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A/ Saturated steam is flow in a double pipe heat exchanger at 250°C. The length of the heat exchanger is 10 m with inner diameter of the pipe is 2.4 cm. Water is entering in the inner tube at 20°C with the velocity is 1 m/s. Under steady conditions, determine the temperature of water at the length of 5 m. Apply Milne's method taking h = 1 m. The overall heat transfer coefficient of water is 200 W/m²K The differential equation of inner pipe is: -m' Cp+ UnD (T-T) = 0

A/ Saturated steam is flow in a double pipe heat exchanger at 250°C. The length of the heat exchanger is 10 m with inner diameter of the pipe is 2.4 cm. Water is entering in the inner tube at 20°C with the velocity is 1 m/s. Under steady conditions, determine the temperature of water at the length of 5 m. Apply Milne's method taking h = 1 m. The overall heat transfer coefficient of water is 200 W/m²K The differential equation of inner pipe is: -m' Cp+ UnD (T-T) = 0

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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A/ Saturated steam is flow in a double pipe heat exchanger at 250°C. The length of the heat exchanger is 10 m with inner diameter of the pipe is 2.4 cm.Water is entering in the inner tube at 20°C with the velocity is 1 m/s. Under steady conditions, determine the temperature of water at the length of 5 m. Apply Milne's method taking h = 1 m. The overall heat transfer coefficient of water is 200 W/m²K The differential equation of inner pipe is: -m' Cp+ UnD (Ts - T) = 0
Transcribed Image Text:A/ Saturated steam is flow in a double pipe heat exchanger at 250°C. The length of the heat exchanger is 10 m with inner diameter of the pipe is 2.4 cm.Water is entering in the inner tube at 20°C with the velocity is 1 m/s. Under steady conditions, determine the temperature of water at the length of 5 m. Apply Milne's method taking h = 1 m. The overall heat transfer coefficient of water is 200 W/m²K The differential equation of inner pipe is: -m' Cp+ UnD (Ts - T) = 0
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