Virtual Labs

The temperature distribution in solid sphere with heat generation is given by

T = \frac{\bar{q}}{6k}(R^2 - r^2) + \frac{\bar{q}R}{3h} + T_f

Explanation

T = \frac{\bar{q}}{4k}(R^2 - r^2) + T_w

Explanation

T = \frac{\bar{q}}{4k}(R^2 - r^2) - T_w

Explanation

T = \frac{\bar{q}}{6k} + \frac{\bar{q}R}{3h} + T_f

Explanation

The temperature distribution in solid cylinder with heat generation is given by

T = \frac{\bar{q}}{4k}(R^2 - r^2) - T_w

Explanation

T = \frac{\bar{q}}{6k}(R^2 - r^2) + \frac{\bar{q}R}{3h} + T_f

Explanation

T = \frac{\bar{q}}{4k}(R^2 - r^2) + T_w

Explanation

T = \frac{\bar{q}}{6k} + \frac{\bar{q}R}{3h} + T_f

Explanation

Heat conduction with heat generation in cylinder and sphere