A rigid plate weighing 100 lb is hinged at one end (P), as shown in Figure P5, and supported on a dashpot at Q with c = 1.0 lb. sec/in. A small fan weighing 50 lb and rotating at 750 rpm is mounted on a plate through a spring with stiffness, k = 200 lb/in. The fan has an eccentricty of 0.1 în. Find the steady state motion of edge Q and the transmitted force at point S.

A rigid plate weighing 100 lb is hinged at one end (P), as shown in Figure P5, and supported on a dashpot at Q with c = 1.0 lb. sec/in. A small fan weighing 50 lb and rotating at 750 rpm is mounted on a plate through a spring with stiffness, k = 200 lb/in. The fan has an eccentricty of 0.1 în. Find the steady state motion of edge Q and the transmitted force at point S.

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

Related questions

Q: An electric motor is accelerating a 250 kg load with acceleration of 1.2 m/s? through a gear box as…

Q: In the mechanical system in the figure, a rigid rod is bedded at point P and has mass m at its end.…

Q: Consider the system shown in the following figure, which is pivoted at point O. Suppose the system…

A: Given:- Moment about pin: ∑M = 0ftb = Mb2+mb23θ.. +cb2θ. +ka2θ…

Q: Initially h is 269mm, Mass = 15 kg, k= 180 N/m and has unstretched length= 127 mm. Find the…

Q: Two masses m are attached to opposite sides of a rigid rotating shaft in the vertical plane. Another…

A: **According to the guidelines we can answer one question at a time please resubmit to get the answer…

Q: The load elevator in the figure uses a servomotor that generates a torque on the cable of T40'+20,…

A: Given : To find: Transfer function

Q: Example(1):- A rope (AB) of length 35 m passing over a pulley of negligible size at (C) as shown in…

Q: Q4/ For the figure below the spring is used to stop a 10 kg package. If the maximum deflection in…

A: The system will continue to do work until it has exhausted its kinetic energy & potential energy…

Q: b) Figure Q3(b) shows a uniform bar AB of mass = 8 kg hinged at point C. Point A is connected to a…

A: The uniform bar AB mass is given as, m=8 kg The bar length is given as, l=250 mml=250×10-3 ml=0.25…

Q: A mass, m, is supported on a light beam, which is free to rotate about the pivot at O as illustrated…

Q: ka m k

Q: Solve for the following: 1. Damped angular velocity. 2. Type of Damping 3. Equation of motion x(t).…

Q: Find the transfer function, X2(s)/F(s) For the system show in the figure. -(1) Svj = 4 N-s/m K= 5…

Q: Figure Q3(b) shows a uniform bar AB of mass = 8 kg hinged at point C. Point A is connected to a…

A: Given data: The mass of the uniform bar AB is (m) =8 kg The stiffness of the spring is (K) = 500 N/m…

Q: The pitch (angular motion) and bounce (up-down linear motion) of a motor vehicle is shown in Figure…

A: When an object is disturbed, its natural frequency is the frequency or rate at which it vibrates.…

Q: Consider the system shown in the following figure, which is pivoted at point O. Suppose the system…

Q: The system is now modified, with different values of spring stiffness and damping coefficient…

A: Given:To find:Steady state amplitudePeak amplitude

Q: Degree of Freedom - Free Undamped Vibn ostant. Car mass X2 k Car spring 2k M2 M2 Tyre mass 2m k2 X2…

A: For 11 problem, the answer given for 2nd mode shape is not correct. I solve that correctly in below…

Q: (b): The total work when theta =0 equal to:

Q: m Slender rod of mass m 2m

Q: natrix P (both a non-normalized

Q: For the following mechanism with Rag = 4 ft, RpA = 6 ft, and p = 0.75 ft (radius of the Roller 4),…

A: Data given- RAB = 4ft RPA = 6ft Radius of roller = 0.75 ft V2 = -15i ft/s <OAB = 45° So the…

Q: Q4/ For the figure below the spring is used to stop a 10 kg package. If the maximum deflection in…

Q: k = k ky- 2k ky- 3k F X

A: Draw the free body diagram for the above problem as follows.

Q: 2) For one V type belt, the transmission power P = 4.2KW ,The average speed of the belt is v=10m/s…

A: Given: Power P=4.2kW Velocity v=10m/s F1=1.5F2 Solutions Power…

Q: For the double slider mechanism shown in the following figure, the crank OA rotates at a uniform…

Q: A pendulum is made up of a spring with a mass attached to the end. The spring is arranged to lie in…

A: To derive the equations of motion for the described spring-mass pendulum using Lagrange's equations,…

Concept explainers

Free undamped vibrations

Whenever an object/system displaces in either side of its equilibrium position with the help of an external/internal means, then the object/system moves regularly or randomly on both sides of its equilibrium position. This motion is called vibration. Generally, there are three types of vibration: longitudinal vibration, transverse vibration, and torsional vibration.

Question

R
[5] A rigid plate weighing 100 lb is hinged at one end (P), as
shown in Figure P5, and supported on a dashpot at Q with
c = 1.0 lb. sec/in. A small fan weighing 50 lb and rotating
at 750 rpm is mounted on a plate through a spring with
stiffness, k = 200 lb/in. The fan has an eccentricty of 0.1 in.
Find the steady state motion of edge Q and the transmitted
force at point S.
5"
15"
20"
Figure P5

Expert Solution

This question has been solved!

Explore an expertly crafted, step-by-step solution for a thorough understanding of key concepts.

SEE SOLUTION Check out a sample Q&A here

Step 1

VIEW

Step 2

VIEW

Step 3

VIEW

Step by step

Solved in 3 steps with 4 images

SEE SOLUTION Check out a sample Q&A here

Knowledge Booster

Learn more about

Need a deep-dive on the concept behind this application? Look no further. Learn more about this topic, mechanical-engineering and related others by exploring similar questions and additional content below.

Similar questions

QUESTIION A. B AND C
What is the answer
Figure Q3(b) shows a uniform bar AB of mass = 8 kg hinged at point C. Point A is connected to a spring to maintain the bar in vertical direction, and the stiffness k = 500 N/m. If point A is displaced counter-clockwise by a small angle θ = 3.5 degree and released, (i) With the free body diagram and kinetic diagram, determine the initial horizontal displacement of A.
pls ans quickly take p= 2 q=0 r=1
Consider a pneumatic transferring station shown in Figure Q.3, where two cylinders are used to transfer parts from a lower deck to upper deck of conveyors. Cylinder 2A Cylinder 1A Eject (b) Draw the displacement step diagram of the two cylinders. LIR Figure Q.3 The operation can be described by the following steps: Step 1: Cylinder 1A extends. Step 2: Cylinder 2A extends. Step 3: Cylinder 2A retracts. Step 4: Cylinder 1A retracts. Step 5: Repeat Step 1. The limit switches are used to detect the presence of parts on cylinder 1A and to monitor the positions of the piston rod of cylinders. The process will only start when a part is detected on cylinder 1A. (a) Determine the sequence of movements of the two cylinders for Step 1 to 5. (e) Sketch a pneumatic circuit of the system if all the cylinders are of double acting cylinders and all the DCVs are of 4/2 double solenoid valves. (d) Design an electrical circuit diagram using direct control technique to control the transferring process.…
Q2) Consider a mass (m=5 kg) connected to a massless rod of length (L=2 m) to swing about point 0, as shown in Figure (2). The mauss is also connected to a spring of spring constant (k=10 N/m). The other end of the spring is connected to a pivot. The unstreteched length of the spring is I m. Find the equation of motion of the system. Nin Figure 2
Machine Dynamics: In the mechanism in the figure; The 2nd limb in the horizontal position rotates with a constant angular velocity of 100 rad/s under the effect of external torque T12.Obtain the equations of change of axial internal force, shear force and bending moment in limb 3 due to inertia and bond forces at the specified position, ignoring frictions.(O2 joint point is the center of gravity of limb 2) "Detailed Solution Please"
Pump Figure B2
The homogeneous circular disk shown in Figure A3.4 has mass moment of inertia about its centre of mass of l = 3 kgm². It rotates about a fixed shaft at its centre and is attached to a torsional spring with constant k = 20 Nm/rad. At t = 0, the angle is = 0, the angular velocity is d/dt = 4 rad/s, and the disk is subjected to an oscillatory couple M(t) = 10 sin 2t Nm. Determine as a function of time.. Figure A3.4 M(1)
5. A rod of length L, Young's modulus E, cross-sectional area A and mass density p is installed as shown. Suppose m = pAL and kL / EA =1. Find the equations of motion Open Question m www f(t) x=0 x = L/2 x= L
1. Find the transfer function, c(s) - X;(s)/F(s), for each of the system shown In the figure below. a. K-5 Nim Ad, = 5 kg -3Nslm K=4 Nim M=4 ky M =5 kgAn K=4 N/m Siy - 2 N-sm Frictionless Sy =4N-s/m K-5 N/m e = 4N-s/m M4 kg 00O -M2 = 4 kg foy=4 N-s/m Sv4 N-s/m
Correct and complete solution please don't copy