A systematic measurement of shear wave anisotropy in southern California Report for SCEC Award #15081 Submitted March 15, 2016

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A systematic measurement of shear wave anisotropy in southern California Report for SCEC Award #15081 Submitted March 15, 2016 Investigators: Zhigang Peng (Georgia Tech) I. Project Overview... i A. Abstract... i B. SCEC Annual Science Highlights... i C. Exemplary Figure... i D. SCEC Science Priorities... i E. Intellectual Merit... ii F. Broader Impacts... ii G. Project Publications... ii II. Technical Report... i A. Summary... Error! Bookmark not defined. B. Description... Error! Bookmark not defined. 1. Automated S phase picking and SWS measurement... Error! Bookmark not defined. 2. Results near the San Jacinto Fault Zone... Error! Bookmark not defined. 3. Construction of a platform for automated SWS analysis for 1995-2014... 2 4. Student Support and Involvement... 3 C. References... 4

I. Project Overview A. Abstract In the box below, describe the project objectives, methodology, and results obtained and their significance. If this work is a continuation of a multi-year SCEC-funded project, please include major research findings for all previous years in the abstract. (Maximum 250 words.) We systematically measure shear wave splitting (SWS) parameters near the San Jacinto Fault Zone in southern California [Li et al., 2015]. The analyzed data consist of 86 permanent and temporary stations during 2012-2014, including five linear dense arrays crossing the SJFZ at different locations, and other autonomous stations within 15 km from the main fault trace. Shear phase arrivals and SWS parameters (fast directions and delay times) are obtained with automated methods. Multiple criteria are then applied to rule out low-quality measurements, resulting in 23,000 high quality ones. We observe that the stations on the SW side have fast directions consistent overall with the maximum horizontal compression direction, while stations on the NE side show mixed patterns likely reflecting lithological/topographic variations combined with fault zone damage. There are no significant temporal changes of the fast direction and delay times within the study period. To extend this analysis to wider spatial and temporal span, i.e., the entire southern California from 1995 to 2014, we are making efforts to construct a platform for complete automated SWS analysis from fetching seismic data online to reporting the SWS measurements. B. SCEC Annual Science Highlights Each year, the Science Planning Committee reviews and summarizes SCEC research accomplishments, and presents the results to the SCEC community and funding agencies. Rank (in order of preference) the sections in which you would like your project results to appear. Choose up to 3 working groups from below and re-order them according to your preference ranking. Seismology Stress and Deformation Through Time (SDOT) Fault and Rupture Mechanics (FARM) C. Exemplary Figure Select one figure from your project report that best exemplifies the significance of the results. The figure may be used in the SCEC Annual Science Highlights and chosen for the cover of the Annual Meeting Proceedings Volume. In the box below, enter the figure number from the project report, figure caption and figure credits. Figure 3 Summary of the dominant fast directions and average delay times observed at all stations along the San Jacinto Fault Zone. The gray lines mark the active faults. Black bars are oriented along the dominant fast directions and scaled by the average delay times. Blue bars denote the orientations of maximum horizontal compressive directions from the stress model of Yang and Hauksson [2013]. The five boxes show the zoom-in plots for the five arrays. Gray bars show fast directions with resultant length less than 0.2, indicating poor concentration of fast directions. After Li et al. [2015]. D. SCEC Science Priorities In the box below, please list (in rank order) the SCEC priorities this project has achieved. See https://www.scec.org/research/priorities for list of SCEC research priorities. For example: 6a, 6b, 6c i

1a, 2d, 4a, 4b E. Intellectual Merit How does the project contribute to the overall intellectual merit of SCEC? For example: How does the research contribute to advancing knowledge and understanding in the field and, more specifically, SCEC research objectives? To what extent has the activity developed creative and original concepts? This project contributes to a better understanding of spatio-temporal evolutions of fault zone structures, as well as varying stress fields in southern California. F. Broader Impacts How does the project contribute to the broader impacts of SCEC as a whole? For example: How well has the activity promoted or supported teaching, training, and learning at your institution or across SCEC? If your project included a SCEC intern, what was his/her contribution? How has your project broadened the participation of underrepresented groups? To what extent has the project enhanced the infrastructure for research and education (e.g., facilities, instrumentation, networks, and partnerships)? What are some possible benefits of the activity to society? This project provided partial support to graduate student Zefeng Li s development of automatic shear wave splitting measurement (Li et al., JGR, 2015), as well as P and S wave phase picker (Li et al., SRL, submitted). These techniques will be shared freely to other researchers to perform similar research. In addition, we plan to share the final shear wave splitting measurements for entire southern California data set once they are done. G. Project Publications All publications and presentations of the work funded must be entered in the SCEC Publications database. Log in at http://www.scec.org/user/login and select the Publications button to enter the SCEC Pubications System. Please either (a) update a publication record you previously submitted or (b) add new publication record(s) as needed. If you have any problems, please email web@scec.org for assistance. ii

II. Technical Report The technical report should describe the project objectives, methodology, and results obtained and their significance. If this work is a continuation of a multi-year SCEC-funded project, please include major research findings for all previous years in the report. (Maximum 5 pages, 1-3 figures with captions, references and publications do not count against limit.) A. Summary We systematically measure shear wave splitting (SWS) parameters near the San Jacinto Fault Zone in southern California [Li et al., 2015]. The analyzed data consist of 86 permanent and temporary stations during 2012-2014, including five linear dense arrays crossing the SJFZ at different locations, and other autonomous stations within 15 km from the main fault trace. Shear phase arrivals and SWS parameters (fast directions and delay times) are obtained with automated methods. Multiple criteria are then applied to rule out low-quality measurements, resulting in 23,000 high quality ones. We observe that the stations on the SW side have fast directions consistent overall with the maximum horizontal compression direction, while stations on the NE side show mixed patterns likely reflecting lithological/topographic variations combined with fault zone damage. There are no significant temporal changes of the fast direction and delay times within the study period. To extend this analysis to wider spatial and temporal span, i.e., the entire southern California from 1995 to 2014, we are making efforts to construct a platform for complete automated SWS analysis from fetching seismic data online to reporting the SWS measurements. B. Description 1. Automated S phase picking and SWS measurement Since the data size to be used is so large that cannot be manually analyzed, automated algorithms are important components of this study. Two major steps of SWS measurement are S phase picking and SWS measurement. For the later, Savage et al. [2010] has developed a package named MFAST that well serves the purpose. For the phase picking step, we developed a method whose process can be briefed as Predict, Search and Invert, which is specially designed for the case where event location is known [Li and Peng, submitted]. It first predicts phase arrivals using an initial velocity model, and then applies a detector function to search genuine phase arrivals around the initial predictions. Using the newest searched phase arrivals (picks), the velocity model is updated accordingly and then used to predict more accurate arrival times. Such a procedure can be iterated multiple times, during which both phase picking and velocity model inversion will be improved. The MFAST package developed by Savage et al. [2010] determines the splitting parameters using the covariance matrix method of Silver and Chan [1991]. It performs grid-search over the fast direction-delay time (Φ-δt) space to minimize the energy on the component perpendicular to the initial polarization of shear waves. This process is applied over multiple measurement windows. The minimum and maximum window lengths are set using the dominant period of each waveform. Cluster analysis is then performed to determine the best solution among all the windows [Teanby et al., 2004]. The code also uses an automatic algorithm to determine the best band-pass filter for single measurement in terms of the tradeoff between frequency bandwidth and SNR. Figure 1 illustrates the analysis procedure with data of one example event. 1

2. Results near the San Jacinto Fault Zone We analyze 86 stations during 2012-2014 near the San Jacinto Fault Zone (SJFZ), including five linear Figure 1: An example of automatic SWS analysis on an M 1.13 event (event ID 15235601) recorded at station KNW. (a) 1-15 Hz filtered waveform. Red line marks the S pick. The vertical dashed lines and the gray shading mark the time window used in the SWS analysis. (b) The top two components that are rotated to incoming polarization parallel (p) and perpendicular (q) direction. The bottom two are components corrected with the determined delay time and fast direction. Dash lines mark the possible range for the starting (1, 2) and ending (3, 4) of the window. (c) The fast directions and delay times that are determined from 80 different time windows. (d) The distributions of fast directions and delay times determined from different time windows. The blue X marks the best cluster based on the criteria outlined in Teanby et al. [2004]. (e) Waveforms (top) and particle motions (bottom) for the original (left) and SWS corrected (right) waveforms. (f) Contours of the second eigenvalue of the covariance matrix for difference fast directions and delay times. The blue cross corresponds to the best-fitting parameters (delay time δt = 0.15 s, fast direction Φ = -45 o ). dense arrays crossing the SJFZ at different locations (Figure 2). The recording stations sample properties of fault zone damage and the opposite sides of the fault at various sections of the SJFZ. Figure 3 provides a summary map of the mean fast directions scaled by the mean delay times. The preferential fast directions are plotted with SHmax derived from the focal mechanism inversions of Yang and Hauksson [2013]. The results are generally compatible with those from previous studies [e.g., Aster and Shearer, 1992; Yang et al., 2011], but we also find significant variations of shear-wave anisotropy in both along-strike and across-fault directions in the SJFZ. A general observation is that stations on the SW side of the fault show fast directions largely consistent with the SHmax direction. In contrast, the fast directions on the NE side of the fault show mixed patterns. Some fast directions are sub-parallel to fault strike (e.g., IWR, PRAN, B086A and TRO), while others are parallel or subparallel to the SHmax direction (e.g., GVAR1, BALD) and a few are neither parallel to the fault nor the SHmax direction (e.g., PSPR and FOST). Stations that are close to the SJFZ (including the across-fault arrays) also indicate mixing patterns. Around the Anza seismic gap (approximately from the RA to SGB array), the fast directions agree well with the SHmax direction at stations TMSP, HSSP, WMC, DNR, and SETM. In comparison, outside the Anza gap, e.g., at the SGB and BB arrays, the fast directions are rather scattered. Such significant variations of fast directions on several across-fault arrays, with station spacing on the orders of a few tens of meters, suggest that shallow fault structures and near-surface layers play an important role in controlling the SWS parameters. 2

Figure 3 Summary of the dominant fast directions and average delay times observed at all stations along the San Jacinto Fault Zone. The gray lines mark the active faults. Black bars are oriented along the dominant fast directions and scaled by the average delay times. Blue bars denote the orientations of maximum horizontal compressive directions from the stress model of Yang and Hauksson [2013]. The five boxes show the zoom-in plots for the five arrays. Gray bars show fast directions with resultant length less than 0.2, indicating poor concentration of fast directions. 3. Construction of a platform for automated SWS analysis for 1995-2014 Hauksson et al. [2012] relocated the catalog events from 1981 to 2011 in southern California (now update to 2014, http://www.data.scec.org/research-tools/alt-2011-dd-hauksson-yangshearer.html). Originally we were planning to measure all the listed events in this catalog, but then we are aware that in the 1980s and mid 1990s the SCSN had very few horizontal components, which makes systematic measurement at that period less feasible. Therefore we revise the study period starting from 1995 and ending in 2014, which is two decades in total. Based on the above work in the SJFZ, we are constructing a platform for fully automated measurement of SWS parameters. The key steps of the implementation are summarized below: 3

To speed up the computation, the data will be organized yearly-based, i.e. the events in the same year are pooled together and processed once. Although in theory the algorithm is simple, special care needs to be taken for some practical issues, such as broken data and piping outputs among different programs. We are in the process of weeding out these problems, and expect to establish the system shortly. Systematic analysis of spatiotemporal variations of SWS will follow afterwards. A complete catalog of SWS measurements will be provided as a data product for the community. 4. Student Support and Involvement For each event in Yang and Hauksson s catalog: 1) Fetch waveform data from SCECD via STP 2) Automated S phase picking using PSI method 3) Automated SWS measuring using MFAST 4) Save measurement results into output file 5) Clean waveform data from storage The project provided partial support for Georgia Tech graduate student Zefeng Li, who is expected to graduate in 2017. The results in the SJFZ have been published in JGR. The automated phase picking algorithm has been submitted to SRL and the package will be open to the public. This work will become an important component of Zefeng s Ph.D. thesis. C. References (with publications/meeting abstracts supported by the grant marked in bold) Aster, R. C. and P. M. Shearer (1992), Initial shear wave particle motions and stress constraints at the Anza Seismic Network, Geophys. J. Int., 108, 740 748. Hauksson, E., W. Yang and P. M. Shearer. Waveform Relocated Earthquake Catalog for Southern California (1981 to June 2011). Bull. Seism. Soc. Am., Vol. 102, 2239-2244. 2012. Li, Z., Z. Peng, Y. Ben-Zion, and F. Vernon (2015), Spatial variations of shear-wave anisotropy near the San Jacinto Fault Zone in southern California, J. Geophys. Res. Solid Earth, 120, 8334-8347, doi: 10.1002/2015JB012483. Li, Z., and Z. Peng, An automatic phase picker for local earthquakes: Combining a signalto-noise ratio detector with 1D velocity model inversion, Seismol. Res. Lett., submitted. Savage, M. K., A. Wessel, N. Teanby and T. Hurst (2010), Automatic measurement of shear wave splitting and applications to time varying anisotropy at Mt. Ruapehu volcano, New Zealand, Journal of Geophysical Research. J. Geophys. Res., 115, B12321, doi:10.1029/2010jb007722, 2010. Silver, P. and W. Chan (1991), Shear-wave splitting and subcontinental mantle deformation. Journal of Geophysical Research-Solid Earth 96, 16429-16454. Teanby, N., Kendall, J., Van der Baan, M., (2004), Automation of shear-wave splitting measurements using cluster analysis. Bulletin of the Seismological Society of America 94, 453-463. Yang, W. and E. Hauksson (2013), The tectonic crustal stress field and style of faulting along the Pacific North America Plate boundary in Southern California, Geophys. J. Int., 194 (1): 100-117, doi:10.1093/gji/ggt113. Yang, Z., A. Sheehan, and P. Shearer (2011), Stress induced upper crustal anisotropy in southern California, J. Geophys. Res., 116, B02302, doi:10. 1029/ 2010JB007655. 4