Heat Transfer Miscellaneous
- Grashof number signifies the ratio of
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Grashof number = inertia force × Buoyancy force (viscous force)2
Correct Option: B
Grashof number = inertia force × Buoyancy force (viscous force)2
- The ratio of momentum diffusivity (υ) to thermal diffusivity (α), is called
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Pr = μCp = ρVCp = V = V k k k / ρCp α Correct Option: A
Pr = μCp = ρVCp = V = V k k k / ρCp α
- Match List-I with List-ll and select the correct answer using the code given below the lists:
List-I List-II A. Grashof number 1. Mass diffusion B. Schmidt number 2. Transient heat conduction C. Weber number 3. Free convection D. Fourier number 4. Forced convection 5. Surface tension 6. Radiation
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NA
Correct Option: B
NA
Direction: Heat is being transferred by convection from water at 48°C to a glass plate whose surface temp. is exposed to the water is at 40°C. The thermal conductivity of water is 0.6 W/mK and the thermal conductivity of glass is 1.2 W/mK. The spatial gradient of temperature in the water at the water-glass interface is dT/dy = 1 × 104 K/m.
- The heat transfer coefficient h in w/m2K is
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For convection Heat flux, q = h(Tf – Ti)
q = kw dT dy w
= 0.6 × 1 × 104 = 6000 W/m∴ h = q = 6000 = 750 W /m2K (Tf – Ti) 8 Correct Option: D
For convection Heat flux, q = h(Tf – Ti)
q = kw dT dy w
= 0.6 × 1 × 104 = 6000 W/m∴ h = q = 6000 = 750 W /m2K (Tf – Ti) 8
- The value of the temperature gradient in the glass at the water-glass interface in K/m is
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Temperature of water = 48° C
Temperature of glass plate = 40° C
Thermal conductivity of water = kw = 0.6 W/mK Thermal conductivity of glass = kG = 1.2 W/mK
The spatial gradient of temperature in water at the water-glass interface= dT = 1 × 105 K/m dy
At water glass interfaceq = kw dT = kG dT dy w dy G ⇒ dT = kw × dT dy G kG dy w = 0.6 × 1 × 104 = 0.5 × 104 K/m 1.1 Correct Option: C
Temperature of water = 48° C
Temperature of glass plate = 40° C
Thermal conductivity of water = kw = 0.6 W/mK Thermal conductivity of glass = kG = 1.2 W/mK
The spatial gradient of temperature in water at the water-glass interface= dT = 1 × 105 K/m dy
At water glass interfaceq = kw dT = kG dT dy w dy G ⇒ dT = kw × dT dy G kG dy w = 0.6 × 1 × 104 = 0.5 × 104 K/m 1.1