Q1 r(0)armTop ViewtrackProblem Statement:In a facility that processes consumer shipments,certain packages are redirected by the trackpictured. A motor (not pictured) is mounted belowthe flat, horizontal surface, and drives the arm torotate and push one package at a time around thecurve. The curved portion of the track is describedby the equation r(0) = 5(2 + sin(0)) ft. The%3Dpackage weighs 3 lb. Neglecting friction and the pictured. A motor (not pictured) is mounted belowthe flat, horizontal surface, and drives the arm torotate and push one package at a time around thecurve. The curved portion of the track is describedby the equation r(0) = 5(2 + sin(0)) ft. Thepackage weighs 3 lb. Neglecting friction and thesize of the package, determine the following when0 = 51°, 0 = 9.7 rad/s and 0 = 0.3 rad/s²:Tip: The track is drawn to scale. Consider printingthe figure, drawing the arm at your value of 0, thendrawing the unit vectors accordingly. The answersdepend on proper definition of the unit vectors.You can enlarge the figure by clicking on it.Answers (with units):The value of i :The value of i:The angle between the arm and the direction ofpackage motion (i.e. the angle y):The normal force between the package and thetrack:The normal force between the package and thearm:

Answered: Image /qna-images/answer/062b48cd-ce9e-4998-9fcb-beb19792f30e.jpg

In a facility that processes consumer shipr certain packages are redirected by the trac pictured. A motor (not pictured) is mounted the flat, horizontal surface, and drives the rotate and push one package at a time aro curve. The curved portion of the track is de by the equation r(0) = 5(2 + sin(0)) ft. T

In a facility that processes consumer shipr certain packages are redirected by the trac pictured. A motor (not pictured) is mounted the flat, horizontal surface, and drives the rotate and push one package at a time aro curve. The curved portion of the track is de by the equation r(0) = 5(2 + sin(0)) ft. T

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

Similar questions

R(S) XIS K 1 s+5 s+ 2 S+3 Y(s)
1) A slider-crank mechanism is a planar mechanism that performs a conversion between the translational motion of a slider and the rotational motion of a crank. It is used in many different engineering applications. A familiar example will be a piston engine. In Figure 1, a basic slider- crank mechanism is shown. В b dạc Figure 1. A basic slider-crank mechanism 0< 0< 2n; b = 20 cm; I= 50 cm 1- Find the angle of Ø and the distance of dAC as a function of 0. 2- If crank AB has a rotational speed of w = 1000 rev/min; find velocity of C (Vc) and velocity and acceleration of link BC (vBC & aBC)
Show explicitly that the wave function, y(x, t) = A cos (kx – wt) satisfies the wave equation, 8² dx2 y(x, t): = 1 0² v² atzy (x, t) Write the explicit value of v as a function of the parameters of the wave function, w, k and A. Note: Attached in the other image the answer, can you please explain it.
Q2. The application glven as In figure A &B can be realized by using an ultra-sonic sensor. Also explain how triangulation method can be used for the same. Using sultable diagrams, explain the process of operation elaborately. Hll semor Oututpu tan s be courted tita) Figure A Soo: SENSOR OUT Figure B
23. The programmer used three-point method to set up an accurate UF[3] on the part reference surface by sequentially recording points 1, 2, and 3 that are specified on the part reference surface for the three-points method in the robot system. If the programmer recorded three points used by the three-point method in the sequence of points 1, 3, 2 rather than point 1, 2, 3, then (a) the direction of x-axis is not changed (b) the direction of z-axis of UF[3] is changed (c) UF[3] setup is not accurate relative to the part reference surface (d) the origin of UF[3] is changed 24. The programmer preciously recorded all robot points P[n] for a robot task program. However, it is found that during the execution of the robot program, the robot TCP can't always precisely reach to each recorded point. Which of the following statements is correct: (a) The robot has poor accuracy (b) the robot has poor repeatability
Given: N1 = 10, N2 = 20, N3 = 30, N4 = 40, J1 = 1, J2 = 2, J3 = 3, J4 = 4, J5 = 5, D1 = 1, and D2 = 2. Requirement: Determine T(s) = 03(s)/T2(s) T₁(1) 0₁ (1) CCI N₂ D2. J2 N₁ J₁. Di N3 J3 N ₂ O US Js J4
Problem 3: The RPH robot of Figure 3 is shown in its zero position. Determine the end- effector zero position configuration M, and the screw axes S; in {s}. n. F -inta. Sorowo- Zs {s} Xs L₁ ŷs Lo 0₁5 L2 02 {b} zb 103 pitch h = 0.1 m/rad Ấb ŷb L3 Figure 3: An RPH open chain shown at its zero position. All arrows along/about the joint axes are drawn in the positive direction (i.e., in the direction of increasing joint value). The pitch of the screw joint is 0.1 m/rad, i.e., it advances linearly by 0.1 m for every radian rotated. The link lengths are Lo = 4, L₁= 3, L2= 2, and L3= 1 (figure not drawn to scale).
Identify the degree of freedom of the following system 3k 4k 4k 2k Select one: 0 7 4
Equation (E1-V1-E2-V2 = 0) is the statement of: O a. Kirchhoff's current low O b. Mesh analysis O. Kirchhoffs voltage low O d. Nodal analysis
You are watching a live concert. You can also find the concert streaming live on Spotify. About how far must you stand from the stage in order for the live concert and the live stream to be perfectly in sync? HINT: Assume the radio signal (Spotify) has to travel all the way around the Earth. circumference of the Earth (average): 40,041,000 m Speed of sound: 345 m/s Speed of light: 300,000,000 m/s
3-D Model the following angle tab part. Unit system: MMGS (millimeter, gram, second) Part origin: as specified (center of hole) Material: 6061 Alloy 170 R O a. 1280.91 grams O b. 1593.72 grams O c. 1147.25 grams O d. 1398.47 grams 3 8x 45 80 960- R20 Origin What is the overall mass of the part? 116 156 13 040 8x as -2x @ 15
4 cos I Find f'(x) if f(x) = 4+ sin x f'(x) =