1. a) A furnace wall is composed of 220 mm of fire brick, 150 mm of common brick, 50 mm of 85% magnesia and 3 mm of steel plate on the outside. If the inside surface temperature is 1500°C and outside surface temperature is 90°C, estimate the temperatures between layers and calculate the heat loss in kW/h.m². Given, k (for fire brick) = 4kJ/m.hr.K k (for common brick) = 2.8 kJ/m.hr.K k (for steel) = 240 kJ/m.hr.K k (for 85% magnesia) = 0.24 kJ/m.hr.K
1. a) A furnace wall is composed of 220 mm of fire brick, 150 mm of common brick, 50 mm of 85% magnesia and 3 mm of steel plate on the outside. If the inside surface temperature is 1500°C and outside surface temperature is 90°C, estimate the temperatures between layers and calculate the heat loss in kW/h.m². Given, k (for fire brick) = 4kJ/m.hr.K k (for common brick) = 2.8 kJ/m.hr.K k (for steel) = 240 kJ/m.hr.K k (for 85% magnesia) = 0.24 kJ/m.hr.K
Principles of Heat Transfer (Activate Learning with these NEW titles from Engineering!)
8th Edition
ISBN:9781305387102
Author:Kreith, Frank; Manglik, Raj M.
Publisher:Kreith, Frank; Manglik, Raj M.
Chapter1: Basic Modes Of Heat Transfer
Section: Chapter Questions
Problem 1.68P
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Year-2018
1. a) A furnace wall is composed of 220 mm of fire brick, 150 mm of common brick, 50 mm
of 85% magnesia and 3 mm of steel plate on the outside. If the inside surface temperature is
1500°C and outside surface temperature is 90°C, estimate the temperatures between layers and
calculate the heat loss in kW/h.m.
k (for fire brick) = 4kJ/m.hr.K
k (for 85% magnesia) = 0.24 kJ/m.hr.K
k (for common brick) = 2.8 kJ/m.hr.K
k (for steel) = 240 kJ/m.hr.K
Given,"
Transcribed Image Text:Questions
Year-2018
1. a) A furnace wall is composed of 220 mm of fire brick, 150 mm of common brick, 50 mm
of 85% magnesia and 3 mm of steel plate on the outside. If the inside surface temperature is
1500°C and outside surface temperature is 90°C, estimate the temperatures between layers and
calculate the heat loss in kW/h.m.
k (for fire brick) = 4kJ/m.hr.K
k (for 85% magnesia) = 0.24 kJ/m.hr.K
k (for common brick) = 2.8 kJ/m.hr.K
k (for steel) = 240 kJ/m.hr.K
Given,
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