Normal human body of the temperature is 98.6°F. During high fever if the temperature increases to 104°F. What is the change in peak wavelength that emitted by our body (Assume human body is a black body)?
Answers
Answer:
Normal human body temperature (T) = 98.6°F. Convert Fahrenheit into Kelvin, F − 32 180 F−32180 = k − 273 100 k−273100 so, T = 98.6°F = 310 K From wine's displacement law Maximum wavelength λmax = b T bT = 2.898 × 10 − 3 313 2.898×10−3313 λmax = 9348 x 10-9 m λmax = 9348 nm (at 98.6° F) During high fever, human body temperature T = 104°F = 313K Peak wavelength λmax = b T bT = 2.898 × 10 − 3 313 2.898×10−3313 λmax = 9259 x 10-9 m λmax = 9259 (at 104° F)Read more on Sarthaks.com - https://www.sarthaks.com/921826/normal-human-body-the-temperature-6f-during-high-fever-the-temperature-increases-104f
Explanation:
Normal human body temperature (T) = 98.6°F. Convert Fahrenheit into Kelvin, F − 32 180 F−32180 = k − 273 100 k−273100 so, T = 98.6°F = 310 K From wine's displacement law Maximum wavelength λmax = b T bT = 2.898 × 10 − 3 313 2.898×10−3313 λmax = 9348 x 10-9 m λmax = 9348 nm (at 98.6° F) During high fever, human body temperature T = 104°F = 313K Peak wavelength λmax = b T bT = 2.898 × 10 − 3 313 2.898×10−3313 λmax = 9259 x 10-9 m λmax = 9259 (at 104° F)Read more on Sarthaks.com - https://www.sarthaks.com/921826/normal-human-body-the-temperature-6f-during-high-fever-the-temperature-increases-104f