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If the cold junction of thermocouple is kept at `0^(@)C` and the hot junction is kept at `T^(@)C`, then the relation between neutral temperature `(T_(n))` and temperature of inversion `(T_(i))` isA. `T_(n) = (T_(i))/(2)`B. `T_(n) = 2T_(i)`C. `T_(n) = T_(i) - T`D. `T_(n) = T_(i) + T` |
Answer» Correct Answer - A We know temperature of inversion `(T_i)` is as much above the neutral temperature `(T_n)` as neutral temperature is above the temperature of the cold junction `(T)`, ie., `T_(i)-T_(n)=T_(n)-T or T_(i)=2T_(n)-T` But, here the cold junction is kept at `0^(@)C`, hence `T=0` Thus, `T_(i) = 2 T_(n) or T_(n) = (T_i)/(2)`. |
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