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Estimate the optimum economic inside diameter of pipe when 10,000 gal of a liquid having a density of 58 Ib/ft flow through the pipe per hour. The flow is turbulent. The approximate value for the optimum diameter of a steel pipe may be obtained from the following dimensional equation: 2.2w 045 Di= where Di = optimum inside pipe diameter, in. : w = mass rate, 1,000 Ib/h p= density of flowing flowing. Ib/n B. 3.3 in. A. 5.3 in. C. 4.3 in. D. 3.7 in.

Estimate the optimum economic inside diameter of pipe when 10,000 gal of a liquid having a density of 58 Ib/ft flow through the pipe per hour. The flow is turbulent. The approximate value for the optimum diameter of a steel pipe may be obtained from the following dimensional equation: 2.2w 045 Di= where Di = optimum inside pipe diameter, in. : w = mass rate, 1,000 Ib/h p= density of flowing flowing. Ib/n B. 3.3 in. A. 5.3 in. C. 4.3 in. D. 3.7 in.

Introduction to Chemical Engineering Thermodynamics
Introduction to Chemical Engineering Thermodynamics
8th Edition
ISBN:9781259696527
Author:J.M. Smith Termodinamica en ingenieria quimica, Hendrick C Van Ness, Michael Abbott, Mark Swihart
Publisher:J.M. Smith Termodinamica en ingenieria quimica, Hendrick C Van Ness, Michael Abbott, Mark Swihart
Chapter1: Introduction
Section: Chapter Questions
Problem 1.1P
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Estimate the optimum economic inside diameter of pipe when 10,000 gal of a liquid having a density of 58 Ib/ft flow through the pipe per hour. The flow is turbulent. The approximate value for the optimum diameter of a steel pipe may be obtained from the following dimensional equation: 2.2w 045 Di= p0.32 Di = optimum inside pipe diameter, in. ; w = mass rate, 1,000 lb/h where p= density of flowing flowing. Ib/ft A. 5.3 in. B. 3.3 in. C. 4.3 in. D. 3.7 in.
Transcribed Image Text:Estimate the optimum economic inside diameter of pipe when 10,000 gal of a liquid having a density of 58 Ib/ft flow through the pipe per hour. The flow is turbulent. The approximate value for the optimum diameter of a steel pipe may be obtained from the following dimensional equation: 2.2w 045 Di= p0.32 Di = optimum inside pipe diameter, in. ; w = mass rate, 1,000 lb/h where p= density of flowing flowing. Ib/ft A. 5.3 in. B. 3.3 in. C. 4.3 in. D. 3.7 in.
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