A block of 3.00kg oscillates on a base attached to a spring. The
Constant k of the spring is 2.50 N / m. The block is subject to the
action of a damping force whose damping constant is b = 0.900 kg /
s. Determine the natural angular frequency of the damped
oscillations.
A block of 3.00kg oscillates on a base attached to a spring. The Constant k of...
A 32kg block is attached to a spring and can be moved without friction through the slot as shown. The block is in equilibrium when it is hit by a hammer which imparts an initial velocity to the block of 270mm / s. Determine the maximum acceleration of the block. Un bloque de 32kg está unido a un resorte y se puede mover sin fricción por la ranura como se muestra. El bloque está en equilibrio cuando es golpeado por...
11. How high should an object go so that its potential energy gain is the same as its kinetic energy when it was moving at 20 m/s? 12. A 2000 kg carriage moves with an initial velocity of 25.0 m/s on horizontal road slides to a stop at a distance of 60.0 M. (a) Find the work done by the kinetic friction force in the carriage. (b) Determine the kinetic friction coefficient between the wheels and the road. Ans: (a)...
Two metal rods, vertically placed and separated, are joined at the top. a distance of l = 50cm. The whole, whose resistance is considered contempt- It is placed within a uniform magnetic field of flow density B = 0.01kT perpendicular to the plane defined by the rods. By them, it slides downwards with constant speed of v = 1jm / s, without friction and without interrupting the contact, a bar AB whose mass is m = 1g. Determine the resistance...
ABC bar has a mass of 2.87kg and is attached to a B-bracket bolt. A 0.65kg D-sphere hits the end of the bar with a vertical velocity v1 of 3.32m / s. If L = 0.73m and the coefficient of restitution between the sphere and the bar is 0.49, determine the angular velocity, in rad / s, of the bar immediately after impact. La barra ABC tiene una masa de 2.87kg y está unida a un perno con soporte en...
A 0.50-kg block attached to an ideal spring with a spring constant of 80 N/m oscillates on a horizontal frictionless surface. The total mechanical energy is 0.12 J. The greatest speed of the block is:
A damped harmonic oscillator consists of a block (m = 3.00 kg), a spring (k = 11.1 N/m), and a damping force (F = -bv). Initially, it oscillates with an amplitude of 28.7 cm; because of the damping, the amplitude falls to 0.760 of the initial value at the completion of 6 oscillations. (a) What is the value of b? (Hint: Assume that b2 << km.) (b) How much energy has been lost during these 6 oscillations?
A block (mass 5 kg) oscillates on a spring (spring constant 180 N/ m). At one moment, the block is 10 cm from its equilibrium position and is moving with a speed of 80 cm/s away from the equilibrium position. Determine the amplitude of this oscillation.
A 160 g block attached to a spring with spring constant 2.3 N/m oscillates horizontally on a frictionless table. Its velocity is 25 cm/s when x0 = -6.0 cm. What is the speed of the block when x1 = 3.5 cm ? Values found: A=8.9 cm amax=130 cm/s^2 max accel occurs at -8.9cm
Please show all work. 5. A 2.8 kg block attached to a spring oscillates, without friction, with amplitude of 0.25 m. If the spring constant is 86 N/m find the maximum speed of the block.
Suppose a mass of 1 kg is attached to a spring with spring constant k = 2, and rests at equilibrium position. Starting at t = 0, an external force of f(t) = e t is applied to the system. Suppose the surrounding medium offers a damping force numerically equal to β times the instantaneous velocity, where β > 0 is some given number. (a) What is the IVP governing this harmonic motion. (b) For what value(s) of β will...