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Q3 The system is released from rest at x springs are unstretched. (a) determine if the...
For the system shown, (a) Determine the damping ratio (b) State whether the system is underdamped,...
For the system shown, (a) Determine the damping ratio (b) State whether the system is underdamped, critically damped, or overdamped (c) Determine x(t) or 0(t) for the given initial conditions 4 x 104 N/m 3 x 104 N/m 12.5 kg man | C 750 Ns/m x(0) = 3 cm x(O) = 0
Q3. The 45-kg weight is released from rest in position 1. The spring constant is k-180...
Q3. The 45-kg weight is released from rest in position 1. The spring constant is k-180 kg/m and the springs are unstretched irn position 2. If the coefficient of restitution of the impact of the weight with the workpiece in position 2 is e-0.6, what is the magnitude of the velocity of the weight immediately after the impact? 40 cm Workpiece 30 cm
A spring-mass-dashpot system for the motion of a block of mass m kg is shown in...
A spring-mass-dashpot system for the motion of a block of mass m kg is shown in Fig. II-2. The block is moved to the right of the equilibrium position and is released from rest (time t = 0) when its displacement, x = XO. Using the notations given in Fig. II-2,4 (1) Draw the free body diagram of the block - (2) Write the equation of motion of the block- If the initial displacement of the block to the right...
A spring-mass-dashpot system for the motion of a block of mass m kg is shown in...
A spring-mass-dashpot system for the motion of a block of mass m kg is shown in Fig. II-2. The block is moved to the right of the equilibrium position and is released from rest (time t = 0) when its displacement, x = XO. Using the notations given in Fig. II-2,4 (1) Draw the free body diagram of the block - (2) Write the equation of motion of the block- If the initial displacement of the block to the right...
1. The cylinder as a mass of 50 kg and is released from rest when h...
1. The cylinder as a mass of 50 kg and is released from rest when h 0. Determine its speed when h 4 m. The springs each have an unstretched length of 3 m. k- 40 N/m k 40 N/m
Adınız Soyadınız:. Imzaniz Q4-_Select ONLY ONE of the following quistions (a,b or c) and answer. (20...
Adınız Soyadınız:. Imzaniz Q4-_Select ONLY ONE of the following quistions (a,b or c) and answer. (20 points) a) The disk is originally rotating at wo = 10 rad/s . If it is subjected to a constant angular acceleration of 20 rad/s2, determine the magnitudes of the velocity of A and the n and t components of acceleration of point A when the disk undergoes 2 revolutions. b) The springs are with unstretched length of 2.0 m each .If the 20...
please can I have help understanding part C A block of 20 kg is connected as...
please can I have help understanding part C
A block of 20 kg is connected as shown in Figure QA1. Numerical values: k = 600 N/m, c = 40 N.s/m K I Soros (N) Figure QA1. Mass connected between two springs 2 a. Write the equation of motion of the system. [5 marks] b. Determine the damping ratio of the system and establish what type of motion occurs (underdamped, overdamped, critically damped) [5 marks] =. The mass is displaced 1...
Blocks A and B are released from rest when the spring is unstretched. Blocks A and...
Blocks A and B are released from rest when the spring is unstretched. Blocks A and B have masses ma = 2 kg and mp = 3 kg and the linear spring has stiffness k = 7 N/m. If all sources of friction are negligible, determine the velocity of block A after block Bhas dropped 2.2 m downward. Assuming that A never leaves the horizontal surface shown and the cord connecting A and B is inextensible. The answer needs to...
1. The change of position of the center of mass of a rigid body in a mechanical system is being monitored. At time t 0, when the initial conditions of the system were x = 0.1 m and x -0m/s, a ste...
1. The change of position of the center of mass of a rigid body in a mechanical system is being monitored. At time t 0, when the initial conditions of the system were x = 0.1 m and x -0m/s, a step input of size 10 N began to apply to the system. The response of the system was represented by this differential equation: 2r + 110x + 500 x = 10 a) Write the order of the system, its...
Given a linear time-invariant system in state-space representation: -100 5*+u(t) y=[1 0]x (i) Determine the transfer...
Given a linear time-invariant system in state-space representation: -100 5*+u(t) y=[1 0]x (i) Determine the transfer function of the system. (ii) Build an equivalent mechanical system showing all the parameters. (ii) Derive an expression x(t) for this system for step input. Is the mechanical system over damped, under damped or critically damped system?
For the system shown, (a) Determine the damping ratio (b) State whether the system is underdamped, critically damped, or overdamped (c) Determine x(t) or 0(t) for the given initial conditions 4 x 104 N/m 3 x 104 N/m 12.5 kg man | C 750 Ns/m x(0) = 3 cm x(O) = 0
Q3. The 45-kg weight is released from rest in position 1. The spring constant is k-180 kg/m and the springs are unstretched irn position 2. If the coefficient of restitution of the impact of the weight with the workpiece in position 2 is e-0.6, what is the magnitude of the velocity of the weight immediately after the impact? 40 cm Workpiece 30 cm
A spring-mass-dashpot system for the motion of a block of mass m kg is shown in Fig. II-2. The block is moved to the right of the equilibrium position and is released from rest (time t = 0) when its displacement, x = XO. Using the notations given in Fig. II-2,4 (1) Draw the free body diagram of the block - (2) Write the equation of motion of the block- If the initial displacement of the block to the right...
A spring-mass-dashpot system for the motion of a block of mass m kg is shown in Fig. II-2. The block is moved to the right of the equilibrium position and is released from rest (time t = 0) when its displacement, x = XO. Using the notations given in Fig. II-2,4 (1) Draw the free body diagram of the block - (2) Write the equation of motion of the block- If the initial displacement of the block to the right...
1. The cylinder as a mass of 50 kg and is released from rest when h 0. Determine its speed when h 4 m. The springs each have an unstretched length of 3 m. k- 40 N/m k 40 N/m
Adınız Soyadınız:. Imzaniz Q4-_Select ONLY ONE of the following quistions (a,b or c) and answer. (20 points) a) The disk is originally rotating at wo = 10 rad/s . If it is subjected to a constant angular acceleration of 20 rad/s2, determine the magnitudes of the velocity of A and the n and t components of acceleration of point A when the disk undergoes 2 revolutions. b) The springs are with unstretched length of 2.0 m each .If the 20...
please can I have help understanding part C
A block of 20 kg is connected as shown in Figure QA1. Numerical values: k = 600 N/m, c = 40 N.s/m K I Soros (N) Figure QA1. Mass connected between two springs 2 a. Write the equation of motion of the system. [5 marks] b. Determine the damping ratio of the system and establish what type of motion occurs (underdamped, overdamped, critically damped) [5 marks] =. The mass is displaced 1...
Blocks A and B are released from rest when the spring is unstretched. Blocks A and B have masses ma = 2 kg and mp = 3 kg and the linear spring has stiffness k = 7 N/m. If all sources of friction are negligible, determine the velocity of block A after block Bhas dropped 2.2 m downward. Assuming that A never leaves the horizontal surface shown and the cord connecting A and B is inextensible. The answer needs to...
1. The change of position of the center of mass of a rigid body in a mechanical system is being monitored. At time t 0, when the initial conditions of the system were x = 0.1 m and x -0m/s, a step input of size 10 N began to apply to the system. The response of the system was represented by this differential equation: 2r + 110x + 500 x = 10 a) Write the order of the system, its...
Given a linear time-invariant system in state-space representation: -100 5*+u(t) y=[1 0]x (i) Determine the transfer function of the system. (ii) Build an equivalent mechanical system showing all the parameters. (ii) Derive an expression x(t) for this system for step input. Is the mechanical system over damped, under damped or critically damped system?
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