The pipe bend shown is in a horizontal plane. Oil with a specific gravity of 0.86 enters the reducing bend at section A with a velocity of 3.2 m/s and a pressure of 150 kPa. Neglecting head loss, determine Fex (N) For (N) The x-component of the reaction by the bend, Frx (N) and The y-component of the reaction by the bend FrY (N). de = 100 mm B da = 150 mm 30°

The pipe bend shown is in a horizontal plane. Oil with a specific gravity of 0.86 enters the reducing bend at section A with a velocity of 3.2 m/s and a pressure of 150 kPa. Neglecting head loss, determine Fex (N) For (N) The x-component of the reaction by the bend, Frx (N) and The y-component of the reaction by the bend FrY (N). de = 100 mm B da = 150 mm 30°

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

Gasoline flows steadily downward through the pipe shown in the figure below. Viscous effects are negligible, and the pressure gage indicates the pressure is zero at point (1). Determine (a) the flowrate and (b) the pressure at point (2). (a) Q = (b) p2 = 2.0ft 3.5ft 18 -0.12 ft -0.1 ft -free jet ft³/s lb/ft²
Choose the correct answer
3. The tank shown has a parabolic curve gate at the bottom right side of length h perpendicular to the paper. The parabola has a vertex at the center of the hinge A. The parabola is defined by the equation in the X-Y coordinate system as shown. Neglecting the weight of the gate and the vertical reaction at the bottom end B of the gate, show the following if the unit weight of the liquid is y. Liquid surfac ILL hinge 2h 27 27 (a) The location of the vertical component ish from the y axis is 26 26 124 3 (b) The magnitude of the horizontal force P just to prevent the opening is yh³. h.
... EX, 7 The device shown in the figure is known as a venturi. In this specific venturi, the differential pressure between locations 1 and 2 is 30 kpa and the diameter ratio is D2/D1 = 0.35. If D2 = 16 cm, find the air flow rate through the frictionless venturi. 12 THR (2) (1)
Let P and T be the pressure and temperature of the super-heated vapor and Psat be the saturation pressure of the water-vapor mixture at the Temperature T. Which of the following relation is true? Psat = 1 atm Psat P
Determine the reaction at A in the given figure. (please submit your solution for this item) * 2 kN/m 600mm- 450 mm 300 mm
A and B are sections of a horizontal pipe. If the valve at C is left open and assume the flow in the pipe is steady, which of the following is true? h B D
The nutural frequancy for the system is equal to Ek rigid uniform bar of mass (m) P b 1 3kb²+PL 2n mL² the Answer is 1 3kb2 –3PL mL²
I need the answer as soon as possible
The distance Ah is the height of the liquid in the manomoter above the heavier liquid in the tank. D 10 cm Water Ah = ? B C 20 cm S= 3.0
Glycerin flows at 35 m through a 150 mm diameter new wrought iron pipe at a velocity of 3 m/s. It has an absoluteviscosity of 1.50 Pa-s and a specific gravity of glycerin = 1.26.3. Solve for the coefficient of pipe friction
The values: A=1 B=3 C=5 D=2 Note: this is complete