Calculating Fission Product Density in a BWR Reactor

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To calculate the total fission product in a BWR reactor, one can start by determining the power using the formula: Power = power density X volume. The energy generated per fission is approximately 200 MeV, allowing for the estimation of fissions per unit time by dividing power by this value. For a more accurate assessment, core simulation codes are recommended to track fission product inventory. Alternatively, estimating fuel burnup and using fission product yield data can provide insights into the fission product inventory. It's important to consider varying burnup levels across different fuel batches and regions within the reactor core.
rhema8686
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fission product

How do you calculate the total fission product given the fuel type, volume and power density of the reactor?
assuming it's a BWR and homogenous mixture of fuel and coolant. what's the simplest way to find it?
 
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I am not sure I totally understand your question, but the fission rate could be estimated from your givens as follows:

Power = power density X volume

There is about 200 MeV of energy generated per fission. So dividing the power by 200 MeV per fission should give you fissions per unit time.
 


rhema8686 said:
How do you calculate the total fission product given the fuel type, volume and power density of the reactor?
assuming it's a BWR and homogenous mixture of fuel and coolant. what's the simplest way to find it?
One would noramlly use a core simulation code that tracks the fission product inventory.

Otherwise, one has to estimate the fuel burnup and determine from fission product yields, in either equations or tables, what the fission product inventory would be.

Normally one can take the power (MWt) and integrate over time and divide by the mass to get a core average burnup. However, one must bear in mind that the core has different batches/regions of fuel with different burnup levels at BOC and different burnup accumulation rates (a consequence of different power generation rates).
 
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