Efficient Utilization of Compression Techniques on Seismic Signals | ||||
Menoufia Journal of Electronic Engineering Research | ||||
Article 57, Volume 28, ICEEM2019-Special Issue, 2019, Page 194-200 | ||||
Document Type: Original Article | ||||
DOI: 10.21608/mjeer.2019.77013 | ||||
View on SCiNiTO | ||||
Authors | ||||
Mohamed.M. El.Abasy1; Taha E. Taha2; Adel S. El-fishawy3; Moawad. I. Dessoky4; Fathi E. Abd El-Samie2 | ||||
1Silicon Expert Tecnology Faculty of Electronic Engineering (FEE), Menoufia University | ||||
2Electronics and Electrical Communications Engineering Department Faculty of Electronic Engineering (FEE), Menoufia University | ||||
3Electronics and Electrical Communications Engineering Department Faculty of Electronic Engineering | ||||
4Electronics and Electrical Communications Engineering Department Faculty of Electronic Engineering (FEE), Menoufia University | ||||
Abstract | ||||
This paper presents a framework for compressing seismic signals. These signals move through the layers of the earth as a result of either natural sources such as earthquakes, volcanoes or landslides or by artificial sources like explosions. The compression can be defined as the process of compressing a signal to reduce its size for easy transmission. The seismic signal is coded by Linear Predictive Coding (LPC) technique. Also, the seismic signal is compressed using two techniques. The first technique depends on decimation process to compress the signal. On the other hand, the signal can be recovered using inverse techniques. The inverse techniques include maximum entropy and regularized. The second technique is called Compressive Sensing (CS) and the seismic signal can be reconstructed using linear programming. The performance of coding and compression techniques is evaluated using Dynamic Time Warping (DTW). | ||||
Keywords | ||||
LPC; Decimation process; Maximum entropy technique; Regularized technique; CS and DTW | ||||
References | ||||
[1] P. M. Shearer, ’’Introduction to seismology: The wave equation and body waves‘‘. Lecture Notes,2010. [2] S. K. Jagtap,M. S. Mulye and M. D. Uplane, ’’Speech coding techniques‘‘, Procedia Computer Science,vol. 49, pp. 253-263, 2015. [3] M. W. Spratling , ’’A review of predictive coding algorithms‘‘, Brain and cognition, vol.112, pp. 92-97, 2017. [4] S.I. Kabanikhin and M. A. Shishlenin, ’’Theory and numerical methods for solving inverse and ill-posed problems‘‘. Journal of Inverse and Ill-posed Problems, vol. 27, no.3, pp. 453-456, 2019. [5] P. Tsilifis, X. Huan, C. Safta, K. Sargsyan, G. Lacaze, J. C. Oefelein, and R. G. Ghanem, ’’Compressive sensing adaptation for polynomial chaos expansions‘‘. Journal of Computational Physics, vol. 380, pp. 29-47, 2019. [6] P. P.Vaidyanathan, ’’The theory of linear prediction‘‘. Synthesis lectures on signal processing, vol.2, no.1, pp.1-184, 2007. [7] M. W. Spratling, ’’ A review of predictive coding algorithms‘‘. Brain and cognition, vol. 112, pp. 92-97, 2017. [8] A. O'Cinneide, D. Dorran and M. Gainza. ’’Linear Prediction: The Problem, its Solution and Application to Speech‘‘, 2008. [9] F. E. A. El-Samie,’’Super Resolution Reconstruction of Images‘‘, PhD Thesis, 2005. [10] D. Shaykhutdinov, D. Shurygin, G. Aleksanyan, I. Grushko,. R. Leukhin, I. Stetsenko and V. Leukhin, ’’Analysis and Synthesis of Algorithms of Solving Inverse Problems by Methods of Classical and Modern Automatic Control Theory‘‘, Asian Journal of Information Technology, vol.9, no. 15, pp. 1443-1446, 2016. [11] H. Gupta, J. Fageot and M. Unser, ’’Continuous-domain solutions of linear inverse problems with Tikhonov versus generalized TV regularization‘‘, IEEE Transactions on Signal Processing,vol. 66, no. 17, pp. 4670-4684, 2018. [12] S. Ahmed, ’’Compressive Sensing for Speech Signals in Mobile Systems‘‘, 2011. [13] R. G. Baraniuk, ’’Compressive sensing. IEEE signal processing magazine‘‘, vol. 24, no. 4, 2007. [14] S. Desai and N. Nakrani, ’’Compressive sensing in speech processing: A survey based on sparsity and sensing matrix‘‘, International Journal of Emerging Technology and Advanced Engineering, vol. 3, no. 12, pp. 18-23, 2013. [15] P. Anantasech and C. A. Ratanamahatana, ’’Enhanced Weighted Dynamic Time Warping for Time Series Classification‘‘, In Third International Congress on Information and Communication Technology. Springer, Singapore, pp. 655-664, 2019. | ||||
Statistics Article View: 150 |
||||