- Heat Transfer - Section 1
- Heat Transfer - Section 2
- Heat Transfer - Section 3
- Heat Transfer - Section 4
- Heat Transfer - Section 5
- Heat Transfer - Section 6
- Heat Transfer - Section 7
- Heat Transfer - Section 8
- Heat Transfer - Section 9
- Heat Transfer - Section 10
- Heat Transfer - Section 11


Heat Transfer - Engineering
Q1: Grashhoff number is given byA gD3.β.Δtρ2/μ2
B gD2βΔtρ/μ2
C gD2βΔtP2μ
D gD3βΔtP2/μ
ANS:A - gD3.β.Δtρ2/μ2 The Grashof number (πΊπGr) is a dimensionless number used in fluid mechanics and heat transfer to determine the significance of natural convection compared to forced convection. It is defined as the ratio of buoyancy forces to viscous forces in a fluid flow. The correct expression for the Grashof number is: πΊπ=π⋅π·3⋅π½⋅Δπ⋅π2π2Gr=μ2g⋅D3⋅β⋅ΔT⋅ρ2β Where:
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