The piston (d = 11cm and L = 45cm) shown in the figure is inside a hollow cylinder (d = 11.04cm) inclined (Θ = 45º) and rises at a constant speed of 1.5 m/s with the aid of a pulling force T of 150 N. The cylinder weighs 9 kg. a) Determine the dynamic viscosity of the oil that must be placed in the space between the cylinders. b) Determine the kinematic viscosity knowing that the oil consists of a mixture of 2 L of oil A (specific mass of 860 kg/m^3) and 3 mL of oil B (specific mass of 930 kg/m^3). Data: g = 9.81 m/s^2
The piston (d = 11cm and L = 45cm) shown in the figure is inside a hollow cylinder (d = 11.04cm) inclined (Θ = 45º) and rises at a constant speed of 1.5 m/s with the aid of a pulling force T of 150 N. The cylinder weighs 9 kg. a) Determine the dynamic viscosity of the oil that must be placed in the space between the cylinders. b) Determine the kinematic viscosity knowing that the oil consists of a mixture of 2 L of oil A (specific mass of 860 kg/m^3) and 3 mL of oil B (specific mass of 930 kg/m^3). Data: g = 9.81 m/s^2
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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The piston (d = 11cm and L = 45cm) shown in the figure is inside a hollow cylinder (d = 11.04cm) inclined (Θ = 45º) and rises at a constant speed of 1.5 m/s with the aid of a pulling force T of 150 N. The cylinder weighs 9 kg. a) Determine the dynamic viscosity of the oil that must be placed in the space between the cylinders. b) Determine the kinematic viscosity knowing that the oil consists of a mixture of 2 L of oil A (specific mass of 860 kg/m^3) and 3 mL of oil B (specific mass of 930 kg/m^3). Data: g = 9.81 m/s^2

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