SOLVE - Heat Transfer - Heat through a Long Fin

To experimentally study the heat transfer through a long fin experiment and compare it with analytical solutions

h =100 W/m².K

K = 201 W/m.K

Set Variable

T_∞(°C)

T_base(°C)

L (mm)

P (mm)

A (mm²)

Temperature Gradient

$$q_f = ±\sqrt{(h.P.k.A)} \times (T_b - T_∞)$$

Temperature distribution

$$\frac{T- T_∞}{T_b- T_∞} = e^{-mx}$$

Heat transfer rate through a long fin

$$q_f = ±\sqrt{(h.P.k.A)} \times (T_{base} - T_∞)$$

$$q_f = $$

$$W$$

Temperature at L/2

Check the graph at $$x = L/2$$

$$T =$$

$$°C$$

Heat Transfer Through A Long Fin