For simulating earth gravity the centripetal acceleration should be equal to the acceleration due to gravity = 9.8 m/s2
ω2R = 9.8
ω = √(9.8/300)
ω = 0.313 rad/s2
Time Period , T = 2π/ω
T = 20.07 s
Please disregard the red marking Problem 3 (20 pts) arad = 9.8962 A rotating space station...
(20 points) A space station is rotating to simulate gravity as the figure below indicates. An astronaut standing on the rim (ro = 2,150 m) of the outer ring experiences a simulated acceleration due to gravity on earth (9.80 m/s2). a) Calculate the period of rotation. b) What should be the radius ry of the inner ring so that it simulates the acceleration due to gravity (3.72 m/s2) on the surface of Mars? I
4. (20 points) A space station is rotating to simulate gravity as the figure below indicates. An astronaut standing on the rim (ro = 2,150 m) of the outer ring experiences a simulated acceleration due to gravity on earth (9.80 m/s2). a) Calculate the period of rotation. b) What should be the radius ry of the inner ring so that it simulates the acceleration due to gravity (3.72 m/s2) on the surface of Mars?
what is the period of rotation
gure shows a space station. It has the shape of a hollow ring, with diameter D = 480 m. Review Part A The space station rotates in order to simulate Earth's gravity - so that the normal force on an astronaut at the outer edge would be the astronaut's weight on Earth. What is the period of the rotation Time for one complete revolution needed to achieve this? Express your answer to 2 significant...
Artifical gravity is a must for any space station if humans are to live there for any extended length of time. Without artificial gravity, human growth is stunted and biological functions break down. The most effective way to create artificial gravity is through the use of a rotating enclosed cylinder, as shown in the figure. Humans walk on the inside edge of the cylinder, which is sufficiently large that its curvature is not a factor. The space station rotates at...
You have designed a space station that rotates on its axis in
order to produce " artificial gravity." The space station has tree
levels consisting of rings connected to spokes that rotate about a
single axis as shown in the figure. The outer ring has a radius of
245 m.
a. what must the angular velocity of the space station be to
simulate the acceleration due to gravity on Earth's surface on the
outer ring of the space station?
b....
please answer part E asap and show work
Now we move on to some new stuff, involving rotation (circular motion) and artifici (d) Different situat w. You're out in space, on a rotating wheel-shaped space s m. You feel planted firmly on the "floor", due to artificial mal, that is, g-9.81 m/s2. How fast is tation of radius gravity. The gravity you experience is Earth-no the space station rotating in order to produce this much artificial gravity? 926爪 (e) What...
PLEASE CIRCLE ANSWER AND UNITS
Chapter 09, Problem 65 A cylindrically shaped space station is rotating about the axis of the cylinder to create artificial gravity. The radius of the cylinder is 103 m. The moment of inertia of the station without people is 4.96 x 10" kg-m2. Suppose 142 people, with an average mass of 51.0 kg each, live on this station. As they move radially from the outer surface of the cylinder toward the axis, the angular speed...
Artifical gravity is a must for any space station if humans are to live there for any extended length of time. Without artificial gravity, human growth is stunted and biological functions break down. The most effective way to create artificial gravity is through the use of a rotating enclosed cylinder, as shown in the figure. Humans walk on the inside edge of the cylinder, which is sufficiently large that its curvature is not a factor. The space station rotates at...
After a space station is constructed, it is spun up from rest,
using rockets attached tangentially to the outside hull, in order
to simulate earth gravity for the occupants inside, shown in the
figure. We can model the station as a hoop that rotates around its
axis, and ignore the rest of the structure for the moment of
inertia.
The mass of the station is m = 50,000 kg, the outer
radius is r = 100 m.
a) The two...
4. A proposed space station has the shape of a large wheel with the living and working space at the very outside edge (the rim) of the wheel. The space station rotates about an axis through the center, resulting in a normal force on the people inside, simulating gravity. The radius of the wheel is R = 44.6 m. When a person inside the station with a mass M = 65.4 kg steps on a scale, the measured "weight" is...