A cylindrical container, 6m in radius and 3m long, with a lid holds 1.657 x 107 moles of water at 30 °C has a turbine inside of it that delivers work to the water in the container at a constant rate of 3000 KW. Assume no heat can escape through the lid or the sides of the container. How quickly will the water reach 50 °C? If, at 50 °C the lid is lifted and heat escapes at a constant rate of 50KW/m2 at the surface of the water, will the pot reach its original temperature, and if so how quickly? (Density of water: 1g/cm3 , Heat capacity of water: Cp = 4.18 KJ/kg/°C)
A cylindrical container, 6m in radius and 3m long, with a lid holds 1.657 x 107 moles of water at 30 °C has a turbine inside of it that delivers work to the water in the container at a constant rate of 3000 KW. Assume no heat can escape through the lid or the sides of the container. How quickly will the water reach 50 °C? If, at 50 °C the lid is lifted and heat escapes at a constant rate of 50KW/m2 at the surface of the water, will the pot reach its original temperature, and if so how quickly? (Density of water: 1g/cm3 , Heat capacity of water: Cp = 4.18 KJ/kg/°C)
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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A cylindrical container, 6m in radius and 3m long, with a lid holds 1.657 x 107 moles of water at 30 °C has a turbine inside of it that delivers work to the water in the container at a constant rate of 3000 KW. Assume no heat can escape through the lid or the sides of the container. How quickly will the water reach 50 °C? If, at 50 °C the lid is lifted and heat escapes at a constant rate of 50KW/m2 at the surface of the water, will the pot reach its original temperature, and if so how quickly? (Density of water: 1g/cm3 , Heat capacity of water: Cp = 4.18 KJ/kg/°C)
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