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<strong>atw</strong> Vol. 63 (<strong>2018</strong>) | Issue 6/7 ı June/July<br />

374<br />

AMNT <strong>2018</strong><br />

TESPA-ROD Code Prediction of the Fuel<br />

Rod Behaviour During Long-term Storage<br />

Heinz G. Sonnenburg<br />

| | AMNT <strong>2018</strong>: Best Paper Award, awarded by Dr. Erwin Fischer (left) to<br />

Dr. Heinz G. Sonnenburg (right).<br />

| | Fig. 1.<br />

Crystallographic length change of UO 2 /PuO 2 -fuel relative to displacement per atom (dpa) [RAY 15].<br />

The paper “TESPA-<br />

ROD Code Prediction<br />

of the Fuel Rod<br />

Behaviour During<br />

Long-term Storage” by<br />

Heinz G. Sonnenburg<br />

has been awarded as<br />

Best Paper of the<br />

49 th Annual Meeting<br />

on Nuclear Technology<br />

(AMNT <strong>2018</strong>), Berlin,<br />

29 and 30 May <strong>2018</strong>.<br />

Introduction The TESPA-ROD code is applicable to both LOCA and RIA transients. Recently, the code’s models<br />

have been extended in order to predict the transitional fuel rod behaviour during long-term storage [SON 17].<br />

Due to permanent α-decay of actinides<br />

in the fuel during long-term storage,<br />

both fuel swelling and helium release<br />

continue and generate an impact on<br />

the fuel rod behaviour. Therefore, the<br />

TESPA-ROD code extension requires<br />

particular modelling of fuel swelling<br />

and modelling of the associated<br />

helium gas release. These processes<br />

and their modelling have significant<br />

impact on the prediction of cladding’s<br />

stress level.<br />

Continued fuel swelling reduces<br />

the gap between fuel and cladding<br />

which reduces the fuel rod fission<br />

gas volume and might increase<br />

the fuel rod inner pressure by that.<br />

Simultaneously, the release of<br />

helium tends to keep the rod<br />

internal pressure high, thus the<br />

gap between fuel and cladding could<br />

be enlarged. If fuel swelling is the<br />

dominating process, as in case of<br />

MOX fuel, even gap closure might<br />

occur which leads to pellet- cladding<br />

interaction which finally enhances<br />

significantly the stress level in the<br />

cladding. A priori, which effect<br />

dominates cannot be estimated with<br />

simple engineering judgment. Therefore,<br />

a code prediction is inevitable<br />

in order to get reliable estimates about<br />

dominating processes.<br />

Fuel swelling<br />

Fuel in a fuel rod accumulates fission<br />

gases in the fuel matrix during normal<br />

operation. E.g., small gas bubbles of<br />

micrometer size appear within the<br />

fuel grain at higher burn-up levels.<br />

Because the accumulation of fission<br />

gas in the fuel matrix is limited, some<br />

quantity of fission gas will get released<br />

from fuel.<br />

There is a well-known interlinkage<br />

between the accumulation of fission<br />

gas and swelling of the pellet. The<br />

more the fuel accumulates fission gas,<br />

the more the fuel swells.<br />

The same mechanism is true for<br />

the long-term storage, but here helium<br />

is accumulated instead of fission<br />

gases. This helium stems from the<br />

decay of α-emitting actinides.<br />

Patrick Raynaud [RAY 15] from<br />

US.NRC has compiled fuel swelling<br />

correlations for UO 2 fuel and PuO 2<br />

fuel which refer to the α-decay in the<br />

fuel (Figure 1). Correlating parameter<br />

is dpa (displacement per atom). This<br />

compilation reveals a swelling mechanism<br />

which saturates at a certain<br />

maximal swelling level. Consequently,<br />

the swelling can be expressed as<br />

exponential function:<br />

upper bounding values (1)<br />

and<br />

mean values (2)<br />

where ∆a is the change of lattice<br />

parameter, a 0 is the undeformed<br />

lattice parameter.<br />

The parameter dpa correlates with<br />

time. Raynaud /RAY 15/ provides for<br />

60 GWd/t UO 2 fuel the relation<br />

dpa(t) =0.01172 t 0.72246 , where t is<br />

measured in years. In case of MOX<br />

fuel, this relation can be multiplied by<br />

3, because MOX fuel has 3-times more<br />

α-decays, see figure 5.3 on page 54 in<br />

[SON 17].<br />

The swelling mechanism, as correlated<br />

above, refers mainly to the production<br />

of Frenkel pairs and helium<br />

atoms at interstitial positions in the<br />

crystal structure of UO 2 . The effect<br />

AMNT <strong>2018</strong><br />

TESPA-ROD Code Prediction of the Fuel Rod Behaviour During Long-term Storage ı Heinz G. Sonnenburg

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