Q = Volume flow rate, μ= find, P= findE, the velocity of approach factor, can becalculated with E = 1/sqrt(1-B^4)E =1√1-B4requires knowledge of the product CE.The beta ratio is ß = d0/d1Then, the Reynolds number needs to be calculated:4QRed1π * d₁ * vWhere, v is the fluid kinematic viscosityAnd d1 is the circular pipes diameter. PROBLEM 3:An in-line flow nozzle is to be used to measure the flow of ethyl alcohol (v = 1.52 x 10-6 m²/s;p = 789 kg/m³) through a 50 mm diameter pipe inline. The nozzle diameter is 28 mm, andthe pressure drop across the nozzle is 4,000 Pa.a. Determine the volumetric flow rate.b. Determine the average velocity of the fluid.c. Determine the mass flow rate.

The dynamic viscosity, ν = 1.52×10-6 m2/sec The density, ρ = 789 kg/m3 Diameter of pipe, d1 = 50mm…

PROBLEM 3: An in-line flow nozzle is to be used to measure the flow of ethyl alcohol (v = 1.52 x 106 m²/s; p=789 kg/m³) through a 50 mm diameter pipe inline. The nozzle diameter is 28 mm, and the pressure drop across the nozzle is 4,000 Pa. a. Determine the volumetric flow rate. b. Determine the average velocity of the fluid. c. Determine the mass flow rate.

PROBLEM 3: An in-line flow nozzle is to be used to measure the flow of ethyl alcohol (v = 1.52 x 106 m²/s; p=789 kg/m³) through a 50 mm diameter pipe inline. The nozzle diameter is 28 mm, and the pressure drop across the nozzle is 4,000 Pa. a. Determine the volumetric flow rate. b. Determine the average velocity of the fluid. c. Determine the mass flow rate.

Structural Analysis

6th Edition

ISBN:9781337630931

Author:KASSIMALI, Aslam.

Publisher:KASSIMALI, Aslam.

Chapter2: Loads On Structures

Section: Chapter Questions

Problem 1P

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