How Can We Quickly Calculate Distances to Stars Without Parallax?

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Calculating distances to stars quickly without parallax is challenging and currently not feasible within a 1 to 5-second timeframe. Standard candles, particularly Cepheid variables and supernovae (especially SNe 1a), are commonly used for distance measurement but have limitations in range and brightness. Gamma-ray bursters are emerging as potential next-generation standard candles, capable of being observed at much greater distances. However, precise measurements are necessary for accurate calculations, making instant distance determination impossible. Thus, no simple method exists for rapid distance calculations to stars without relying on established techniques.
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Atronomy and Cosmology aren't quite my thing. Anyone think/know of a way to calculate distances from stellar objects, particularly stars, on the fly (ie. from 1 to 5 sec) that doesn't require two telescopes a kilometer apart? I don't much care for parallax (please ignore my spelling). Thank you so much in adnvance to whom ever replies.


~Nick
 
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Anyone have any suggestions? Anything would be appreciated... thanks again
 
'Standard candles' are usually relied upon for determining distances, especially those beyond the sensititivity of the parallax method [which is quite accurate but severely limited in range]. The first 'standard candles' [objects that have the same absolute brightness] were Cepheid variables. These, however, are too faint to be resolved beyond local galaxies. Certain, very bright types of supernova [SNe 1a in particular] are currently the most useful standard candles. We can approximate fairly distant objects [up to z~1.7] by this method. Gamma ray bursters appear to be the best candidate for the next generation of standard candles. They have been observed at distances up to z~6.5 - which is a quite a chunk of real estate.
 
So, no, there is no simple, 5-second method to calculate the distance to stars. It requires precise measurements.
 
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