A 30° B

Q: Activity 3 (1) For the linkage in Figure P4-10, calculate and plot the angular displacement of links…

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Q: AB is rotating counterclockwis on of (aAB = 0.6 rad/sec2). T ween C and B is rB/C = 1.6 cm Slider D…

A: vB = 3(0.1) = 0.3 m/saBt =  9 × 0.1 = 0.9 ms2aBn = 32 ×(0.1) = 0.9 ms2vB = vc+ Ω× rB/C + (vB/C)xyz…

Q: Q4. Sketch the acceleration vector diagram for the engine mechanism below in fig.4, clearly…

A: The acceleration of any link has two components : 1. Radial component : It always along the link. 2.…

Q: Which of the following is the correct velocity vector equation for the linkage below? DA B. je D. 2e…

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Q: e: Theorem for composition of accelerations when convected motion is fixed-axis rotation a, = a, +a,…

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Q: P4. Figure shows a quick-return mechanism with dimensions. Use an analytical method to calculate the…

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Q: move to the left Can you sce what happens to le motion of the conneting Tod at that point? You can…

A: it is the case of inversion of four-bar mechanism. it is the model representation of single piston-…

Q: The link lengths and the values of 02, W2, and y for some inverted fourbar crank- slider linkages…

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Q: Consider an offset inverted four-bar slider crank mechanism as shown in the following figure.…

A: Given the length L2 = 6 cm,Angle is = 60oOther dimensions shown in the figure .2= 70 rad/sec² CCW2=…

Q: Calculate the rotational speed. A, and acceleration, 0, for the mechanism in Fig. 3 if 8-50.fo 5 cm…

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Q: The four-bar mechanism is driven by a crank (Link AB) which rotates clockwise at 150 rpm. For the…

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Q: For the compressor shown in the following figure, find the position of the piston with respect to…

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Q: Find the veocities VA, VB, Vbox, and accelerations aд, ag, abox for the mechanism shown below. Link…

A: It is asked to find the velocity and acceleration of the link and box

Conservation of Energy

In physics, the rule of the conservation of energy states that energy doesn’t disappear from the atmosphere; instead, it changes its form from one type to another. Energy is one of the most important physical quantities in nature, and it cannot be created or destroyed — only transformed.