scholarly journals Improving the robustness of the Comparison Model Method for the identification of hydraulic transmissivities

2021 ◽  
Vol 149 ◽  
pp. 104705
Author(s):  
Alessandro Comunian ◽  
Mauro Giudici
2021 ◽  
Author(s):  
Alessandro Comunian ◽  
Mauro Giudici

<p>Indirect inversion approaches are widely used in Geosciences, and in particular also for the identification of the hydraulic properties of aquifers. Nevertheless, their application requires a substantial number of model evaluation (forward problem) runs, a task that for complex problems can be computationally intensive. Reducing this computational burden is an active research topic, and many solutions, including the use of hybrid optimization methods, the use of physical proxies or again machine-learning tools <span>allow to avoid</span> considering the full physics of the problem when running a numerical implementation of the forward problem.</p><p>Direct inversion approaches represent computationally frugal alternatives to indirect approaches, because in general they require a smaller number of runs of the forward problem. The classical drawbacks of these methods can be alleviated by some implementation approaches and in particular by using multiple sets of data, when available.</p><p>This work is an effort to improve the robustness of the Comparison Model Method (CMM), a direct inversion approach aimed at the identification of the hydraulic transmissivity of a confined aquifer. The robustness of the CMM is here ameliorated by (i) improving the parameterization required to handle small hydraulic gradients; (ii) investigating the role of different criteria aimed at merging multiple data-sets corresponding to different flow conditions.</p><p>On a synthetic case study, it is demonstrated that correcting a small percentage of the small hydraulic gradients (about 10%) allows to obtain reliable results, and that a criteria based on the geometric mean is adequate to merge the results coming from multiple data-sets. In addition, the use of multiple-data sets allows to noticeably improve the robustness of the CMM when the input data are affected by noise.</p><p>All the tests are performed by using open source and widely <span>used</span> tools like the USGS Modflow6 and its Python interface flopy to foster the application of the <span>CMM. The scripts and corresponding package</span>, named <em>cmmpy</em>, is available on the Python Package Index (PyPI) and on bitbucket at the following address: https://bitbucket.org/alecomunian/cmmpy.</p>


1982 ◽  
Vol 18 (3) ◽  
pp. 597-622 ◽  
Author(s):  
Giansilvio Ponzini ◽  
Alfredo Lozej

Author(s):  
Sergio Urbano Ruiz ◽  
José Antonio Fernández Bravo ◽  
Pilar Fernández Palop

ABSTRACTOne of the biggest difficulties that Primary students face in Mathematics is problem solving. A strategy known as The Bar Model was developed in Singapore in the 1980’s. Its three variables (The Part-Whole Model, The Comparison Model and The Before-and-After Model) grant The Bar Model the possibility of being applied to a wide range of formulation problems. Besides, it paves the way for the student to assimilate algebra in an easier and more natural way in later educational stages. This paper shows the three Bar Model variables and several examples of its use.RESUMENUna de las mayores dificultades a que se enfrentan los alumnos de Primaria en Matemáticas es la resolución de problemas. En Singapur se desarrolló en los años 80 una estrategia conocida como Modelo de Barras. Sus tres variantes, el modelo Todo-Parte, el modelo de Comparación y el modelo Antes-Después otorgan al Modelo de Barras la posibilidad de ser aplicados en un amplio espectro de problemas de enunciado. Además, prepara el camino para que el alumno sea capaz de asimilar con más facilidad y naturalidad el álgebra en etapas educativas posteriores. En este trabajo se muestran las tres variantes del Modelo de Barras con varios ejemplos de aplicación. Contacto principal: [email protected]


Author(s):  
Anthony Anggrawan ◽  
Azhari

Information searching based on users’ query, which is hopefully able to find the documents based on users’ need, is known as Information Retrieval. This research uses Vector Space Model method in determining the similarity percentage of each student’s assignment. This research uses PHP programming and MySQL database. The finding is represented by ranking the similarity of document with query, with mean average precision value of 0,874. It shows how accurate the application with the examination done by the experts, which is gained from the evaluation with 5 queries that is compared to 25 samples of documents. If the number of counted assignments has higher similarity, thus the process of similarity counting needs more time, it depends on the assignment’s number which is submitted.


2017 ◽  
Vol 1 (2) ◽  
pp. 75
Author(s):  
Budi Setiawan ◽  
Hermanto Hermanto

The Embung Bengawan Project in Tarakan City has several jobs requiring heavy equipment including mechanical soil removal activities. Activity of mechanical soil movement is a series in work of loading and transportation equipment. In order to achieve optimal mechanical soil removal targets, it is necessary to know the performance of the machine during the mechanical soil removal process. The optimization of production is the way to obtain production that is in accordance with optimal conditions of mechanical devices. This paper discusses the optimization of dump truck queue time and the number of dump trucks. Performance calculation tool using the method of production capacity of the tool, and calculate the optimal queue using the Queue Model method. Calculation using queuing model method obtained by result of time required by 3 excavator unit and with combined amount of dump truck will give result of cost equal to Rp 48,097,711 / day, and dump truck waiting time in queue to 1 minute. Then the optimal time is obtained by operating 3 units of excavators with a cost difference of Rp 3,572,826 / day from the real condition of the field that operates 2 excavator units


Author(s):  
G. Marimuthu ◽  
G. Ramesh

Decisions usually involve the getting the best solution, selecting the suitable experiments, most appropriate judgments, taking the quality results etc., using some techniques.  Every decision making can be considered as the choice from the set of alternatives based on a set of criteria.  The fuzzy analytic hierarchy process is a multi-criteria decision making and is dealing with decision making problems through pairwise comparisons mode [10].  The weight vectors from this comparison model are obtained by using extent analysis method.  This paper concern with an alternate method of finding the weight vectors from the original fuzzy AHP decision model (moderate fuzzy AHP model), that has the same rank as obtained in original fuzzy AHP and ideal fuzzy AHP decision models.


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