Slider crank mechanism as shown in the figure calculate the
i) Acceleration of the slider B
ii) Acceleration of the point E
iii) Angular acceleration of the link AB
OA rotates at (30+X) rad/s in counter clockwise direction
Velocity diagram and Acceleration diagram,
and
Trigonometric relations: for an isosceles triangle two sides are equal.
To find acceleration of the slider crank using exact analysis.
VA → velocity of A w.r.t. O
VBA → velocity of B w.r.t. A.
Velocity component of B along x direction = VBAcos 45
Also due to the constraint on slider VBA along x = 0 (i.e. VBA is along y direction only)
⇒ VBA cos 45 = 0
⇒ VBA = 0
Also, VBA = VB - VA = 0 ⇒ VB = VA
Now, constructing the velocity diagram for given case VA= rω
Now Constructing the acceleration diagram:
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