I would like just point out one thing during drawing of graphs is that use free hand. Please find below picture for graphs-
Erratic Motion Kinematics Problem 1 In figure 1 we have the velocity profile (ft/sec) of a...
Problem 3 (planar particle kinematics) A small particle starts from rest at point A and is forced to travel along horizontal path ABCD (no gravitational effects) During the entire motion, the magnitude of the tangential component of acceleration a 0.2t ft/sec, where t is in seconds. Find the acceleration and velocity of the particle when it is located at points B and C Motion 3 ft 1 ft 2 ft
9. Given the S-curve velocity profile in Figure 2.17, plot the axis velocity and acceleration profiles 10. The X-axis of a XYZ gantry robot is going to operate using S-curve velocity profile with as two separate plots using Excel 10:-1. ocity (in/s) Velocity (cts/ms) 1VIOLIOT controller Figure 2.16 Problem 8 B 16 A Time (ms) 40 60 Figure 2.17 Problem 9 V2 V1 9. Given the S-curve velocity profile in Figure 2.17, plot the axis velocity and acceleration profiles 10....
Check my work Problem 19.002 - Frequency and velocity of a particle in simple harmonic motion A particle moves in simple harmonic motion. Knowing that the amplitude is 0.24 in, and the maximum acceleration is 225 ft/s, determine the maximum velocity of the particle and the frequency of its motion. points (8 03:40:34 The maximum velocity of the particle is ft/s, and the frequency of its motion is Hz. eBook Hint Print References
1. If the velocity of a projectile is given by V() 3000 2000 ] ft/sec how far has the projectile traveled in 1.2 seconds if we assume that d = 0.0 ft at t = 0.0 sec, and what is the acceleration on the projectile at 1.0 seconds into its flight?
300 ft 60° When the motorcyclist is at A, his velocity is 1 ft/s and he increases his speed along the vertical circular path at the rate of j = 0.3t ft/s, where t is in seconds. If he starts 1 ft/s at A, determine the velocity and acceleration at B. On the figure, draw the velocity and acceleration at B. 300 ft
Problem #1 (35 Points) Given The velocity of a particle as it moves along a straight line is given by v (-12+36t-6t2) ft/s, where t is in seconds. At the initial condition ( 0), so 2 ft. Find a) The acceleration of the particle as a function of time. b) The acceleration of the particle when -6 seconds. c) The position of the particle as a function of time. d) The position of the particle when -6 seconds. e) The...
Problem 11.011. DEPENDENT MULTI-PART PROBLEM ASSIGN ALL PARTS NOTE: This is a multi-part question. Once an answer is submitted, you will be unable to return to this part The acceleration of a particle is defined by the relation a 9-32, where a and t are expressed in fts2 and seconds, respectively. The particle starts at t= 0 with v= 0 and x= 2 ft. ed in ftu/s2 and seconds, The acceleration of a particle is defined by the relation a...
NOTE THERE ARE 11 QUESTIONS AT 10 POINTS EACH, THES PROBLEM 1 30 points (see figures 1 and 2) Santa Claus uses a drone that weighs 1300 lbf, has a propeller of 30 inches of diameter and has an angular speed 0-20 rad/sec and an angular acceleration α-10 rad/sec2 A. Determine the velocity and acceleration vector of point A (see figure) if the drone is on the ground (no vertical motion) and is not moving Now assuming that the drone...
to attemp Prob 1 A 4-1b particle in rectilinear motion has already attained an initial speed of 5 ft/sec before it that varies as shown. Determine and the max imum speed is acted on by a net force its speed at the end of 2 secs F parabrla t (s) 3 2 to attemp Prob 1 A 4-1b particle in rectilinear motion has already attained an initial speed of 5 ft/sec before it that varies as shown. Determine and the...
please do ONLY #1, and the figure labeled. thank you KINEMATICS Problem K-2 Determination of velocities and accelerations of particles of rigid bodies being in translational and rotational motions Determine velocity, normal, tangent and full accelerations of particle M if block / travels distances. Table 1. Radii, cm x=x[t) (x-cm, t- sec) 10+100r 8012 18+701 501 84401 0.1 5+601 0.5 79012 0.2 4+301 0.5 3+80r 70r 54401 2+50r 601 6+20r 0.1 8140r 0.3 M X- Figure 1.