Heat Transfer Quiz 2_ Villanueva

Description

Unit Operations (Heat Transfer) Quiz on Heat Transfer Quiz 2_ Villanueva, created by Emier Villanueva on 28/07/2015.
Emier Villanueva
Quiz by Emier Villanueva, updated more than 1 year ago
Emier Villanueva
Created by Emier Villanueva almost 9 years ago
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Resource summary

Question 1

Question
This theory states that at least three factors must be known to establish the value of the average film coefficient of steam and organic vapors: the terminal Reynold's number, the Prandtl number of the condensed phase, and a dimensionless group Nd.
Answer
  • Duckler Theory
  • Dittus-Boelter Theory
  • Deissler Theory
  • Nusselt Theory

Question 2

Question
The spectral distribution of a perfect emitter has a maximum and that the corresponding wavelength depends on temperature. The maximum spectral emissive power is displaced to longer wavelengths.
Answer
  • Rayleigh-Jeans formula
  • Wien equation
  • Planck's law
  • Stefan-Boltzmann law

Question 3

Question
The triangular center to center distance of a bank of 8 in OD tubes in a furnace is 8 inches. Estimate the total view factor, F directly intercepted by the first two rows of tubes.
Answer
  • 0.5
  • 0.6
  • 0.7
  • 0.8

Question 4

Question
________ states that: The exchange areas between two pairs of surfaces are equal when there is one-to-one correspondence for all sets of symmetrically positioned pairs of differential elements in the two surface combinations.
Answer
  • Yamauti principle
  • Crossed-strings theory
  • General matrix principle
  • Total Exchange Area Theory

Question 5

Question
A thick-walled copper spherical tank has an inside radius of 1cm and an outside radius of 1.8 cm. The inner and outer surface temperatures are held at 305C and 295C respectively. Assume k varies linearly with temperature, with k_o = 371.9 W/m-K and b = -9.25 E-5 (1/K). Determine the heat loss per unit length.
Answer
  • 10.5 kW
  • 14.6 kW
  • 15.8 kW
  • 11.6 kW

Question 6

Question
A 5-m hemispherical furnace is composed 2 materials with thermal conductivities of k1 = 0.5 W/m-K and k2 = 0.9 W/m-K, respectively. One half of the dome is composed of 0.5 m of material 1 and the other is composed of 0.5 m of material 2. The convective heat transfer coefficient is 6 W/m2-K and the radiative heat-transfer coefficient is 20 W/m2-K. Find the inner temperature of the furnace when the surface temperature of the furnace is 400C. The surrounding temperature of the air is at 30C.
Answer
  • 877 C
  • 926 C
  • 536 C
  • 1096 C

Question 7

Question
Suppose a fictitious metal plate (thickness = 8cm) is to be heated from 43C to 100C. The heating medium is 102C. The heat capacity, density, thermal conductivity and heat transfer coefficient are estimated to be c = 3500 J/kg-C, ρ = 1000 kg/m3, k = 0.5 W/m-K, and h = 0.6 W/m2-K, respectively. Find the total time it takes for this process to be completed. Suppose the initial conditions are stable and consider unsteady-state heat conduction.
Answer
  • 2,787 min
  • 14,568 min
  • 3,894 min
  • 10,798 min
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