Many surgeries require the use of tools that cut through or remove parts of skeletal bones. These procedures can locally generate a lot of heat. For example, thermal bone necrosis will begin if the bone is kept at 47.0 °C for at least one minute. One of the most important factors that determines how hot the bone gets is its thermal conductivity. Imagine a bone saw cutting through a 2.50-cm length of cylindrical bone with a radius of 1.20 cm. How much heat is conducted along the bone in 1.00 minute of cutting, if the temperature in the bone at the location of the cut is 47.0 °C, and the temperature at the other end of the length of bone is 37 °C? The thermal conductivity of the bone is 0.625 W/(m-C°). Assume all of the heat created by the saw is transferred to the bone by conduction.

Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
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Many surgeries require the use of tools that cut through or remove parts of skeletal bones. These procedures can locally generate a lot
of heat. For example, thermal bone necrosis will begin if the bone is kept at 47.0 °C for at least one minute. One of the most important
factors that determines how hot the bone gets is its thermal conductivity. Imagine a bone saw cutting through a 2.50-cm length of
cylindrical bone with a radius of 1.20 cm. How much heat is conducted along the bone in 1.00 minute of cutting, if the temperature in
the bone at the location of the cut is 47.0 °C, and the temperature at the other end of the length of bone is 37 °C? The thermal
conductivity of the bone is 0.625 W/(m-C°). Assume all of the heat created by the saw is transferred to the bone by conduction.
Transcribed Image Text:Many surgeries require the use of tools that cut through or remove parts of skeletal bones. These procedures can locally generate a lot of heat. For example, thermal bone necrosis will begin if the bone is kept at 47.0 °C for at least one minute. One of the most important factors that determines how hot the bone gets is its thermal conductivity. Imagine a bone saw cutting through a 2.50-cm length of cylindrical bone with a radius of 1.20 cm. How much heat is conducted along the bone in 1.00 minute of cutting, if the temperature in the bone at the location of the cut is 47.0 °C, and the temperature at the other end of the length of bone is 37 °C? The thermal conductivity of the bone is 0.625 W/(m-C°). Assume all of the heat created by the saw is transferred to the bone by conduction.
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