STEADY CONDUCTION OF HEAT IN CONICAL SYSTEMS

The steady local temperature distribution is determined for arbitrary conical systems with various boundary conditions. The temperature is derived for truncated conical sectors, where at the conical surface the temperature is kept constant and at the spherical surface a variable temperature distribution is imposed. The other case of constant temperature at the spherical surface and a variable temperature distribution at the conical surface is also treated. Some results are numerically evaluated, and the isothermal surfaces are presented.