5

Different situation now: You re out in space, on a rotating wheel-shaped space station of radius 1277 m. You feel planted firmly on the floor due to artificial grav...

Question

Different situation now: You re out in space, on a rotating wheel-shaped space station of radius 1277 m. You feel planted firmly on the floor due to artificial gravity: The gravity you experience is Earth-normal, that is, g = 9.81 m/s^2. How fast is the space station rotating in order to produce this much artificial gravity? Express your answer in revolutions per minute (rpm):

Different situation now: You re out in space, on a rotating wheel-shaped space station of radius 1277 m. You feel planted firmly on the floor due to artificial gravity: The gravity you experience is Earth-normal, that is, g = 9.81 m/s^2. How fast is the space station rotating in order to produce this much artificial gravity? Express your answer in revolutions per minute (rpm):



Answers

A rotating space station is said to create "artificial gravity" - a loosely-defined term used for an acceleration that would be crudely similar to gravity. The outer wall of the rotating space station would become a floor for the astronauts, and centripetal acceleration supplied by the floor would allow astronauts to exercise and maintain muscle and bone strength more naturally than in non-rotating space environments. If the space station is 200 m in diameter, what angular velocity would produce an "artificial gravity" of $9.80 \mathrm{m} / \mathrm{s}^{2}$ at the rim?

I know that this in triple acceleration is always equal to the angular velocity squared, multiplied by the radius and so solving for and we know that we're trying to find artificial gravity, So this is gonna equal G. So then we can find the angular velocity. This would be equaling the square root of the acceleration due to gravity on Earth's surface divided by our the radius. And so this would be equal to the square root multiplied by 9.8 meters per second squared. This would be divided by 100 meters, and we find that the angular velocity is equaling 0.3 13 radiance per second. So this is the rate This would be the angular velocity needed in order to create artificial gravity for that two for that space space station 200 meters in diameter. So I would be the that would create artificial gravity for the astronauts again 0.313 radiance per second. That is the final answer. That is the end of the solution. Thank you for watching

In the last problem. We were given the same formula and we were given the task of isolating are and here's what we got. So let's take advantage of that to do this problem in this problem, we want to approximate the value of our with the given value of end and a so are is going to be 9.8, divided by the quantity for high squared time 0.63 squared. We would put that in the calculator and rounding to two decimal places. We get about 62.54 and then for part B. Same idea. Substituting those numbers in there are is 9.8, divided by the quantity for pi squared times 0.4 squared and rounding to two decimal places. For that one would get 155.15 and let's put some units on their those would be in meters

Everyone in the diagram, and here it is. Soon the design off spaces prison toe operate outside the earth. Prudential feed. It is desire toe. Give the structural rotational speed so rotational speed is head, which bids Simon like the effect off our scripted for member off. The clue is the center Off Clues Quarters are to be located after the state's off 12 m from the access off rotation calculator necessary. Rotational speed end off the space station in revolution permanent not to see it for rotational speed n go simulate that effect off Arts Gravity about the equation Off Force Building MG School. UM 10. Initial acceleration in tow. Normal acceleration. Sorry. 10 intellects, Racial plus normal acceleration. So from here, G must be equal toe are Peter's Square that is theater, but we wrote off G Y. R and is theater dot g is 9.8. 100 days is spelled just to me, while 904 radial per second all 8.63 revelation permanent. That's all. Thanks for watching it

Solving party of this problem. So T. Is equal to buy fruit under our by G. Which can be further, it managed to pay to tender be by to buy G. Which is equal to to buy route tender 800 m by 9.8 m/s squared Which is equal to 40.1 2nd at the time period of rotation now And is equal to the number of revolutions is equal to 60 seconds per minute by 40.1 2nd, which is equivalent to 1.5 rpm. Not solving part B. So here I can write and equal to the multiplication under Dude GTs by G. G. This is the acceleration due to gravity for a mushy. Um selfish So I can write and is equal to 1.50 modification under good 3.70 x 9.8. on simplification I get the value of an Approximately equal to 0.919 which can be written at zero 92 They will listen poor minute as our answer.


Similar Solved Questions

5 answers
[ { } 6 F 1 = 1 H 6 L 1 L } [ 1 { { N L I 11 6 Kaw
[ { } 6 F 1 = 1 H 6 L 1 L } [ 1 { { N L I 11 6 Kaw...
5 answers
Consider the following initial-value problem: Sy' 8e4t Y(0) = 1,Y0) -1Find Kf(t)} , for f(t) 8e4t 4e (Write your answer as function of 5.)Af(t))Use the Laplace transform to solve the given initial-value problem:y(t)
Consider the following initial-value problem: Sy' 8e4t Y(0) = 1,Y0) -1 Find Kf(t)} , for f(t) 8e4t 4e (Write your answer as function of 5.) Af(t)) Use the Laplace transform to solve the given initial-value problem: y(t)...
5 answers
HQ_O-NNOzHOOzNOHNOzO,NOHOHNOzO,N
HQ_ O-N NOz HO OzN OH NOz O,N OH OH NOz O,N...
5 answers
Chaag Iurot KouineLleditK8I 4 4 " 008' IN THE 4 EXERCISES C=C4=3 HC C7Cs79 HC C3212 AcA) CALCULATE THE EQUIVALENT CAPACITANCE FOR THE COMBINATION OF CAPACITANCES B) IF APPLY 12.5V IN THE TERMINALS FOR EACH CAPACITOR, CALCULATE THE CHARGE AND THE IOLTAGE FOR EACH CAPACITORKnotn Pe
Chaag Iurot Kouine Lledit K8I 4 4 " 008' IN THE 4 EXERCISES C=C4=3 HC C7Cs79 HC C3212 Ac A) CALCULATE THE EQUIVALENT CAPACITANCE FOR THE COMBINATION OF CAPACITANCES B) IF APPLY 12.5V IN THE TERMINALS FOR EACH CAPACITOR, CALCULATE THE CHARGE AND THE IOLTAGE FOR EACH CAPACITOR Knotn Pe...
3 answers
QuestionTha Vciontroitorc Flakos within Mamca D'oduction Iol ary #unolad uch houc Matacets wani Oneneba popubion Iprocona atandud curition #lcme173 You net car olrandomy toloc ing lor bouoa 07C thrunnout Thedar? Yo eded ncatedunthembcedotr Mara Xhx Chit, "haten Iha lppor nndeo encontrdconimncigi 99.739 HEcrnmoshmnldhoztrUCL - I7,6 LCL UCL 19.9 LCL - 12 ' 10 > LCL UCL - 20.1,LCL -14.6
question Tha Vciontroitorc Flakos within Mamca D'oduction Iol ary #unolad uch houc Matacets wani Oneneba popubion Iprocona atandud curition #lcme173 You net car olrandomy toloc ing lor bouoa 07C thrunnout Thedar? Yo eded ncatedunthembcedotr Mara Xhx Chit, "haten Iha lppor nndeo encontrd co...
5 answers
(-"(n+ 42" 2 (x +1)" n - 3"n?Find the radius of convergence and the interval of convergence for the above series Write your complete answer (with steps and explanations) t0 paper and upload the scan_ (You should use Adobe Scan' just like the midterm)Attach FileBrowse My ComputerBrowse Content Collection
(-"(n+ 42" 2 (x +1)" n - 3"n? Find the radius of convergence and the interval of convergence for the above series Write your complete answer (with steps and explanations) t0 paper and upload the scan_ (You should use Adobe Scan' just like the midterm) Attach File Browse My C...
5 answers
Teff = p%where the compounding js quarterly; what is the nominal rate?0A4[G8 +1)'_4] 0s4[(zoo - 1)'+4] C. 4[(zoo +1)*- 4]0.4 [(1o - 1)*+4]
Teff = p% where the compounding js quarterly; what is the nominal rate? 0A4[G8 +1)'_4] 0s4[(zoo - 1)'+4] C. 4[(zoo +1)*- 4] 0.4 [(1o - 1)*+4]...
5 answers
Which one can be a solution for the following differential equation?y' +4y +13y =e-% cos(3x) + 18e 2x4) Axe 2* cos(3x) + Bxe 2X sin(3x) + Cxe-ex b)y = Ae-ex cos(3x) + Be c)y = Zxe 2x (Acos(3x) + Bsin(3x)) + 2e 21 d)y = e "*C (Acos(3x) + Bsin(3x)) + Cxe 2 e)y Xe (Acos(3x) + Bsin(3x)) + 2e
Which one can be a solution for the following differential equation? y' +4y +13y =e-% cos(3x) + 18e 2x 4) Axe 2* cos(3x) + Bxe 2X sin(3x) + Cxe-ex b)y = Ae-ex cos(3x) + Be c)y = Zxe 2x (Acos(3x) + Bsin(3x)) + 2e 21 d)y = e "*C (Acos(3x) + Bsin(3x)) + Cxe 2 e)y Xe (Acos(3x) + Bsin(3x)) + 2e...
5 answers
What is the primary difference between the innate and adaptive immune responses?a. The innate response does not distinguish between pathogens, while the adaptive response does.b. Only the innate response is activated by antigens.c. The adaptive response generates immunological memory and is more specific than the innate response.d. The innate response does not kill cells; the adaptive response does.
What is the primary difference between the innate and adaptive immune responses? a. The innate response does not distinguish between pathogens, while the adaptive response does. b. Only the innate response is activated by antigens. c. The adaptive response generates immunological memory and is more ...
5 answers
Write the equation of the line that passes through the given points. Express the equation in slope-intercept form or in the form $x=a$ or $y=b$$$(-9,0) ext { and }(-9,2)$$
Write the equation of the line that passes through the given points. Express the equation in slope-intercept form or in the form $x=a$ or $y=b$ $$(-9,0) \text { and }(-9,2)$$...
5 answers
(6 points Let the random Variable X be GJaussian with mean and variance 0" X ~ Nl/.6?). Consider the random variable X Calculate the probability density function of Y. fx(W) first calculating the cumulative distribution function Fy(y) and then taking the derivative of Fx (u) Calculate the probability density function of Y. fxly) by using the general strategy of calculating the Jacobian
(6 points Let the random Variable X be GJaussian with mean and variance 0" X ~ Nl/.6?). Consider the random variable X Calculate the probability density function of Y. fx(W) first calculating the cumulative distribution function Fy(y) and then taking the derivative of Fx (u) Calculate the proba...
5 answers
The primary function of the integrated stress response (ISR),whose key player is ATF4, is to enable the survival of the cellunder various stress conditions. Explain the mechanism by which thetranslation of ATF4 mRNA is regulated. Compare the efficiency oftranslation of ATF4 mRNA under no stress and stress conditions.
The primary function of the integrated stress response (ISR), whose key player is ATF4, is to enable the survival of the cell under various stress conditions. Explain the mechanism by which the translation of ATF4 mRNA is regulated. Compare the efficiency of translation of ATF4 mRNA under no stress ...
5 answers
69. Which is the structure fOr (R.Z)-3-chloro-N-cyclohexyl-S-ethyl-4.6-dimethyl-+ heptenamide?
69. Which is the structure fOr (R.Z)-3-chloro-N-cyclohexyl-S-ethyl-4.6-dimethyl-+ heptenamide?...
5 answers
Lited below &e the &zrude; (jn joujand% feer) ad outside texperatues ( F) zecorded iuring Delz ikn: 1053fom New: Orleans Auita--lde(Ittui Ipe-itur?ENTER THEIEORMATIOLEROMIHECALLILAIQREOR IHEEQLLOEIG 31 ug LinRez TestHmnocOoo' ;Jemperature6} Fini the explained TariaronFirithe unexplaired "xiation
Lited below &e the &zrude; (jn joujand% feer) ad outside texperatues ( F) zecorded iuring Delz ikn: 1053fom New: Orleans Auita- -lde(Ittui Ipe-itur? ENTER THEIEORMATIOLEROMIHECALLILAIQREOR IHEEQLLOEIG 31 ug LinRez Test Hmnoc Ooo' ; Jemperature 6} Fini the explained Tariaron Firithe unex...
5 answers
12. If we roll a six-sided fair die three times and recordresults as an ordered list of length 3, how many of outcomescontain exactly one 2 or exactly one 5?
12. If we roll a six-sided fair die three times and record results as an ordered list of length 3, how many of outcomes contain exactly one 2 or exactly one 5?...
5 answers
20Iv ' ' ;. ` [ _AzL21
2 0 Iv ' ' ;. ` [ _ Az L2 1...

-- 0.025072--