Please make answer clear and easy to understand. кутrotates clockwise when viewed from theof a plane rotates clockwiseInertin of all the rotating parts 370 kgmengine rotates at 980 rpmThe engine of a planefront. The moment ofThea) Calculate the magnitude and effect of the gyroscopic actiaresulting when the plane makes a right hand turn of radiu)4500m at a speet of 2000km/h6) Explain the gyroscopic reaction torque

Given data: Moment of inertia of all rotating parts: I = 370 kg.m² Engine rotation speed: Ω = 980…

The engine of a plane rotates clockwise when viewed from the front. The moment of Inertia of all the rotating parts 370 Kym² The engine rotates at 980 rpm. a) Calculate the Magnitude and effect of the gyroscopic actia resulting when the plane makes a right hand turn of radius 4500m at a speek of 2000km/h. 6) Explain the gyroscopic reaction torque.

The engine of a plane rotates clockwise when viewed from the front. The moment of Inertia of all the rotating parts 370 Kym² The engine rotates at 980 rpm. a) Calculate the Magnitude and effect of the gyroscopic actia resulting when the plane makes a right hand turn of radius 4500m at a speek of 2000km/h. 6) Explain the gyroscopic reaction torque.

International Edition---engineering Mechanics: Statics, 4th Edition

4th Edition

ISBN:9781305501607

Author:Andrew Pytel And Jaan Kiusalaas

Publisher:Andrew Pytel And Jaan Kiusalaas

Chapter7: Dry Friction

Section: Chapter Questions

Problem 7.11P: Solve Prob. 7.10 assuming that the pick-up truck has front-wheel drive.

See similar textbooks

Similar questions

A spacecraft must be maneuvered through an angle of 6O-deg in 30 s. The spacecraft moment of inertia is 8000 kg-m^2; the thrusters are located at a radius of 2.2 m from the center of mass. What is the minimum thrust level for the thrusters? Answer : 1.90 N. Don't give me wrong answers. correct answer is 1.90....show me how
A solid spare, a solid disk, and a thin hoop are all released from rest at the top of the incline (ho = 20.0 cm). a) without doing any calculations, decide which object would be spinning the fastest when it gets to the bottom. (Explain) b) again, without doing any calculations, decide which object would get to the bottom first. (Which one has greater translational speed?) think CoE. c) assuming all objects are rolling without slipping, have a mass of 2.00 kg and a radius of 3.00 cm, find the rotational and translational speed at the bottom of the incline of any one of these three objects.
A 50 N force is applied 50 cm from the axis of rotation of a rigid body. The body starts from rest and completes 5 revolutions in 2.5 s. Calculate the Moment of Inertia of the body.
An electric motor has a rotor with a mass moment of inertia of 22 ft-lb-s2. What torque is required to accelerate it from rest to 1,174 rpm in 3.6 seconds? Provide your answer in lb-ft and round to the nearest whole number. An electric motor has a rotor with a mass moment of inertia of 22 ft-lb-s2. What torque is required to accelerate it from rest to 1,174 rpm in 3.6 seconds? Provide your answer in lb-ft and round to the nearest whole number.
Can tutor explain step by step and also the explanation such as like why use that formula and why is it this cannot. below is the questions need to answer by using the diagram 1)Calculate the velocity of the arm, observed by a stationary person on the ground. 2)Draw the FBD of the combined body (crane body, arm and load). 3)Is the combined body stable? Why? 4)Calculate the moment of the following, about wheel A,i) combined crane bodyii) load mass 5)Which combined body’s component(s) will not fail? Why? (Hint: The crane was initially in equilibrium.) 6)What are the various limits (maximum or minimum) for the combined body to be stable? Explain why.
A drum of mass Ma and radius a rotates freely withinitial angular velocity ωa0. A second drum with mass Mb and radiusb > a is mounted on the same axis and is at rest, although it is free torotate. A thin layer of sand with mass Ms is distributed on the innersurface of the smaller drum. At t = 0, small holes in the inner drumare opened. The sand starts to fly out at a constant rate λ = dm/dtand sticks to the outer drum. (a) Explain, in detail, why the angularvelocity of the inner drum will remain constant. (b) Determine theangular velocity of the outer drum ωb(t). Ignore the transit time ofthe sand
5) In ice figure skating, a couple execute a “top” (see picture). The centre of mass of the woman (58 kg) is situated 1.3 m from the axis of rotation which is vertical and passes through the centre of mass of the man (85 kg). They are spinning at a constant angular velocity equal to 3.1415 rad/s and the man and woman have moments of inertia, about their own centres of mass, equal to 1.6 and 2.5 kg.m2 respectively. Then the woman grabs the neck of the man. At this point, her moment of inertia decreases to 1.4 kg.m2 and her body centre of gravity is 0.9 m from the axis of rotation. Determine the new angular velocity. Hints: This is a conservation of angular momentum problem, and needs the parallel axis theorem to determine moments of inertia about the axis of rotation. The skaters are moving as one body with one angular velocity, but they each have their own moments of inertia given relative to their own CoMs. For the man, that’s fine…the axis they’re rotating about passes through his…
A cylinder with rotational inertia 0.050 kg m2 is spinning with angular velocity 25 rad/s, clockwise with negligible friction about a vertical axis. A second cylinder that is not spinning is centered above and dropped onto the spinning cylinder. Kinetic friction produces torque of amount 0.60 Nm that affects both objects until the two cylinders spin together at angular velocity 18 rad/s, clockwise. (a) Determine the amount of time it takes for friction to cause the two objects to spin together.(b) Determine the rotational inertia of the second cylinder that was dropped onto the first.(c) Determine the total amount of heat and sound energy resulting from the interaction of the cylinders.
Hello, can you help me answer this question with complete solution and illustration. *A Land Cruiser having a mass of 1500 kg goes through an intersection and i stravelling from north to south when it is hit by a Mitsubishi Pajero of mass 220 kg travelling from east to west. The two cars slid as one due to impact and stops 5.39 m west and 6.43 m south measured from impact point. It is known that the coefficient of kinetic friction between the cars and the road is 0.75. How fast each of the car is travelling before collision?
Four masses A, B, C and D are attached to a shaft and revolve in the same plane. The masses are 24 kg, 20 kg, 21 kg, and 18 kg, respectively and their radii of rotations are 50 cm, 50 cm, 60 cm and 30 cm. the angular position of the masses B, C, and D are 60º, 135º and 270º from the mass A. the shaft is rotating with a constant angular speed ω = 500 rpm. We need to find : 1. The magnitude and direction of the resultant inertia force before balancing 2. The magnitude and direction of the balancing mass at a radius of 10 cm The magnitude of the resultant force, in Newton, before balancing is = The direction of resultant force before balancing measured in degree CCW from the mass A is = The magnitude of the balancing mass in kg is = The direction of the balancing mass measured in degree CCW from the mass A the magnitude of resultant force after balancing is =
The cranks and connecting rods of a four cylinder in-line engine running at 2000 rpm are 60mm and 240mm each respectively. The cylinders are spaced 150 mm apart. If the cylinders are numbered 1 to 4 in sequence from one end, the cranks appear at intervals of 90º in an end view in the order 1-4-2-3.The reciprocating mass for each cylinder is 15 kg. Determine (i) unbalanced primary and secondary forces, (ii) unbalanced primary and secondary couples with reference to central plane of the engine
The mass of flywheel of an engine is 8 tonnes and the radius of gyration is 1.8 metres. It is found from the turning moment diagram that the fluctuation of energy is 100 kN-m. If the mean speed of the engine is 150 r.p.m., find the maximum and minimum speeds.