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RD&D-Programme 2004 - SKB

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are, within safety assessment, to calculate radionuclide transport in fractured rock and to obtain<br />

correct results for the type of problems for which the code is intended. A numerical finitevolume<br />

representation of Farf31 has also been developed /19-95/. Comparative calculations<br />

between the standard Farf31 and the numerical Farf31 confirm that the codes give the same<br />

results. This also entails a verification of Farf31. The numerical Farf31 can also be used to<br />

study more complex conditions that those that are possible in the standard Farf31. For example,<br />

the effects of a heterogeneous matrix or other initial and boundary conditions can be studied.<br />

The standard Farf31 has also been reformulated so that the transport resistance (F factor) from<br />

discrete models can be used directly as input data.<br />

The effects of describing one-dimensional advective/dispersive transport in fractures as in<br />

Farf31 have been investigated /19-54/. In this study, a Farf31-like solution is compared with<br />

a complete two-dimensional solution in simulated fracture planes. The study shows that the<br />

effect of the one-dimensional approximation is relatively small with respect to e.g. the resulting<br />

transport resistance.<br />

A project has been conducted to obtain simple measures of the retention capacity of the<br />

geosphere which also includes natural variability and/or uncertainties. This methodology<br />

applied to Äspö is presented in /19-104/. The study is based on groundwater flow modelling<br />

performed in FracMan/PAWorks /19-57/. Such simple measures of the geosphere’s retention<br />

capacity can be used to compare alternative repository volumes within a site or alternative sites<br />

where knowledge (uncertainty) varies between the volumes or the sites.<br />

Field studies<br />

The experiments within the Äspö projects True Block Scale, True Block Scale Continuation<br />

and True-1 Continuation have been under way for the past three years. These experiments<br />

show clearly that retention of tracers can be observed in the results of tracer tests conducted in<br />

the field. Specifically, diffusion into stagnant (immobile) zones has also been demonstrated.<br />

Although the exact distribution of the different types of immobile volumes has not been<br />

established explicitly, a conceptual model has been presented which contains and quantifies<br />

the presumed immobile components /19-67/.<br />

The porosity variation in the altered zone in the fracture wall and further into the intact rock<br />

has been studied under laboratory conditions by means of the PMMA method /19-68, 19-105/.<br />

A porosity gradient from the fracture surface with decreasing porosity into the matrix has been<br />

observed, although it has not been possible to quantify the phenomenon in statistical terms.<br />

Similar measurements have also been done on pieces of breccia (centimetre-scale) and pieces<br />

of breccia fragments (millimetre-scale); also here a gradient can be noted in the larger pieces.<br />

Quantitative porosity determinations of fine-grained fault gouge with elevated clay content have<br />

not been done, but it is hoped that this type of result will emerge in True-1 Continuation, where<br />

a characterization of fracture zones is included as an important component. Both qualitative<br />

information for geometric conceptualization and quantitative data in terms of porosity variation<br />

are expected to emerge.<br />

Sorption properties have been determined (calculated) for intact rock material by utilizing<br />

known mineralogy, CEC (Cation Exchange Capacity) values, selectivity coefficients and<br />

existing hydrogeochemistry. The usefulness of the method is currently being verified by<br />

laboratory experiments where corresponding sorption properties (K d values) are being<br />

measured on altered material and fine-grained fault gouge.<br />

Tools for numerical modelling have been developed and used to show how groundwater flow<br />

and retention processes affect tracer transport in tracer tests performed in the field over length<br />

scales of up to about 100 metres /19-66, 19-67/. These results clearly show that different<br />

modelling tools, from simple one-dimensional codes with an emphasis on the description of<br />

retention to more complex three-dimensional codes with an emphasis on the geological and<br />

hydrogeological description, have been utilized to describe the experiments. The conceptual<br />

RD&D-<strong>Programme</strong> <strong>2004</strong> 271

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