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However, it requires many limitations for the implementation of the method in geotechnical engineering problems. The Finite element method can be applied to any linear-elastic medium. A good analysis allows the engineer to understand the problem better. When used correctly, this method can provide accurate results for practical geotechnical engineering problems. The most important reason for this is that geotechnical engineering has complex issues and takes time to solve them. The finite element method has been used for 30 years in many engineering areas and was introduced in geotechnical engineering in 1996. The disadvantages of the finite element method can be listed found that the accuracy of the result obtained depends on the accuracy of the data, that the separation of regions requires experience to get an acceptable correct result, and that the accuracy of the result obtained is observed, and that the physical problem must be investigated well. It can list the advantages of finite element methods: geometry allows complex problems to be solved, easily applicable in systems with different and complex material properties, easy to include border conditions in the fundamental equations of the system, and the use of the same model to solve many problems. It is also possible to reduce the element sizes in the constant system’s desired parts for the detailed examination of a region. As a result, the system’s features, border conditions, sudden or continuous changes of external loads can be easily examined. By separating it into finite elements suitable for the structure of a problem, it implements a solution method in the form of a low energy level of internal and external forces on the obtained elements and then combining these elements. The method is so popular for many engineering areas because a generic computer program can only solve any problem by changing the input data. Over the years, the finite element method and solution techniques have developed rapidly and have become one of the best methods used to solve many problems today. It has been understood that it can also solve engineering and applied sciences problems in the following years. It was first developed and used in 1956 for stress analysis of aircraft bodies. The finite element method is a numerical method that thoroughly solves mixed engineering problems.
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