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Fast Immersion Rhodium-Platinum Thermocouple For Measuring The Temperature Of Molten Steel

For normal liquid steel immersion thermocouple for measuring the temperature, the platinum: 13 percent rhodium-platinum combination is quite satisfactory, being capable of use up to about 1700°C or even higher with care (melting point of platinum 1769°C).

In certain special cases, however, considerably higher temperatures than this occur during steelmaking, a particular case being oxygen-blown stainless steel in an electric furnace.

Some success has been achieved both with tungsten-molybdenum thermocouples (16) and with platinum-rhodium thermocouples of high alloy content.

The addition of rhodium progressively raises the melting point (solidus) of platinum-rhodium alloys, and Chaston (17) has recently described the development of a 5 percent rhodium-platinum: 20 percent rhodium-platinum thermocouple which can with care be used up to about 1800°C.

While this combination is proving most useful in other applications it is not sufficient for the oxygen-blown stainless steels and an even more highly alloyed thermocouple, 20 percent rhodium-platinum: 40 percent rhodium-platinum has been developed (18) for use up to 1900°C.

Refractory protection at these high temperatures becomes a very real problem. It is outside the range of silica, and alumina sheaths have been used, usually coated with some cement and pre-heated before immersion to reduce the chance of spalling.

fast thermocouple for measuring

The accuracy of a thermocouple can be checked at any time by simultaneous (or immediately consecutive) dips with a standard couple using the same measuring instrument.

In the laboratory, the precision check can conveniently be made at the melting point of palladium (1552°C) by the wire method. In this, the separated wires of the thermocouple hot junction are bridged by a short length of palladium wire and the e.m.f. continuously read while the assembly is slowly heated.

The calibration e.m.f. is when the palladium melts and breaks the circuit. A typical procedure has been described in detail (19, 20) as has also a modified differential method (21).