موضوع الدرسPar one-limension heatashieldliug Wall for anuelear reactor. The wall receivesagamma-Kaythe wall accoraling totransfer Canduction Cansideris generalel withinthe relation9=90e ax Where gegeneration at the inner face ofthe wallexposed to the gama - ray flux and a is a Gonstantflux such that hoatis the heatOsing thisrelation Ror heat genation, derive anexpression far the temprature distribution in quwalthickness L and calculote the temperature at Zcmywhere the inside and autside temperature are maintaindedat Tranl To,vespectively. Alsa oblain and pericd Ror themaximum tearperature in the wall Assuming the a=290-5 K, Ti= loo°c, aul Tlo= 200t respectively.

General heat conduction equation is given as, ∂2T∂x2+∂2T∂y2+∂2T∂z2+q˙k=ρCPk∂T∂t This is a…

Por one-dimensio heat ashieldliug Wall for anuclear reactor. The wall receives agamma-vay the wall occoraling is the heat generation al the exposed to thhe gama ray flux and a is a Canstant transfer Candustion Cansider flux such that heat is generated within to the relantion 9=90e ax where qe inner face of the wall Osing this apressian Por the temperature distribution in quwatef thickness L and calculate the relation fo heat genration, derive ane temperature at Zcm where the inside andoutsinle tometum

Por one-dimensio heat ashieldliug Wall for anuclear reactor. The wall receives agamma-vay the wall occoraling is the heat generation al the exposed to thhe gama ray flux and a is a Canstant transfer Candustion Cansider flux such that heat is generated within to the relantion 9=90e ax where qe inner face of the wall Osing this apressian Por the temperature distribution in quwatef thickness L and calculate the relation fo heat genration, derive ane temperature at Zcm where the inside andoutsinle tometum

Elements Of Electromagnetics

7th Edition

ISBN:9780190698614

Author:Sadiku, Matthew N. O.

Publisher:Sadiku, Matthew N. O.

ChapterMA: Math Assessment

Section: Chapter Questions

Problem 1.1MA

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