The core of a certain reflected reactor consists of a cylinder 320 cm high and 320 cm in diameter. The measured maximum-to-average flux is 1.29. When the reactor is operated at a power level of 825 MW, what is the maximum power density in the reactor in kW/L? Given: • Height, H = 320 cm; • Diameter, D = 320 cm; • Maximum-to-Average flux, N= 1.29. Question 1) Check all correct values. 1 kW/L = ? O 1 Wicm O 10 KW/m³ O 100 kWm? 0 1 MW/m? Question 2) requires an answer in kW/L with a margin of error of 0.1%. Maximum power density, Pmax = Number kW/L.

The core of a certain reflected reactor consists of a cylinder 320 cm high and 320 cm in diameter. The measured maximum-to-average flux is 1.29. When the reactor is operated at a power level of 825 MW, what is the maximum power density in the reactor in kW/L? Given: • Height, H = 320 cm; • Diameter, D = 320 cm; • Maximum-to-Average flux, N= 1.29. Question 1) Check all correct values. 1 kW/L = ? O 1 Wicm O 10 KW/m³ O 100 kWm? 0 1 MW/m? Question 2) requires an answer in kW/L with a margin of error of 0.1%. Maximum power density, Pmax = Number kW/L.