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- * Bottom-hole temperature (BHT) and total depth, found on the log header. :<math>\mbox{T}_{\rm f} = \mbox{T}_{\rm s} + \mbox{D}_{\rm f} \frac{\mbox{BHT} - \mbox{T}_{\rm s}}{\mbox{TD}}</math>6 KB (1,027 words) - 16:40, 5 April 2022
- #*:<math>\mbox{T}_{\rm f} = \mbox{T}_{\rm s} + \mbox{D}_{\rm f} \left(\mbox{BHT} - \frac{\mbox{T}_{\rm s}}{\mbox{TD}}\right)</math> #*::: BHT = bottom-hole temperature (found on log header) (°F)5 KB (714 words) - 15:19, 13 September 2022
- ...ight )^{-2} }{-0.5 \times Rwe + 10 \left ( \frac{0.0426}{\log \left (\frac{BHT}{50.8} \right ) } \right ) } </math> :<math>\text{Rwe} = Rmf \times 10^{\frac{SP}{61 + 0.133 \times BHT}}</math>25 KB (3,679 words) - 21:17, 13 March 2019
- * BHT = [[temperature::164°F]] at 10,500 ft * From Chart 1, using BHT = [[temperature::164°F]] at [[depth::10,500 ft]] and surface temperatur13 KB (2,077 words) - 17:26, 18 January 2022
- ** Bottom hole temperature (BHT) with each tool6 KB (779 words) - 15:09, 24 January 2022
- ;BHT:bottom hole temperature5 KB (840 words) - 13:51, 18 March 2019