Question (4):For the conic body shown in Figure (3) which rotating with constant angularvelocity of 12 rad/s, find the torque, which effected by viscosity of the oil that0.01-in filmsurrounding the conic body if the cone has radius of 4 in, height of 10 in and oilviscosity is 3.125x10" lb.s/in. Derive all the required equations?Figure (3)0.01 in

Given data Radius of cone = 4 in. Height of cone = 10 in. viscosity = 3.125 * 10-7 lb.s/ in2…

Question (4): For the conic body shown in Figure (3) which rotating with constant angular velocity of 12 rad/s, find the torque, which effected by viscosity of the oil that surrounding the conic body if the cone has radius of 4 in, height of 10 in and oil viscosity is 3.125x10" Ib.s/in'. Derive all the required equations? 0.01-in film Figure (3) 0.01 in

Question (4): For the conic body shown in Figure (3) which rotating with constant angular velocity of 12 rad/s, find the torque, which effected by viscosity of the oil that surrounding the conic body if the cone has radius of 4 in, height of 10 in and oil viscosity is 3.125x10" Ib.s/in'. Derive all the required equations? 0.01-in film Figure (3) 0.01 in

Structural Analysis

6th Edition

ISBN:9781337630931

Author:KASSIMALI, Aslam.

Publisher:KASSIMALI, Aslam.

Chapter2: Loads On Structures

Section: Chapter Questions

Problem 1P

See similar textbooks

Similar questions

A Jet of oil of relative density 0.8 and of area 0.01 m² strikes normally on a stationary plate at a velocity of 20 m/s. Find the force exerted on the plate.
A line was determined to be 2395.25 m when measured with a a 30-m steel tape supported throughout its length under a pull of 4kg and at a mean temperature of 35 degrees C. Determine the correct length of the line if the tape used is of standard length at 20 degrees C under a pull of 5 kg. The cross-sectional area of the tape is 0.03 sq.cm, its coefficient of linear expansion is 0.0000116/1 C, and the modulus of elasticity of steel is 2.0 x 10^6 kg/cm^2. O a. 2395.71 m O b. 2395.63 m O. 2395.17 m O d. 2394.87
2. Determine the magnitude of F so that the particle is in equilibrium. Take A as 12 kN, B as 5 kN and C as 9 kN. A kN 30 60° C kN B kN
b) Discuss why the friction factor is independent to very large Reynolds numbers.
Problem 2: Boundary Layers State an example where engineers deliberately modify a surface to create a turbulent boundary layer, and explain why. (25 words) Hint: Review Finnemore and Franzini (2002) §9.7 and the handout "Backspin and Lift." (a) A small (6) R large Laminar Plate Laminar Turbulent de Turbulent TI Plate
Calculate the friction drag on a plate (length 0.8 m and width 0.3 m) up to the point at which the boundary layer flow changes from laminar to turbulent. The water is flowing from both sides of the plate at a rate of 3 m/s. (u = 9 × 104 Pa-s ; critical Reynolds number Rec = 5 x 105)
A 3 m square plate is immersed vertically in water such that the two edges of the square are horizontal. The center of pressure is located 8 cm from the centroid of the square plate. Calculate the distance in m of the center of pressure from the water surface.
Problem 1: Calculate the magnitude and coordinate angles of the for P if the particle is to be in equilibrium F3 = 0.5 kN 450 (-1.5 m, 3 m, 3 m) F₂ = 0.75 kN 120° 60° F₁ = 2 kN y
Please provide correct solution
The 30kg rectangular plate shown in the given figure is suspended by its center from a bar whose torsional velocity is K = 10Nm / Orad. Determine the natural period of vibration of the plate when it experiences a small a = 0.25m, angular displacement 0 from its plane. Where: b = 0.35m. Find your D.C.L
Consider a large cubic ice block floating in seawater. The specific gravities of ice and seawater are 0.92 and 1.025, respectively. If a 15-cm-high portion of the ice block extends above the surface of the water, determine the height of the ice block below of the surface. Sea Ice block W FB