Abstract
The end cooling by longitudinal conduction in electrically heated wires has an appreciable influence on the temperature distribution near the end and also on the total heat balance. The relation between temperature and distance from the end is given by a differential equation that in the present article is reduced to its simplest form by the introduction of dimensionless numbers. For some special cases the equation is solved numerically and the result compared with experiment. The method allows a rapid orientation regarding the temperature distribution and the end losses in most practical cases.
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