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THORIUM AS AN ENERGY SOURCE - Opportunities for Norway ...

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Thorium as an Energy Source - <strong>Opportunities</strong> <strong>for</strong> <strong>Norway</strong><br />

<strong>for</strong> 15 ms (milli seconds), corresponding to a total insertion of 2.55$ 11 , in a lead-cooled ADS with<br />

an assumed subcriticality of -4$. The subcriticality is conservatively assumed to be relatively<br />

small and the ramp rate and total insertion to be rather high, particularly since an ADS will most<br />

probably have no reactivity control rods but only safety rods.<br />

Figure 5.14: Power Excursion in a Lead-cooled Energy Amplifier (with k = 0.99)<br />

<strong>for</strong> a Slow Reactivity Ramp Insertion.<br />

(The reactivity increases at a rate of 170 $/s <strong>for</strong> a period of 15 ms (this corresponds to a control rod<br />

withdrawal speed of 0.55 cm/ms in the case of a reactor). The accelerator is not shut-off [118].<br />

In the case of the Energy Amplifier operated at k = 0.99, the power increases by a factor 2.5 after<br />

15 ms, and after 20 ms the power decreases almost proportionally with the neutron source<br />

strength. If on the other hand the neutron source is maintained (the accelerator is not shut-off),<br />

the power remains almost constant in this time range. The average temperature of the fuel rises<br />

gradually, but at a much lower rate. Note that in this case the Doppler reactivity feedback is<br />

almost negligible and very much delayed (appears only after 23 ms). The long time constant of the<br />

response implies that the heat loss from the fuel cannot be neglected anymore. In fact, there is<br />

sufficient time (of the order of a few seconds, as estimated by the convection studies described in<br />

[118]) <strong>for</strong> the natural convection mechanism to safely adapt itself to the new operating conditions<br />

without any fuel damage occurring.<br />

The same reactivity accident was also calculated <strong>for</strong> the corresponding unscrammed critical<br />

sodium-cooled fast reactor [118], [124]. This led to a power pulse of more than 1000 times nominal<br />

and nearly complete core destruction. Two aspects explain the difference. First, the subcriticality<br />

of the ADS and second, the positive void coefficient that came into play in the accident in the<br />

critical reactor, but not in the ADS case. In the proposed ADS design, lead-bismuth is used which<br />

has a negative void coefficient.<br />

To conclude, a lead or lead-bismuth cooled ADS with a good natural coolant circulation capability<br />

and a passive emergency decay heat removal system is very attractive to prevent or mitigate<br />

severe accidents. The critical Loss-Of-Flow and Loss-Of-Heat-Sink accidents in such a system will<br />

11 One dollar (1$) is the reactivity insertion that will make a reactor prompt critical. It is equal to the<br />

effective delayed neutron fraction (β ), and there<strong>for</strong>e depends on the fuel.<br />

eff<br />

64

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