Doktorarbeit / Dissertation, 2022
179 Seiten
Geowissenschaften / Geographie - Phys. Geogr., Geomorphologie, Umweltforschung
1. INTRODUCTION
1.1 Preamble
1.2 Characteristics of Earthquakes
1.3 Earthquake Source Parameters
1.3.1 Seismic Moment
1.4 Earthquake Source Parameters Computation
1.4.1 Time Domain Methods
1.4.2 Empirical Green’s Function Method
1.4.3 Frequency Domain Method
1.5 Earthquake Source Model
1.5.1 Brune’s Model
1.6 Earthquake Fault
1.7 Earthquake Prediction
1.8 Stress Drop
1.9 Peak Ground Acceleration (PGA)
1.10 Earthquake Detection
1.10.1 Seismometers
1.10.2 Seismic Waves
1.11 Earthquake Uncertainty Factors
1.12 Earthquake Precursor
1.12.1 b-Value
1.13 Artificial Neural Networks
1.13.1 Architecture of ANN
1.13.2 Training
1.13.3 Type
1.13.4 Mathematical Model of ANN
1.13.5 Activation Function
1.14 Fuzzy Logic
1.14.1 Fuzzy Neural Network (FNN)
1.14.2 Adaptive Neuro-Fuzzy Inference System (ANFIS)
1.15 ANFIS Architecture
1.16 Research Gap
1.17 Objectives of Study
1.18 Data Set and Region of Study
1.19 Classification of Thesis
2. REVIEW OF LITERATURE
2.1 Earthquake Analysis Literature Review
2.2 Earthquake Prediction Literature Review
2.3 Earthquake Precursor Literature Review
2.4 Earthquake Hazards Literature Review
3. METHODOLOGY
3.1 Analysis of High Quality Seismological Recorded Data
3.1.1 Artificial Neural Network (ANN)
3.1.2 ANFIS (Adaptive Neuro Fuzzy Inference System)
3.1.3 Feed Forward Hierarchical Architecture for Analysis
3.1.3a Simulation Setup
3.1.4 Back-Propagation Learning Model for Seismic Data Analysis
3.1.4a Development of BPNN Model
3.1.5 Earthquake Study Area (Himalayan Dataset)
3.2 To Predicate Next Proximate Earthquake and Estimation of Earthquake Source Parameter and Stress Released in The Study Area
3.2.1 ANFIS with Particle Swarm Optimization Algorithm
3.2.2 ANFIS with Genetic Algorithm
3.2.3 Extreme Learning Machine structure (ELM)
3.2.4 Development of Computation Models (ANFIS-PSO-GA-ELM Model)
3.2.5 Application of Model
3.3 ANFIS and Kernel Extreme Learning Machine to the Assessment and Identification of Seismic b-value as Precursor
3.3.1 Earthquake Study Region and Dataset
3.3.2 ANFIS and Kernel Extreme Machine Learning
3.3.3 Training, Testing and Validation Flowchart
3.4 An Application for the Earthquake Spectral and Source Parameters and Prediction Using adaptive neuro fuzzy inference system and Machine Learning
3.4.1 Earthquake Dataset
3.4.2 Earthquake Location Estimation
4. RESULTS AND DISCUSSIONS
4.1 Analysis of high quality seismological recorded data
4.1.1 Earthquake Data Analysis Results
4.1.1.1 Training and Testing Results
4.1.2 Conclusions
4.2 To Predicate Next Proximate Earthquake and Estimation of Earthquake Source Parameter and Stress Released in The Study Area
4.2.1 Conclusion
4.3 ANFIS and Kernel Extreme Learning Machine to the Assessment and Identification of Seismic b-value as Precursor
4.3.1 Conclusions
4.4 An Application for the Earthquake Spectral and Source Parameters and Prediction Using adaptive neuro fuzzy inference system and Machine Learning
4.4.1 Epicentral Distance Estimation
4.4.2 Source Parameter & Dimension Estimation
4.4.3 Earthquake Prediction
4.4.4 Conclusions
5. SUMMARY AND CONCLUSIONS
5.1 Introduction
5.2 Summary of Thesis Results
6. RECOMMENDATIONS AND FUTURE DIRECTIONS
6.1 Introduction
6.2 Future Recommendation
6.3 Research Impact
6.3.1 Early Warning Systems
6.3.2 Building Codes
6.3.3 Mitigation Strategies
6.3.4 Understanding Earthquake Processes
6.3.5 Research and Development
6.4 Conclusions
This thesis aims to develop a predictive model using a Neuro Fuzzy Expert System (NFES) to estimate earthquake seismicity and predict impending earthquakes by analyzing seismic data through statistical and machine learning algorithms.
1.1 Preamble
Neural networks, fuzzy systems, and evolutionary computing all work together to form computational intelligence. There are many real-world uses for neural networks and fuzzy systems. The third technological revolution has just begun. Production, control systems, diagnostics, supervision, etc. are just a few of the many uses for Fuzzy Systems (FS) and Artificial Neural Networks (ANNs) (Narayanakumar & Raja, 2016) two important AI techniques. Neural networks' (Qiang, 2000) predictive power over some seismic parameters has been explored, but it comes with some caveats. A network's learned solution is not expressible. Fuzzy systems are not at fault here. Fuzzy rules are used to express explicit knowledge that forms the basis of these systems. Earthquake prediction using fuzzy systems has been the subject of a number of studies (Karimi et al., 2006).
The idea of merging ANNs and Fuzzy Systems emerged as the two were increasingly used in tandem in practise. Those with specialised knowledge can be replaced by neural networks. In this article, we introduce the idea of artificial neural networks and discuss their benefits and drawbacks. In order to reap the benefits of both methods, neuro fuzzy systems were developed. These systems can learn and generalise, and they can also display the model's hidden capabilities (Ahmadi et al., 2017a). To act in this way, they can go through a "learning phase" in which they observe inputs and outputs and adjust their settings, accordingly, allowing them to operate much like a fuzzy logic system (the "execution phase"). This type of systems is valuable for technical diagnostic and measuring activities, as well as complicated problem solving, because of the combination of these qualities.
1. INTRODUCTION: Covers the fundamental concepts of computational intelligence, seismic source models, and the motivation for using neuro-fuzzy expert systems in earthquake prediction.
2. REVIEW OF LITERATURE: Provides a comprehensive overview of existing research regarding seismic analysis, earthquake forecasting, precursor identification, and seismic hazard assessments.
3. METHODOLOGY: Describes the technical framework including ANN and ANFIS model architectures, data simulation, and the application of metaheuristic optimization for seismic parameters.
4. RESULTS AND DISCUSSIONS: Presents the empirical performance of the proposed hybrid models (ANFIS-PSO-GA-ELM) compared to traditional approaches in predicting PGA and seismic b-values.
5. SUMMARY AND CONCLUSIONS: Consolidates the research findings, highlighting the superior accuracy of hybrid metaheuristic models in predicting seismic events and determining source parameters.
6. RECOMMENDATIONS AND FUTURE DIRECTIONS: Outlines potential improvements for future earthquake research, including the use of high-resolution sensor data and the ethical integration of diagnostic tools in disaster management.
Earthquake prediction, Neuro Fuzzy Expert System, NFES, Artificial Neural Networks, ANN, ANFIS, Seismic seismicity, Peak Ground Acceleration, PGA, b-value, Computational Intelligence, Machine Learning, Earthquake precursors, Seismic hazard analysis, Geophysics.
The research addresses the inherent unpredictability of earthquakes. By proposing a Neuro Fuzzy Expert System, the author seeks to move beyond traditional, unreliable methods toward a more data-driven, accurate framework for predicting impending seismic events.
The study integrates Computational Intelligence (CI), specifically Artificial Neural Networks (ANN), Fuzzy Inference Systems, and hybrid metaheuristic algorithms like Particle Swarm Optimization (PSO) and Genetic Algorithms (GA).
The study asks whether a combined Neuro-Fuzzy Expert System can accurately analyze high-quality seismic datasets to estimate seismicity and effectively predict the timing and location of the next proximate earthquake.
The author employs a mix of spectral analysis of seismic waves, back-propagation learning models, and hybrid optimization techniques to develop and train predictive computational models.
The main part of the thesis focuses on modeling seismic parameters (like PGA) and precursor identifiers (like b-values) using diverse machine learning architectures to compare their performance in accuracy and computational efficiency.
The keywords emphasize the interdisciplinary reliance on advanced machine learning algorithms (ANFIS, ELM) to solve geophysical monitoring problems, specifically targeting the reduction of earthquake-related casualties through better predictive modeling.
The b-value helps characterize the relationship between earthquake frequency and magnitude; the study indicates that significant fluctuations in this parameter often precede major seismic events, making it a key indicator for the expert system.
This model integrates the strengths of neuro-fuzzy learning with evolutionary metaheuristics (PSO and GA) and Extreme Learning Machine speed, resulting in a more robust and accurate estimation of seismic loads compared to single or double hybrid models.
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