Calculating Circumpolar Star Declination for Different Latitudes

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SUMMARY

The discussion focuses on calculating the declination of circumpolar stars for observers in the Southern Hemisphere (SH). It establishes that for an observer at 26 degrees south latitude, the declination must be greater than -64 degrees to be considered circumpolar. The formula used is either -90 - (-26) = -64 or 90 - 26 = 64, with the final result being -64 degrees. This clarification helps in understanding the conditions under which stars are circumpolar based on their declination values.

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shaheen
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Help appreciated in advance...

If one is in the NH, then a circumpolar star must have a declination greater than 90 - observer's latitude.

But if one is in the SH, what is the corrected formula? do we just convert their latitude to -ve (e.g. 26 South becomes -26) and/or do we change the sign of the equation above...

if we were asked the question:

Q) If an observer's latitude is 26 degrees south, find the declination of stars that are circumpolar to this observer.

How would one solve such a question
 
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Declination of the south pole is -90
so you could either take your southern latitide as -ve and use exactly the same equation

-90 - -26 = -64 or use positive values and flip the sign at the end, 90 - 26 = 64 => -64
 
so would that mean stars need to have a declination greater than/less than 64 degrees south.

i.e. would a star be circumpolar if its dec is -63 or -65?
 
Always confusing to talk about greater/less with negative numbers so let's say nearer -90, ie -65 is circumpolar
 

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