Sensitivity analysis and model calibration as a part of the model development process in radioactive waste disposal safety assessment

2021 ◽  
Vol 210 ◽  
pp. 107521
Author(s):  
Elena Saveleva ◽  
Valentina Svitelman ◽  
Petr Blinov ◽  
Dmitry Valetov
2021 ◽  
Author(s):  
Maximilian Bittens ◽  
Jobst Maßmann ◽  
Jan Thiedau

<p>Numerical studies on integrity of the geological barriers in heat generating radioactive waste disposal remain a challenging topic involving modelling of thermal, hydraulic and mechanical (THM) processes within complex geometries, as well as particularly long simulation time intervals . Due to this, unfeasible computational complexity emerges for many three-dimensional problems, resulting in the need of further model assumptions and simplification for many types of simulation. To make use of results of such simulations reliably as a tool in the decision-making process, uncertainties introduced by the modelling have to be addressed in the framework of safety assessment.</p><p>Consequently, the system describing partial differential equations are dependent on a set of parameters, each parameter possibly subject to uncertainty resulting from reduced knowledge or imprecise measurement. The treatment of uncertainties introduces additional dimensions into the physical system, resulting in a dramatic increase of computational complexity for each parameter considered uncertain.</p><p>For general applicability, the method chosen for uncertainty quantification should be problem-independent, i.e. an arbitrary set of stochastic input data is propagated through the physical system, while the output is again a freely selectable quantity of interest. To this end, sampling-based methods like Monte-Carlo methods and stochastic collocation seem to be favourable.</p><p>Since a full stochastic model is never computable, it is amenable to include only the most sensitive parameters into stochastic analyses, retaining all other parameters as deterministic, in order to spend available computational power efficiently. With aim of finding such a suitable set of stochastic parameters, preliminary studies of simplified two-dimensional models with less complex geometries and a less complex TH-process seem to be appropriate.</p><p>In this contribution, a simplified two-dimensional model of a radioactive waste disposal in clayey rock is proposed, as a starting point, and its results of the thermal induced increase in pore water pressure is compared with more sophisticated and established models for a set of deterministic input parameters. It will be demonstrated that the simplified two-dimensional model is suitable for first stochastic investigation of pore water induced tensile or shear failure.</p><p>Subsequently, the results of different stochastic simulations for this model are presented, giving rise to a better understanding of stochastic modelling as well as stochastic post-processing in discretized problems for computational safety assessment of radioactive waste disposal. In detail, sensitivity of the quantity of interest to changes in the input parameters can be studied and in addition, worst-case scenarios within the parameter interval can be found. Given known probability density functions for each input parameter, probability of occurrence of each scenario as well as expected values and variances can be calculated.</p><p> </p><p> </p>


Author(s):  
Francisco Luiz de Lemos ◽  
Timothy Ross ◽  
Terry Sullivan

Safety assessment requires the interaction of a large number of disciplines to model the environmental phenomena necessary to evaluate the safety of the disposal system. In this complex process, the identification and quantification of both types of uncertainties, random and epistemic, plays a very important role for confidence building. In this work an application of the concept of total uncertainty to radioactive waste disposal facilities safety assessment is proposed. By combining both types of uncertainty, aleatoric and epistemic, in the same framework, this approach ultimately aims to assess the confidence one can pose in the safety-assessment decisions.


2020 ◽  
Vol 11 (2) ◽  
pp. 85-98
Author(s):  
I. I. Linge ◽  
◽  
S. S. Utkin ◽  
V. S. Svitelman ◽  
S. A. Deryabin ◽  
...  

The paper focuses on numerical safety assessment and decision-making optimization under radioactive waste disposal and nuclear decommissioning projects. The paper demonstrates the industry needs for an up-to-date software and the corresponding capabilities of the computational framework being developed. The article also explores its development potential in light of modern IT trends.


2005 ◽  
Vol 25 (4) ◽  
pp. 343-373 ◽  
Author(s):  
G Pröhl ◽  
G Olyslaegers ◽  
B Kanyar ◽  
P Pinedo ◽  
U Bergström ◽  
...  

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