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I believe it is a more accurate process of defining K when you use a temperature value that is the average of the body temperature over the interval you have approximated dT/dt within. In order words I would recommend modifying your define K code to average the temperatures of 85 and 74 degrees rather than simply using the final temperature of 74 degrees. In doing so, it is a better approximation of Newton's Law of Cooling. Also I believe using the K value from this method creates an analytical model that more closely fits the two data points of 85 degrees at 11 and 74 degrees at 1.
The text was updated successfully, but these errors were encountered:
I believe it is a more accurate process of defining K when you use a temperature value that is the average of the body temperature over the interval you have approximated dT/dt within. In order words I would recommend modifying your define K code to average the temperatures of 85 and 74 degrees rather than simply using the final temperature of 74 degrees. In doing so, it is a better approximation of Newton's Law of Cooling. Also I believe using the K value from this method creates an analytical model that more closely fits the two data points of 85 degrees at 11 and 74 degrees at 1.
The text was updated successfully, but these errors were encountered: