Keyhole problem
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![]() | This article may be confusing or unclear to readers. (October 2007) |
The keyhole problem, in the context of astronomy, refers to the difficulty that azimuth-elevation type telescopes or antenna gimbal systems encounter in crossing the zenith.
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Gimbal behavior
A variation on the keyhole problem involves defining behavior for gimbals with full-circle azimuth range, and at least 90 degree but less than 180 degree elevation range. Imagine a satellite on an orbital path that crosses directly overhead. If the gimbal tilts to track the object from the horizon but must stop at 90 degrees, the entire telescope must pan 180 degrees in order to follow the object from zenith back down to the opposite horizon. This is an often-encountered difficulty in creating smooth automated tracking algorithms.