03 For the static equilibrium of the quick return mechanism shown in Fig (a), determine the input torque T2: to be a...
The dimensions of the planar mechanism, shown in Fig. 1 are
given in Table 1. Link 1 is rotating at
constant 120 rpm in counterclockwise direction. The external
force of 200N is applied on the slider
at point D against its translational motion. Assume the link
bars of the mechanism are homogeneous
rectangular prisms with the width of 0.01 m and the depth of
0.001 m. The slider has the width of
0.070 m, the height of 0.040 m, and...
A four bar link mechanism with the following dimensions is acted upon by a force \(80 \mathrm{~N} 150^{\circ}\) on the link DC [as shown in the Figure below]: \(\mathrm{AD}=500 \mathrm{~mm}, \mathrm{AB}=400 \mathrm{~mm}, \mathrm{BC}=1000 \mathrm{~mm}, \mathrm{DC}\)\(=750 \mathrm{~mm}, \mathrm{DE}=350 \mathrm{~mm}\) Determine the input torque \(\mathrm{T}\) on the link \(\mathrm{AB}\) for the static equilibrium of the mechanism for the given configuration.Show all your calculations, drawing and septs to solve this problem
kinematic design of machinery
Problem #4. Considering the drag link quick-return mechanism shown below, show the linkage in its limiting positions (corresponding to extreme positions of the slider). Measure the angle through which the crank link 2 turns as the slider moves from extreme left to extreme right. Compare this with the corresponding angle as the slider moves to the left. Find the stroke of the slider (distance between limiting positions) and the time ratio of advance to return. Find...
1) The applied load P = 100 lb on the offset-crank mechanism remains constant as angle φ varies. Determine the required torque T; for static equilibrium if φ-45 Од " 2 in BC-4 in 0.5 in
1) The applied load P = 100 lb on the offset-crank mechanism remains constant as angle φ varies. Determine the required torque T; for static equilibrium if φ-45 Од " 2 in BC-4 in 0.5 in
3. Question 1. According to the question
Exam duration is 120 minutes and questlons u Return mechanism is shown with dimensions. At the given instant crank AB is on. For a graphical position analysis, draw the mechanism to scale and B and C, and angle θ4 . Then, write down the loop equation of he vector loop shown below and separate the loop equation into en by solving the component equations, calculate L and 04. Do the results 1) In...
How do I calculate vg?
Example 3.4 In the quick return mechanism shown in Fig. 3.24, the distance between the fixed centres CB = 90 mm, crank BA = 180 mm, CD = 180 mm, and the rod DE = 360 mm with its centre of mass, G, 90 mm from D. IF AB rotates at 120 rev/min clockwise, find graphically for the given position the linear velocity of G and the angular velocity of DE. If the rod DE...