A circular cylinder of radius r=0.14 m and mass 2.2 kg is placed on two semi-circular cylinders of same radii r and mass 1.1 kg each, as shown, in a uniform gravitational field with g=9.8 m/s². The contact between the cylinders is frictionless, while the coefficient of static friction u=0.5 between the semi- circular cylinders and the ground. Calculate the maximum value of distance d (in m) shown so that the arrangement can be in static equilibrium (answer çorrect to 2 decimal places).
A circular cylinder of radius r=0.14 m and mass 2.2 kg is placed on two semi-circular cylinders of same radii r and mass 1.1 kg each, as shown, in a uniform gravitational field with g=9.8 m/s². The contact between the cylinders is frictionless, while the coefficient of static friction u=0.5 between the semi- circular cylinders and the ground. Calculate the maximum value of distance d (in m) shown so that the arrangement can be in static equilibrium (answer çorrect to 2 decimal places).
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Transcribed Image Text:frictionless
A
B
从= 0.5
U = 0.5
d
A circular cylinder of radius r=0.14 m and mass 2.2 kg
is placed on two semi-circular cylinders of same radii r
and mass 1.1 kg each, as shown, in a uniform
gravitational field with g=9.8 m/s. The contact
between the cylinders is frictionless, while the
coefficient of static friction u=0.5 between the semi-
circular cylinders and the ground. Calculate the
maximum value of distanced (in m) shown so that the
arrangement can be in static equilibrium (answer
correct to 2 decimal places).
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