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RD&D-Programme 2004 - SKB

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The size of the upswelling depends on the original densities of the buffer and the backfill and<br />

their associated expansion and compression properties, as well as the friction against the rock.<br />

Calculation models, both analytical and numerical, exist for analysis of this interaction.<br />

Conclusions in RD&D 2001 and its review<br />

SKI points out that <strong>SKB</strong> must make sure that the density of the buffer is not reduced too much<br />

when it swells up and displaces the backfill in the overlying tunnel (i.e. provide design premises<br />

for the backfill). In SKI’s view, studies of the buffer’s mechanical and rheological properties are<br />

of great importance, especially in view of the buffer-canister-rock interaction and the interaction<br />

with the backfill in the deposition tunnel.<br />

Newfound knowledge since RD&D 2001<br />

The upswelling of the buffer against the backfill has been investigated for an alternative backfill<br />

material (Friedland clay). Calculations have been carried out using the same methodology as<br />

before and with new measurements of the compression properties of Friedland clay. The results<br />

show that with the low dry density of 1,400 kg/m 3 that was achieved in the field tests, the swelling<br />

is 0.3 m, which requires a cover of 2.7 m buffer above the canister (instead of 1.5 m, which<br />

is the current concept) so that the buffer around the canister will not lose in density /17-10/, see<br />

also Chapter 18.<br />

<strong>Programme</strong><br />

The consequences of this interaction for other types of backfill will be studied in a similar<br />

manner as for Friedland clay.<br />

When the Prototype Repository is dismantled, the consequences will be able to be measured<br />

and comparisons made with calculations.<br />

17.2.9 Mechanical interaction buffer/canister<br />

Mechanical interaction between buffer and canister is caused by the buffer’s clay matrix, which<br />

generates both compressive stresses and shear stresses, by the pore water, which generates only<br />

compressive stresses, and by gas in the buffer, which also generates only compressive stresses.<br />

Changes in these three variables take place during the water saturation process, and can also<br />

occur in response to external forces. The weight of the canister acts on the buffer, while the<br />

influence of the weight of the buffer on the canister is negligible. Rock movements that arise<br />

in the fracture plane, for example after earthquakes, give rise to stresses on the canister, which<br />

are transmitted from the rock through the buffer. The processes associated with the mechanical<br />

interaction between buffer and canister after water saturation are relatively well understood. The<br />

uncertainty mainly concerns the evenness of the wetting and the pressure build-up caused by<br />

possible gas formation.<br />

An important process is the movement of the canister in the buffer after water saturation. The<br />

weight of the canister results in a creep movement, caused mainly by shear stresses in the buffer.<br />

Extensive laboratory tests have been performed to study these creep movements. An established<br />

model for creep in clay has proved to work for the buffer, and calculations with this model show<br />

that the movement is only a few millimetres. An uncertainty in the model is the extrapolation to<br />

a long period of time.<br />

Conclusions in RD&D 2001 and its review<br />

In SKI’s view, studies of the buffer’s mechanical and rheological properties are of great<br />

importance, especially in view of the buffer-canister-rock interaction and the interaction with<br />

the backfill in the deposition tunnel.<br />

RD&D-<strong>Programme</strong> <strong>2004</strong> 209

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