A rotating space station simulates artificial gravity by means of centripetal acceleration at the rim. The radius of the station is 117.0 m, and a 44.5-kg passenger's apparent weight at the rim is 288 N. What is the period of rotation of the station?
A rotating space station simulates artificial gravity by means of centripetal acceleration at the rim. The radius of the station is 117.0 m, and a 44.5-kg passenger's apparent weight at the rim is 288 N. What is the period of rotation of the station?
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![5.6 Apparent Weightlessness and Artificial Gravity
A rotating space station simulates artificial gravity by means of centripetal acceleration at the rim. The radius of the station is 117.0 m,
and a 44.5-kg passenger's apparent weight at the rim is 288 N. What is the period of rotation of the station?
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Transcribed Image Text:5.6 Apparent Weightlessness and Artificial Gravity
A rotating space station simulates artificial gravity by means of centripetal acceleration at the rim. The radius of the station is 117.0 m,
and a 44.5-kg passenger's apparent weight at the rim is 288 N. What is the period of rotation of the station?
i
S
Save for Later
Submit Answer
![5.6
r=117m
W=44.5 ky
M = 288 N
Zur 3/1/2
CF=
SEME
HEM)
W=G₂C
m
3/2
2TT (117)
-> T = JGH
1951.7
-P
√60.67×10-11 Nom ²
кат
X(288N)
5.30×10-7
1.5×10⁰](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F9d4854d9-aadf-4fe0-b1f6-bd622f90aeab%2F7a9e3ed9-cca4-4f2f-86df-70da0939323c%2Fryzi1kz_processed.jpeg&w=3840&q=75)
Transcribed Image Text:5.6
r=117m
W=44.5 ky
M = 288 N
Zur 3/1/2
CF=
SEME
HEM)
W=G₂C
m
3/2
2TT (117)
-> T = JGH
1951.7
-P
√60.67×10-11 Nom ²
кат
X(288N)
5.30×10-7
1.5×10⁰
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