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1) Heat capacity of hydrogen is given in terms of polynomial functions of temperature: Cp 7.843-0.03651 × 10-² T +0.04735 × 104 T² -0.07896 × 10-8 T³ + 0.06798 × 10-15 T4 where T is in °R and Cp is in Btu/[(lbmol)(R)]. Convert the equation so that T can be in K and Cp will be in J/[(gmol)(K)].

1) Heat capacity of hydrogen is given in terms of polynomial functions of temperature: Cp 7.843-0.03651 × 10-² T +0.04735 × 104 T² -0.07896 × 10-8 T³ + 0.06798 × 10-15 T4 where T is in °R and Cp is in Btu/[(lbmol)(R)]. Convert the equation so that T can be in K and Cp will be in J/[(gmol)(K)].

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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1) Heat capacity of hydrogen is given in terms of polynomial functions of temperature: Cp 7.843 -0.03651 × 10-2 T + 0.04735 × 104 T²2 -0.07896 × 10-8 T³ + 0.06798 × 10-¹5 T4 where T is in °R and Cp is in Btu/[(lbmol)(R)]. Convert the equation so that T can be in K and Cp will be in J/[(gmol)(K)].
Transcribed Image Text:1) Heat capacity of hydrogen is given in terms of polynomial functions of temperature: Cp 7.843 -0.03651 × 10-2 T + 0.04735 × 104 T²2 -0.07896 × 10-8 T³ + 0.06798 × 10-¹5 T4 where T is in °R and Cp is in Btu/[(lbmol)(R)]. Convert the equation so that T can be in K and Cp will be in J/[(gmol)(K)].
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