What time results from calculating UY Scuti circumnavigation using the $909 R_{\odot}$ radius and $550$ MPH?
Answer
About $511$ years
The calculation yielding approximately $511$ years relies on integrating a more contemporary measurement for UY Scuti's size—the radius closer to $909 R_{\odot}$—with a sustained, theoretical cruising speed of $550$ MPH. Using the derived circumference for the $909 R_{\odot}$ star, which amounts to approximately $2.463$ billion miles, and dividing this distance by $550$ MPH results in over four million hours of travel. When converted to years using $8,766$ hours per standard year, the resulting projection is about $511$ years. This result demonstrates a significant time gap when compared to calculations based on the older, larger size estimates.
Related Questions
If UY Scuti's radius were $1,708 R_{\odot}$, where might its photosphere extend in our solar system?What time results from calculating UY Scuti circumnavigation using the $909 R_{\odot}$ radius and $550$ MPH?What was the estimated time for UY Scuti circumnavigation using the TU-144 speed on the $4.634$ billion mile circumference?How much cooler is the surface temperature of UY Scuti compared to the Sun's $5,226^ ext{^
m o} ext{C}$?What eventual stellar fate awaits UY Scuti due to its rapid fuel consumption?What specific stellar layer is conventionally used to define the measurable 'surface' or radius of UY Scuti?How does the time to circle the Sun at light speed compare to circling VY Canis Majoris at light speed?What range represents the estimated age of UY Scuti, contrasting it with the Sun's lifespan?What specific value is cited for the circumference of UY Scuti derived from the $1,708 R_{\odot}$ estimate in miles?Which vehicle's corrected cruising velocity resulted in a projected circumnavigation time of approximately $867$ years for the larger UY Scuti circumference?