Q.3 (30 pts) Starting from first principles a) Draw free body diagram for the system shown....
Q.3 (30 pts) Starting from first principles a) Draw free body diagram for the system shown. b) Show that the equation of motion is: www - Yin k Base
Starting from first principles
Draw free body diagram for the system shown.
Show that the equation of motion is:
+y -am Mt) - Y sin er K Base
Starting from first principles, determine the equation of motion
for the system shown.
Draw free body diagram for small displacements measured from
static equilibrium.
Take moments about the hinge to obtain the equation of motion
as.
Fosin Uniformbar, HTTTTT |-- -----|
Fysin 31 Q.2 (35 pts) Starting from first principles, determine the equation of motion for the system shown. a. Draw free body diagram for small displacements measured from static equilibrium. b. Take moments about the hinge to obtain the equation of motion as Uniformbar, 1000 TH HT 1,0+0.6.8+(13 ke = F, L. Sin(wt) |
Fosin Uniformer, Q.2 (35 pts) Starting from first principles, determine the equation of motion for the system shown. a. Draw free body diagram for small --- displacements measured from static equilibrium. b. Take moments about the hinge to obtain the equation of motion as. (a)
We were unable to transcribe this imagea. (4 pts) Draw the Free-Body Diagram and derive the full non-linear Equation of b. (4 pts) Determine the equilibrium position (s) c. (4 pts)Determine if the equilibrium position(s) are stable or unstable (show your Motion mathematical calculations). d. (4 pts)Write an algorithm (a function) in MATLAB called x_dot that returns the time derivative of the states given the current state (the response to this question is the code that you wrote) Simulate the...
Tutorial Problem Draw the free-body diagram and derive the equation of motion in terms of 0 using Newton's second law of motion of the systems shown in Figure below. Derive the equation of motion using the principle of conservation of energy Pulley, mas moment of inertia at)
Tutorial Problem Draw the free-body diagram and derive the equation of motion in terms of 0 using Newton's second law of motion of the systems shown in Figure below. Derive the equation of...
Please draw the forces acting on
the free body diagram if necessary and answer the question clearly.
Thank you.
M/2 Two skaters A and B with identical masses M, skate with iden win identical masses M, skate with identical speeds V along parallel paths on an ice rink. A carries a long light (massless) pole of length L which is held paranda the paths of the skaters as shown in the figure. When the two SK ess) pole of length...
a. Draw a complete free-body diagram for the beam shown in Fig.
1. Must show and label x-y coordinate system, support reactions,
loads, and dimensions
b. Derive formulas for all support reactions using conditions of
equilibrium. Must show all work.
c. Using the student variables shown below, calculate beam
support reactions and draw shear and bending moment diagrams. To
receive full credit, support reactions and loads must be shown on a
free-body diagram. Each shear and bending moment diagram must...
For the shaft shown below, draw the free body diagram of just
the shaft (isolated from the pulley) including directions and
values of all reaction loads at the self-aligning bearings A and B.
Once complete, directly under your FBD, draw the shear force
diagram (SFD), bending moment diagram (BMD) and torque diagram (TD)
with all important values shown on the figures. Directions are
critical and you must show your axes (choose).
B 100 Free end of shaft 20-mm- dia. shaft...