3. Equally spaced parts, with the distance between the parts being 10 inches, are coming on aconveyor belt. A machine tool has to operate on the part for 0.5 second as the part is moving onthe conveyor. The speed of the conveyor belt is 10 in/second. The tool will be attached to thefollower of a cam mechanism that you will design. In other words, the motion of the tool iscontrolled by your cam.Design the svaj curves for the follower using polynomials. (Hint: When the tool is operating itsvelocity should be same as the part velocity.) Please explain all steps of your solution procedureclearly. You are not allowed to use any software to do this. [20 points]

Answered: Image /qna-images/answer/5f26cb0d-87cf-4e84-a2a3-bd1254061886.jpg

Answered: 3. Equally spaced parts, with the…

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

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The drum of a winch system is rotating at 294 RPM and the drum has a diameter of 8 inches. What is the linear speed at the surface of the drum in feet/sec? This is the same speed at which the cable of the winch is pulled in.
For items 4-5, consider the slider-crank mechanism shown. Crank AB is 0.500 m long. Rod BD is 1.500 m long. The velocity at point B is 0.500 m/s, ↖45.0°. Which of the following gives the closest value to the speed of the piston at D? Which of the following gives the closest values of the lengths of the sides of the triangle formed by points B and D and point C, the instantaneous center of rod BD?
Version B We have worked with Ferris Wheels above ground, but what if a portion of it went underground and traveled in a clockwise direction? Details; The Ferris Wheel has a diameter of 80 ft The Ferris Wheel center is 20 feet below the ground The Ferris Wheel rotates in a clockwise direction The rider enters on ground level on the right side of the wheel. It takes 1 minute for 1 ½ rotations. Your task: Determine the angular speed. Develop an equation for the height of the rider while on the ride. Calculate the rider's total distance traveled from the moment they get on at ground level on the right to the other point on ground level on the left where they get off.
P) Draw the kinematic diagram of the excavator arm and calculate the mobility of the mechanism
PART 3. VELOCITY ANALYSIS OF ROTATING CRANKS. INSTRUCTIONS: ON A SEPARATE PIECE OF BOND PAPER. SHOW THE COMPLETE SOLUTION AND FINAL ANSWER OF THE FOLLOWING PROBLEMS. 3,600° 1. The instantaneous angular velocity of the crank Q2A is counterclockwise. Q2A = 1.5 in. Find the second instantaneous linear velocity. And draw a graphical interpretation showing the proper length and direction of the velocity arrow of Q2A. Velocity scale: 0.5 in = 10 in/s. Drawing scale: 1:1 2.50 1.50 60° 60°
Your bicycle has 10 gears, from low (easiest to pedal) to high (hardest to pedal). When you first start peddling, you usually use a low gear to accelerate from standing and then shift to a higher gear when you are at a high cruising (ground) speed so that you are always pedalling against the same resistance. One morning you forget to shift down and you try to start in a very high gear. Despite the fact that you usually go fast in high gear, you can't get anywhere at all. The next day you remember to start in low gear, but you forget to shift up. So you ride to school at the same ground speed as usual but in low gear all the way. Despite the fact that there is less resistance to pedalling in the low gear, your legs get more tired than usual. Using you knowledge of force and resistance explain why they are more tired? Explain which skeletal fibers will be utilized in this case?
In a slider crank mechanism the length of stroke is 120 mm and connecting road is 250 mm long. When the crank rotates at 2000 rpm and has traveled 60 degree from dead center, find; a) Displacement of piston. b) Velocity and acceleration of the piston. c) Angular velocity and acceleration of connecting rod.
In a rotating body, if it rotates at 2045 revolutions per minute.What would be the angular velocity ? the angular velocity of the rotating body in rad/sec is
two pulleys are connected by a belt. The nubers of RPM of the two pulleys vary inversely as their diameters. A pulley having a diameter of 25cm is turning at 900 rpm. what is the number of RPM of the second pulley wgich has a diameter of 40cm
Instruction: Answer on a separate sheet of paper. Provide complete solution and figure. No unit/wrong unit, wrong answer. PROBLEM: A ball is seen falling directly to the ground at a height of 250m. The velocity of the ball at that instant is found to be 15m/s. How high above the ground is the ball 3 seconds after it was seen.
A lathe having a 5-step pulley is driven by a belt, assumed to be crossed, from a pulley of the same size on the countershaft. The countershaft is to have a constant speed, and the lathe is to have speeds of 60 rpm and 135 rpm when the belt is on the steps either side of the center step. If the minimum speed is 40 rpm and the smallest diameter is 4 in., find theproper speed of the countershaft, maximum speed of the lathe, and the diameter of all steps on the pulleys.
A child rides his bike at a speed of 5ft/s. The dimensions of the tire and sprockets are given below. D₁ DIS Diameter of tire, D₁ = 22in Diameter of rear sprocket, Drs = 2.75in Diameter of front sprocket, Dfs = 6.5in Diameter of crank, Dc = 10in V a. How fast is the rear wheel spinning in rad/s? b. How fast is the crank spinning in rad/s? X Bogo Note: This isn't an image I generated, and you may find that velocity vector near the bottom misleading. I wouldn't have drawn it Dimensions: c. How fast are his feet moving in ft/s relative to the bike frame? Dfs De BY NO SA 2020 Joe Graber

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