A shaft with moment of inertia 0.004 kgm2 about the hinge O is pulled by a force F = 15 N as shown. The frictional moment of force about O is Mf = 0.5 Nm .
What is the angular acceleration of the shaft as it is released at P ?
A shaft with moment of inertia 0.004 kgm2 about the hinge O is pulled by a force F...
A string is wrapped around a pulley of radius 0.5 m and moment of inertia 0.1 kg. m². When the string is pulled with a force F, the pully rotates, resulting in angular acceleration of 2 rad/s2 Determine the magnitude of the force F. (Hint: Use Torque and angular acceleration). OON O 0.4N 16N OBN
A string is wrapped around a pulley of radius 0.5 m and moment of inertia 0.1 kg. m². When the string is pulled with a force F, the pully rotates, resulting in angular acceleration of 2 rad/s2 Determine the magnitude of the force F. (Hint: Use Torque and angular acceleration). OON O 0.4N 16N OBN
[15%] QUESTION 3 Determine the moment of the force F about the door hinge at B. 4 ft 7 ft F=80 lb 15 ft 45。 1.5 ft 5 ft 3 ft
4. Model the arm ABC as a single rigid body. Its mass is 320 kg and the moment of inertia about its center of mass is 360 kgm2. Point A is stationary. If the hydraulic piston exerts a 14-kN force on the arm at B, what is the arm's angular acceleration? 180m 1.40m 30 0.80m 0.70 m
1 m Mm F Sl. In the mechanism shown the circular body with the mass moment of inertia I about 0. i.e. the center of gravity of the body, rotates about O. The T shaped body with the mass m is attached to that circular k body through the joint A such that OA = r. and it translates along the horizontal direction. The linear spring with stiffness k is placed between the T shaped body and the ground such...
This is the diagram that was provided. 3. It can be shown that the rotational inertia (moment of inertia) for a uniform rod about an axis that's perpendicular to the rod and passes through one of its ends is: Where M is the rod's total mass and L is its total length. (a) (10 points) Use the Parallel Axis Theorem to find the moment of inertia of a uniform rod about an axis that's perpendicular to the rod and passes...
The forearm of a person has a moment of inertia of 0.08 kgm^2 about the elbow joint. the forearm is held vertically and the bicep muscles exerts a horizontal force on the forearm at a perpendicular distance of 2.1 cm from the elbow's rotation axis. if the forearm has the resulting angular acceleration of 1.2 rad/s^2, what is the magnitude of the biceps muscle's force?
Help 13.Two spheres of mass M and radius R are both released from rest at the top of a hill and allowed to roll to the bottom. One of the spheres is hollow however, while the other is solid. Which of the spheres reaches the bottom first? A) The hollow one B The solid one C) They reach the bottom at the same time D) It depends on the angle of inclination. E) It depends on the length of the...
A uniform thin wire of mass M is bent into the form of a square OPQR of side 2a. Show that the moment of inertia of the wire about an axis through O perpendicular to the plane of the square is 10Ma2/3 . The wire frame can rotate freely in the vertical plane about a smooth pivot at O. It is held with P vertically above O and is released from rest. Find the initial acceleration of the point P....
The tangential force F shown in figure below is applied to a disc is allowed to rotate about an axis through its center. The diameter of the disc is 24.0 cm. The magnitude of this tangential force is given in the graph of F vs. Angular Position. With the disc at rest initially and ignoring frictional torque, the disc's angular velocity after one full rotation is -31.4 rad/sec. What is the moment of inertia of the disk? 2.40 × 10-1...