2. Try to write the motion equations of the system under the following conditions, and judge whether it is acceleration, deceleration or uniform speed(The arrows in the figure show the actual direction of torque). TR-7L IWCIL TWD TL TL TW TL (e) TWE TL (1) Judge whether the intersection in the figure below is a stable working point? xXx ZzZz K

2. Try to write the motion equations of the system under the following conditions, and judge whether it is acceleration, deceleration or uniform speed(The arrows in the figure show the actual direction of torque). TR-7L IWCIL TWD TL TL TW TL (e) TWE TL (1) Judge whether the intersection in the figure below is a stable working point? xXx ZzZz K

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

Dynamics
With the acceleration shown in the figure below, a particle moves in a straight line motion. Plot the v-t and s-t graphs if the particle’s motion starts from the origin with an initial velocity of −14 ??/?. Also, determine the particle’s maximum value velocity and its position coordinate.
Answer letter a only.
Find the velocity of A, B, C, and slider D in meters per second for the given configuration (shown in figure 1), if link OA rotates at 1,00 RPM in clockwise direction. Dimensions as follows: OA = 150 mm; OQ = 225 mm; QB = 200 mm; AB = 250 mm; AC = 450 mm; CD = 325 mm. Use a velocity scale diagram of 100 mm.
ll b) Obtain the mathematical model of the system shown in Figure Q2b using Newton's second law of motion, F=ma. k₁ w 3- 777777 C1 7771 k₂ D 7777 Figure: Q2b Page 2 of 7 A C2 1112
The crank A02 of the following mechanism is rotating at 50 rad/sec in counter clockwise direction. Find the following velocities by creating a velocity diagram in SolidWorks. Submit the SolidWorks file in the below submission link. (All dimensions are in mm) 02A AB BC AC CD BO4 30 50 30 60 100 60 30 В 0204 A 140 02 04 30.00 1) What is the velocity of C? Vc = mm/sec (10 Points) at an angle of degrees (5 Points) 2) What is the velocity of D? và - mm/sec (10 Points) at an angle of degrees (5 Points) 3) What is the velocity of B? Vb = mm/sec (10 Points) at an angle of degrees (5 Points) tre 4) What is the angular velocity of link 3? w3 = ]rad/sec (10 Points) : (5 Points) 5) What is the angular velocity of link 5? w5 = rad/sec (10 Points) * (5 Points)
2- find the center of mass, the velocity of the center of mass, the momentum, and the kinetic energy of the following system: do f(xd) xaf] m₁ = 1 kg T₁=1+2j+3 k v₁ = 2î+3ĵ m₂ = 1 kg T₂ = 1-j+ k v₂ = 2) + 3k
$+2.5$41 543834 2 8 b. A student has written a mathematical model for a rotational mechanical system without gears and some data were missing as shown below: [4s² + 2s +5 -25 as 0 -2s 3s² + 4s +6 -(1+B) 0 -6 3s +6 [0₁(s)] 0₂ (s 03(s)] What are the values of a and B? 2. What is the degree of freedom of the system? Sketch the expected rotational mechanical system and show thetorque, angular displacements and all values of inertias, springs, and dampers on the sketch with 85²2445445+8 their units. (89² +2+5+8) (33+4)
Hand written plz asap please... I'll rate plz fast solve it within half n hour and hand written
Give the following equations of motion and initial conditions: 8.0000 0.0000 52.0000 - 12.0000 0.3000 {x(t)}+ {x(t)}= 0; and {x,}= 0.0000 13.0000 12.0000 12.0000 0.6000 (0.0701 0.3465 If the modal matrix [S]= transform the initial conditions {x} into the modal coordinates {r,}. on 0.2718 -0.0550 2.2886 {r,} = 0.4026 4.7643 {r,} = 4.8800 (0.4027 {r,} = 2.2804 None 4.9584 {r,) = 5.0983 Clear my choice
4
Draw proper FBDS and derive the differential equations of motion for the system below. Write just the state equations in vector matrix form. mi ft) V Yy, Kz Mz VYz