondary mirror so that we can automatically move the mirror to remove coma resulting from bad collimation. We have elected to simply replace the existing, cumbersome mechanism for tilting the mirror around its vertex with one which is accurately encoded and precisely movable under computer control. This is the easiest thing to implement given the existing mechanical configuration, and our optical tests show that the collimation in fact is stable as a function of telescope position; the collimation errors appear as singular events, perhaps associated with rotating the telescope's flip top end. However, there will also be provision for very occasional daytime adjustments of the mirror's centering by means of manually operated jack screws, to deal with cases where the required secondary tilt is out of range. The surprising (to us) result is the ease with which we can apply the NTT's new technology approach to the primary mirror support system. This is because the existing axial support system provides most of what we need. It consists of three hard points and 33 "air bags" (see figure below). The latter are simple pneumatic pistons which provide axial force on the mirror in direct proportion to the air pressure fed into them. The air pressure is presently varied to account for the changing cos(z) term as the telescope changes its zenith distance z, but the pressure to all of the bags is varied in unison under control of a pair of mechanical pressure regulators. The modification which cries out to be made is to replace these old regulators with 33 individual, computer-controlled regulators so that each air bag (= force actuator) can be controlled separately. [figure not included] Our primary mirror is twice as thick as the NTT mirror, and hence roughly eight times stiffer. This led Wilson and Noethe to suggest bending it in its eigenmodes, rather than trying to force it into the shapes corresponding to the standard optical aberrations as is done with the NTT. The motivation is that the mirror can be bent the same amount with less than 1/4 the force, producing a corresponding gain in dynamic range. The lowest frequency eigenmodes are in any case the ones most easily induced by imperfect support. Noethe and Xiangqun Cui (ESO) used a combination of thin plate theory and finite element calculations to investigate the feasibility of this approach. The maximum force needed to correct each aberration must be added to the nominal force needed to hold up the mirror against gravity, so for the existing push-only actuators the dynamic range is from 0 to 2*(nominal force). The following table shows, for each azimuthal symmetry, the typical coefficient of the existing aberration, the maximum force needed to correct the aberration, and the fraction of the system's dynamic range (at the zenith) that would be used up. Maximum Fraction of Aberration Coefficient Force Dynamic (nm) (N) Range r4 3000 4128 0.98 r2cos2psi 800 156 0.04 r3cos4psi 1300 1453 0.34 r4cos3psi 300 973 0.23 Thus with the existing configuration and capabilities of the actuators we easily can correct the present wavefront errors having 2psi, 3psi and 4psi azimuthal symmetry, up to a zenith distance of about 60 (where the dynamic range is half the zenith value). The 0 (spherical aberration) term, however, is beyond our range and will have to be cured by some other means (repolishing the secondary). The other result from the work of Noethe and Cui is that the forces supplied by the individual actuators do not even have to be controlled to especially high accuracy. Randomly distributed force errors of 1 percent lead to an astigmatism (cos 2psi) coefficient of only 35 nm, which is less than the 50 nm measurement error in the results from the image analyzer. This means that we can control the air pressure to each actuator with low-cost "smart" pressure regulators. Our default option is a $200 unit built by Mamac Systems which maintains an output air pressure to within the required 1 percent of whatever value is set by an input DC voltage. We plan to connect 33 of these units ($6600 total) to 33 D-A converters in a small computer. The software in that computer would simply interpolate the value and orientation of each aberration from a look-up table which gives pre-measured values as a function of hour angle and declination, sum up the desired forces at each actuator, and then load the D-A converters. We estimate that once the image analyzer is working, it should take only about an extra two to three months of programming effort to develop this simple, open-loop active-optics system. Our general aim is to close down the f/8 focus for roughly six months starting 1 June 1993, and during that period to have the mirror repolished, install the new alignment mechanism, and install the image analyzer. Then during an extended aluminization run during the following winter (June or July 1994), the active primary support system would be installed. Jack Baldwin, Brooke Gregory, Gabriel P‚rez, Jay Elias
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