To determine the thermal conductivity of the given Insulating powder.
| S. No. | Heat input (Q)/V Volts/I amperes/Q = V*I Watts | Heater Temperature/T1(°C)/T2(°C) | Insulating Powder Temperature/T3(°C)/T4(°C)/T5(°C)/T6(°C) | Themal Conductivity (K) W/m K |
| 1 | ||||
| 2 | ||||
| 3 | ||||
| 4 |
Q = (Ti- Ti)
(r2-r1)/(4πKr1r2)
Where,
Q = Heat input in watts
K = Thermal Conductivity of the material in W/m K
r 0= Radius of the Outer sphere in m
r i= Radius of the Inner sphere in m
T 0= Insulating powder Temperature (T3+T4+T5+T6)/4
T 1= Heater Temperature (T1+T2) / 2
(K) = __ ______________________________ W/m K
Thus, the thermal Conductivity of the insulting powder is (K) ______ _______ W/m K
Steady state implies that temperature at each point of system remains constant in due course of time.
Conduction is the transfer of heat from one part of a substance to another part or to another substance in physical contact with it.
Thermal conductivity is the rate of heat transfer through a unit thickness of material per unit area per unit temperature difference.
a.Moisture b. Density of material c. Pressure d. Temperature e. Structure of material
The quantity of heat transfer per unit time per unit area of the internal surface as Heat flux.
The greatest temp variation is in direction normal to the iso thermal surface is known as temperature gradient.
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