To determine the heat transfer coefficient of a steel pipe in a forced convection environment.
S. No. | Voltage (V) Volts | Current (I) Amps | Temperature (°C)/T1/T2/T3/T4/T5/T6 | Manometer head(Cm)/h1/h2/h1-h2 |
1 | Forced convection | |||
2 | ||||
3 | ||||
4 | ||||
5 |
Heat input (q) V*I Watts
Average air temperature (Ta) = (T1+T6) /2 (°C)
Average surface temperature (Ts) = (T2+T3+T4+T5) /4 (°C)
Volume of air flow (QB) = Cd (μd2/4) (ν2g hw) (Pw/Pa) m3
Where
Cd - Co-efficient of discharge = 0.64
hw - Difference of water level in manometer in meter
d - Diameter of orifice = 0.0.14 m
Velocity of air in Pipe (V) = QB/ cross section of pipe in m/sec
Reynolds number = VD /γ
Where,
γ= Kinematic viscosity of air from HMT DATA BOOK
Nusselt Number (Nu) = 0.023 (Re)0.8(Pr) 0.4
Prandtl no from HMT Data Book of (Ta)
Heat transfer co-efficient = Nu K /D Wm 2/K
The convective heat transfer coefficient is (ha) _____ _______ Wm 2/K
Temperature distribution
Fin efficiency
Orifice- meter is used to measure discharge.
Blower is an external mechanical device which is essential for forced convection process
The rate equations for convective heat transfer between a surface and an adjacent fluid is prescribed by Newtons law of cooling.
It is fluid motion is produced due to change in density resulting from temperature gradients, the mode ofheat transfer is said to be free or natural convection.
It is defined as the ratio of product of inertia force and buoyancy force to the square of viscous force. Gr =Inertia force x Buoyancy force / [Viscous force]
It is the ratio of Nusselt number to the product of Reynolds number and Prandtl number. St = Nu / Re x Pr.
It is the ratio of Nusselt number to the product of Reynolds number and Prandtl number. St = Nu / Re x Pr.
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