Question #1 Calculate the heat losses from an insulated steel pipe (k = 50 W/m K) with an internal diameter of 6 cm, an external diameter of 8 cm, and a length of 20m. Saturated steam flows inside the pipe at 200°C (hci = 800 W/m² K). The pipe is located in a space at 10°C, and the heat transfer coefficient on its outer surface is estimated to be hco-200 W/m² K. The insulation available to reduce heat losses is 4 cm thick gypsum plaster with thermal conductivity of 0.20 W/m K. Also, calculate the temperature on the outside surface of the insulation.

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Question #1 Calculate the heat losses from an insulated steel pipe (k = 50 W/m K) with an internal
diameter of 6 cm, an external diameter of 8 cm, and a length of 20m. Saturated steam flows inside
the pipe at 200°C (hci = 800 W/m² K). The pipe is located in a space at 10°C, and the heat transfer
coefficient on its outer surface is estimated to be hco-200 W/m² K. The insulation available to
reduce heat losses is 4 cm thick gypsum plaster with thermal conductivity of 0.20 W/m K. Also,
calculate the temperature on the outside surface of the insulation.
Transcribed Image Text:Question #1 Calculate the heat losses from an insulated steel pipe (k = 50 W/m K) with an internal diameter of 6 cm, an external diameter of 8 cm, and a length of 20m. Saturated steam flows inside the pipe at 200°C (hci = 800 W/m² K). The pipe is located in a space at 10°C, and the heat transfer coefficient on its outer surface is estimated to be hco-200 W/m² K. The insulation available to reduce heat losses is 4 cm thick gypsum plaster with thermal conductivity of 0.20 W/m K. Also, calculate the temperature on the outside surface of the insulation.
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