Question 4. A solid disc of radius R, cm)is freely rotating about a rotation axis passing through its_center, whichis per pendicular fu the disc . Three differen't external forces,and mass M-13m, Ukg),und2)F, areappliedon thisolid dise at'tzo s. The disc is initially atrest.a) Calculate thexternal torque due to these extemal forces with respectto the rotattonaxis?b) Find the anular acceleratio n, 2,0f the disc due to there exlernalforces ? Byusing the righthond rule, indicate the directon of rofatingclockwise? of counterclockwise?M = 13m,c) Find thu angular velocity w att= 1os 7.Give your answers in terms of Ro,m,s)+yR.(I (disc)= IMF, ricadius)F,=8mq (N)Fe=12m,g (N)F = 10mog (N)ComrotationaxisPay atkention to units, vecturs and vector products)

Name: Question 4. A solid disc of radius R, cm)is freely rotating about a r
Uploaded: 2024-03-20T06:56:55.000Z
Channel: Bartleby
Description: Question 4. A solid disc of radius R, cm)is freely rotating about a rotation axis passing through its_center, whichis per pendicular fu the disc . Three differen't external forces,and mass M-13m, Ukg),und2)F, areappliedon thisolid dise at'tzo s. The

Given data: Mass of the solid disk, M=13mo kg and it's radius, R=Ro m. So, it's moment of inertia…

Engineering

Mechanical Engineering

Question 4 . A solid disc of radius R, cm) is freely rotating about a rotation axis passing through itscenter, which is per pendicular fo the disc Three differen't exteinal forces , F,, and. are applied on thisolid disc af'tzos. The disc is initiallyatrest. and mass M=13m, (kg) 2) a) Calculate theexternal torque due tu these external forces with respect to the rotationaxis? b) Find the anular acceleratio n,2,0f the disc due to there exlernal forces ?. By chck wise?. o counterclockùise? using therighthond rule, indicate the drection of rofating M = 13 m, kg c) Find the angular velocity w at t= 10s?. (Giveyour answars in terms, of Ro, m,s (I (disc)= IMr,ricadius +y Ro Com 3R. F,=8mg (N) rotation Fe=12m,y (N) F. = 10mog (N) axis %3D Payatention to units, vecturs and vector products)

Question 4 . A solid disc of radius R, cm) is freely rotating about a rotation axis passing through itscenter, which is per pendicular fo the disc Three differen't exteinal forces , F,, and. are applied on thisolid disc af'tzos. The disc is initiallyatrest. and mass M=13m, (kg) 2) a) Calculate theexternal torque due tu these external forces with respect to the rotationaxis? b) Find the anular acceleratio n,2,0f the disc due to there exlernal forces ?. By chck wise?. o counterclockùise? using therighthond rule, indicate the drection of rofating M = 13 m, kg c) Find the angular velocity w at t= 10s?. (Giveyour answars in terms, of Ro, m,s (I (disc)= IMr,ricadius +y Ro Com 3R. F,=8mg (N) rotation Fe=12m,y (N) F. = 10mog (N) axis %3D Payatention to units, vecturs and vector products)

Elements Of Electromagnetics

7th Edition

ISBN:9780190698614

Author:Sadiku, Matthew N. O.

Publisher:Sadiku, Matthew N. O.

ChapterMA: Math Assessment

Section: Chapter Questions

Problem 1.1MA

See similar textbooks

Similar questions

An open cylindrical container containing liquid is spinning about its vertical axis such that the liquid undergoes rigid body rotation. Which of the following phenomena are correct? (1) The surface of the liquid is a curve with lowest point at the axis of rotation. There will be no shear stress. There will be no pressure stress. (iii) (A) (B) (C) (D) (i) and (ii) (i) and (iii) (ii) and (iii) All of the above The Energy Line (EL) and Hydraulic Gradient Line (HGL) are used to represent the condition in a pipe flow. Which of the following statements are correct? (1) The difference between EL and HGL is the velocity head. When Bernoulli equation is valid, the EL is constant and remains horizontal, but the HGL needs not necessary so. When there is a sudden contraction in the pipe flow, the HGL will drop. (A) (B) (C) (D) (i) and (ii) (i) and (iii) (ii) and (iii) All of the above
Q.2) Explain Reynold’s number based on viscous and inertia forces
A shape that covers an area A and has a uniform height h has a volume V= ah Show that v= ah is dimensionally correct.
Please solve all
i need the answer quickly
f jon The pilot of a crippled jet was able to control his plane by throttling the two engines. The plane has a weight of 17000 lb and a radius of gyration of kg = 4.7ft about the mass center G. Originally the plane is flying straight at a speed of 1200 ft/s. Neglect the effects of 5000 lb as shown, determine: drag and the loss of fuel. If the thrust in each engine is altered to T₁ = 800 lb and T₂ Remark: The counterclockwise sense is the positive sense. 1.25 ft T₂ 1.25 ft T₁ 1:21:02 7
This is complete information ,What is missing here . Read the full question ,If you are not sure just skip.
Change of Ttork required by a machine for rotational movement with rotation angle T(0)=5000[1+5cos(30)-6sin (30)] (Nm ) is given as. The rotation speed of the machine is below 711 r/min mass moment of inertia required to allow it to move without landing and without leaving above 729 rpm find its value. Please select one: 2 A.241,473 kg-m B.119,592 kg-m2 2. C.183,181 kg-m D.221,264 kg-m 2. E.165,845 kg m 2. F.262,223 kg * m G.126,304 kg m H.150,179 kg-m 2 1,201, 759 kg-m J.136,759 kg-m
(d)
A cord 10m long is hung between two posts 6m apart. What maximum load hung at the middle can the system support if the tensile strength of the cord is 350 N?