ORIGINAL RESEARCH article

Front. Earth Sci., 23 January 2023

Sec. Solid Earth Geophysics

Volume 11 - 2023 | https://doi.org/10.3389/feart.2023.1043468

Low-intensity anomaly involving ML≥4 events preceding strong earthquakes in Tibet

  • 1. State Key Laboratory of the Tibetan Plateau Earth System, Environment and Resources (TPESER), Institute of Tibetan Plateau Research, Chinese Academy of Sciences, Beijing, China

  • 2. Seismological Bureau of the Tibet Autonomous Region, Lasha, China

  • 3. University of the Chinese Academy of Sciences, Beijing, China

  • 4. Department of Geophysics, Yunnan University, Kunming, China

Abstract

Seismic quiescence or enhanced phenomena are anomalous changes against the background of normal seismic activity. Preliminary studies have found that earthquakes with a magnitude of ML≥4 often occur at a low occurrence frequency before giant earthquakes in Tibet. This study analyzed the catalog of ML≥4 earthquakes from 2008 to 2022 and examined the anomalous occurrence of ML≥4 earthquakes preceding most ML≥6 earthquakes. When the monthly occurrence frequency of ML≥4 earthquakes was lower than 4 times over six consecutive months, the subsequent occurrence of ML≥6 earthquakes was highly likely as evidenced by observations. The anomalous characteristics of low-intensity activities were analyzed as a medium- and short-term forecasting index for large earthquakes in the Tibetan area.

1 Introduction

Statistical analysis of quiescent seismic activity anomalies constitutes one of the methods used in seismological forecasting (e.g., Mogi, 1969; ; Wyss et al., 2004; ; ; Shi, 2020; Liu, 2021). The seismic quiescence area reflects the accumulation of regional strain during a certain period and thus is meaningful (Sobolev et al., 2002; Zöller et al., 2002; ; Wu and Chiao, 2006; ; Qin et al., 2015; Wen et al., 2016). Obvious moderate earthquake quiescence before many large earthquakes has been suggested and considered a precursor of strong earthquakes with physical significance as an important basis for earthquake forecasting (e.g., ; Zhang, 2001; ; Wyss et al., 2004; Zhu et al., 2012; Wang et al., 2014; ; Wang et al., 2017; ; Zhang et al., 2018; ; ). The seismic activity in mainland China indicates the alternation of strong and weak segments and associated fluctuations (e.g., Su, 1996), and the accumulated seismic data for northern China and southwestern China (Yunnan) suggest an appropriate minimum limit of the magnitude and quiescence period for seismic forecasting using the optimal parameter combination (e.g., ; ; ).

Although the Tibetan Plateau is vast and sparsely populated, earthquakes of magnitude six and above are highly destructive and can easily result in casualties and property losses (Tillotson, 1951; Liu et al., 2014; ). The destructive earthquakes caused direct economic losses of approximately 1,280 billion Yuan from 1993 to 2016, nearly equal to 80% of China’s fiscal revenue in 2016 (e.g., ). For instance, the 2020 Yutian earthquakes affected an area of approximately 128,310 km2 with 455,000 inhabitants, causing direct economic losses of 1,080 million Yuan, and 2,970,054 m2 of houses in rural residential areas were completely destroyed or seriously damaged (e.g., Ni and Hong, 2014). From the perspective of reducing earthquake disasters, it is of great significance to explore and study forecasting methods for large earthquakes. Previous studies have also suggested that before the occurrence of M>6 earthquakes in Tibet (e.g., ; ; Yu et al., 2013; Tian et al., 2021), the epicenter and surrounding regions of earthquakes with a magnitude of ML≥4 were characterized by a large quiescent area (). To further explore the relationship between low-intensity activity anomalies of ML≥4 earthquakes and large earthquakes, we conducted spatiotemporal scans of ML≥4 earthquakes in the Tibet Autonomous Region and adjacent areas (hereafter referred to as Tibet), performed statistical analysis of low-intensity anomalies to predict their significance and criteria, and determined medium- and short-term predictors of ML≥6 earthquakes with satisfactory regularity and reliability.

2 Data and methods

Regarding the sparse earthquake monitoring network in Tibet and because the magnitude of completeness is the ML≥3 level, the lower limit of the magnitude in this study was selected as ML=4.0. The catalog of M<5 earthquakes used in this study was a catalog of monthly earthquake reports obtained from the Tibet Regional Seismological Network from 1987 to 2022 (Seismological Bureau of the Tibet Autonomous Region), and the catalog of earthquakes of ML≥5 was compiled by the China Earthquake Network Center (China Earthquake Administration). The magnitude completeness for the regional catalog over running time windows has been checked to be ML≥3.0 and confirmed not to influence the ML≥4 earthquake occurrence frequency change. During daily earthquake forecasting, we adopted a very convenient statistical method to track this anomaly. We defined the occurrence frequency of fewer than 24 ML≥4 earthquakes over half a year in Tibet as a low-intensity anomaly and conducted time scans for the ML≥4 earthquake low-intensity occurrence within a 6-month window and 1-month steps. In this study, we focus on the Tibetan region because a great number of multidisciplinary studies have been conducted on forecasting methods for larger earthquakes, and the Tibetan Plateau has one of the highest seismic hazards in the world, such as the 1950 Assam M8.6 earthquake (e.g., Tillotson, 1951).

The study area was selected in the Tibet Autonomous Region and adjacent areas within 50 km around the Tibet Autonomous Region, covering the majority of the Tibetan Plateau (Figure 1). Considering the occurrence frequency of ML≥4 earthquakes in Tibet and adjacent areas, there is a notable difference before and after 2008 (Figure 2). From 1987 to 2007, the average annual recurrence frequency was 19 times, but from 2008 to 2022, the average annual recurrence frequency increased to >50 times. This could be explained by the rapid construction of the seismic monitoring network in 2008, namely, the 10th Five-Year Plan project. Before 2007, there were only five seismic stations in Tibet, and the recorded ML≥4 earthquake catalog was incomplete (). However, after 2008, the number of seismic stations in the Tibetan region significantly increased, and the monitoring capacity was greatly improved (e.g., ).

FIGURE 1

FIGURE 2

The minimum magnitude of completeness (Mc) in earthquake catalogs plays an important role in studying seismicity and assessing seismic hazards (e.g., ; ; Yu et al., 2020). The specific calculation methods for Mc are the maximum curvature method (MAXC; Woessner et al., 2004) and the goodness-of-fit method (GFT; Wiemer and Wyss, 2000), or the entire magnitude range method (EMR; Woessner and Wiemer, 2005). Another method for calculating Mc is based on non-G-R relationships, such as the magnitude sequence (Schorlemmer and Woessner, 2008). In this study, we use the combination of MAXC, GFT and magnitude-sequence methods based on the software package ZMAP (Stefan Wiemer, ETH) according to the G-R law and the maximum curvature of logN-M correlation analysis (Figure 3; Supplementary Table S1). The advantage of complementing the earthquake-sequence method is that it can avoid the significant reduction in seismic monitoring capability in the aftershock area or even in a larger area after a strong earthquake (). The observed earthquakes were randomly sampled, and the statistics were calculated after each sampling. The standard variance of each statistic was estimated as ΔMc (Yu et al., 2020). For these reasons, this study considered the period from 2008 to 2022, during which the minimum magnitude of the Tibetan network could reach 2.5–3.5 and an average of <3.5 (Figure 3; Table 1 and Supplementary Table S1). By scanning the activity of ML≥4 earthquakes from 2008 to 2022, we found that the monthly occurrence frequency of M≥4 earthquake activity was than a certain value (e.g., 4–8 times per month), concordant with the subsequently occurring M>6 earthquakes. This type of forecasting index can hardly be applied in forecasting because the time length of each seismic quiescence period differs. For instance, the earthquake quiescence phenomena before a strong earthquake and the quiescence interval between two strong earthquakes notably differ, which must be solved before using the seismic quiescence period as an effective earthquake forecasting index (e.g., Ping et al., 2001; Zhuang et al., 2002; ; Zhu et al., 2014). The identification of spontaneous and triggered earthquakes is performed statistically. We applied the method to the seismicity of Tibet, analyzed the sensitivity of the results and mapped the background seismicity in Tibetan seismic areas (Figure 2). In addition, the aftershock elimination method was not incorporated to this study because the removal of aftershocks reduces the event number and thus enhances the observed seismic quiescence, which remains within the range of low-intensity anomalies and follows our estimates.

FIGURE 3

TABLE 1

NumberaDateLatitude(N°)Longitude(E°)Depth(km)Magnitude(ML)bEpicenterML≥4 foreshocks (months, times/m)cPoisson possibility
12008-01-0932.5085.20246.9Gaize, Tibet AR7, 0.92.13%
2008-01-1632.4585.20156.0Gaize, Tibet AR7, 0.92.13%
22008-03-2135.6081.60337.3Yutian, Xinjiang7, 0.92.13%
32008-08-2531.0083.60106.8Zhongba, Tibet AR6, 3.320.23%
2008-09-2530.8083.60106.0Zhongba, Tibet AR6, 3.320.23%
42008-10-0629.8090.3086.6Dangxiong, Tibet AR6, 3.320.23%
52009-07-2431.2586.05136.0Nima, Tibet AR8, 3.620.23%
62010-03-2432.3693.0576.1Nie Rong, Tibet AR8, 3.920.23%
72011-09-1827.4288.10116.8Sikkim, India13, 3.220.23%
82012-08-1235.9082.50306.2Yutian, Xinjiang10, 3.120.23%
92013-08-1230.0497.96156.1Zuogong, Tibet AR11, 3.120.23%
102014-02-1236.1082.50127.3Yutian, Xinjiang——
112015-04-2527.9185.33128.1Nepal12, 2.215.76%
122016-10-1732.8194.9396.2Zaduo, Qinghai——
132017-11-1829.7595.02106.9Milin, Tibet AR12, 2.215.76%
142019-04-2428.4094.61106.3Medog, Tibet AR——
152020-06-2635.7382.33106.4Yutian, Xinjiang6, d2.315.76%
162020-07-2333.1986.81106.6Nima, Tibet AR6, d2.315.76%
172021-03-1931.9492.74106.1Tibet AR6, 2.515.76%
182021-04-2826.7692.50106.2India6, 2.515.76%

Parameters of the ML≥6 earthquakes in Tibet from 2008 to 2022.

a

The data format follows the yyyy-mm-dd format in this study.

b

Tibet AR, denotes the Tibet Autonomous Region in this study.

c

The expectation value of Poisson possibility is 3.85 times per month for the ML≥4 foreshock events in this study (Supplementary Table S2).

d

The period calculated is from 2019 to 09 to 2020–02 due to the occurrence of M≥5 earthquakes in 2020–03 and 2020-05, respectively.

3 Results

3.1 Statistics of the low-intensity occurrence of ML≥4 earthquakes immediately before strong earthquakes

The formation of the Tibetan Plateau had a profound effect on geological and geophysical evolution (e.g., ). The eastern Tibetan region is composed of several tectonic blocks and separated by several very long active faults, such as the Kunlun fault, the Longmenshan (LMS) fault, the Xianshuihe fault, the Xiaojiang fault, and the Red River fault (). Along these faults, numerous large earthquakes have occurred frequently. Tibet upper crustal faulting is currently active throughout the orogen, with exceptions along a few north-trending rifts in southern Tibet, where earthquakes may have occurred within the lower crust or upper mantle lithosphere (e.g., Taylor and Yin, 2009).

From 2008 to 2022, a total of nearly twenty earthquakes of magnitude ML≥6 occurred in the study areas (Figure 1; Table 1), of which three earthquakes exhibited magnitude ML≥7, including two earthquakes of magnitude 7.3 in Yutian and Xinjiang and one earthquake of magnitude 8.1 in Nepal (within 50 km from the border). The minimum magnitude of completeness (Mc) in the study area has been decreasing since 2008 (Figure 3), with the highest Mc close to 3.5 from 2008 to 2011 and between 3.5 and 2.8 from 2011 to 2015, and the overall decrease in Mc from 2015 to 2021, with a minimum value of roughly 2.3 (Figure 3). The decrease in Mc value with time reflects the increase in seismic monitoring capability in the study area with time (e.g., Long et al., 2009). Then, the monthly occurrence frequency characteristics of ML≥4 earthquakes before ML≥6 earthquakes and the temporal correlation between fore- and mainshocks were analyzed (e.g., ). We calculate the expectation values of ML≥4 events times per month preceding the ML≥6 earthquakes in the study period (Supplementary Table S2) and further analyze the variation in the Poisson possibility distribution of the ML≥4 foreshock occurrence over the entire 14 years. The ML≥4 foreshocks exhibited Poisson probability of >10% in the consecutive months preceding the ML≥6 events (Fig. S1).

During data analysis, we found that the monthly occurrence frequency of ML≥4 earthquakes was greatly affected by the aftershocks of M≥5 earthquakes. In January 2008, two consecutive earthquakes of magnitude ML≥6 occurred in Gaize, and the activity characteristics of ML≥4 earthquakes from June 2007 to January 2008 were used for analysis. Figures 4, 5 show the time series and monthly occurrence frequency of earthquakes of magnitude ML≥4 from 2008 to 2022. Among the listed groups of M≥6 earthquakes and their foreshocks, we found no anomaly before the subsequent M6.0 earthquake (the 2009 Nima earthquake), which likely contained undetected events. The remaining earthquakes corresponded well to the quiescence phenomenon of ML≥4 earthquakes with a monthly occurrence frequency of ≤4 times over six consecutive months. Before the M6.6 earthquake in Dangxiong on 6 October 2008, affected by the M6.8 earthquake in Zhongba on 25 August 2008, and the M6.0 earthquake in Zhongba on 25 September 2008, the monthly occurrence frequency of ML≥4 earthquakes was high, and this could be regarded as an anomaly corresponding to strong earthquakes. Based on the above analysis, the monthly occurrence frequency of ML≥4 earthquakes was generally low before the occurrence of ML≥6 earthquakes in Tibet, e.g., at most 4 ML≥4 earthquakes over six consecutive months. The potential correspondence between the monthly occurrence frequency of the time series of ML≥4 events and distributed ML≥6 events was visualized (Figures 4, 5).

FIGURE 4

FIGURE 5

Accordingly, in recent decades, the average monthly occurrence frequency of ML≥4 earthquakes in Tibet has remained above 4.2, and the meaningful low-intensity seismic activity for ML≥6 event forecasting indicates that the monthly occurrence frequency should decrease to <4 over >4 consecutive months (e.g., ; Ma et al., 2017). In detail, we noted that low-intensity earthquake activities corresponded to the subsequent occurrence of 15 ML≥6 events (>83% in total), as shown in the subfigures. For example, the low-intensity events between June 2007 and July 2008 exhibited a suitable agreement with the Gaize M6.9 (2008-01-09, Figure 4A), Yutian M7.3 (2008-03-21, Figure 4B), Zhongba M6.8 (2008-08-25, Figure 4B), Zhongba M6.0 (2008-09-25, Figure 4B), and Dangxiong M6.6 (2008-10-06, Figure 4B) earthquakes; the low-intensity events between November 2008 and May 2009 corresponded with the Nima M6.0 earthquake (2009-07-24) (Figures 4C, D). A similar correspondence is shown in Figures 4C–F, Figures 5A–F until 2022. However, there were still 3 ML≥6 earthquakes without the aforementioned low-intensity precursor of ML≥4 events before strong earthquakes, i.e., the Yutian M7.3 (2014-02-12), Zaduo M6.2 (2016-10-17), and Medog M6.3 (2019-04-24) earthquakes, which could be attributable to unclear mechanisms.

The statistical results revealed that 15 of the 18 ML≥6 earthquakes exhibited low-intensity activity of ML≥4 earthquakes lasting for more than 6 months before earthquake occurrence, accounting for >83% of the total number, and these strong earthquakes occurred within 4 months after the end of the low-intensity events. Among them, 8 ML≥6 earthquakes occurred during the continuous low-intensity activity period, 4 ML≥6 earthquakes occurred within 1–2 months after the low-intensity activity ended, and 3 ML≥6 earthquakes occurred within 3–4 months. Before the occurrence of large earthquakes, the monthly occurrence frequency of ML≥4 earthquakes was low on average, but the low-intensity period was not proportional to the magnitude of large earthquakes, and the low occurrence frequency did not significantly increase before large earthquakes, similar to short-term enhancement, which may be one of the characteristics of local seismicity in Tibet ().

3.2 Spatial location analysis of large earthquakes

Seismic quiescence before large earthquakes has been found and demonstrated in several regions of the world, such as the 1995 M7.2 Kobe (Japan) earthquake (), 2000 Mw 6.8 Uglegorskoe (Russia) earthquake (Wyss et al., 2004), 2016 Mw 6.0 Amatrice (Italy) earthquake (), 2017 Mw 7.3 Sarpol Zahab (Iran) earthquake (). Wyss and Habermann (1988) defined the above precursory seismicity quiescence as a statistically significant reduction in the activity rate before mainshock occurrence compared to the background rate within the same study area. Chen et al. () studied the moderate seismic activity in the surrounding areas of M>6.5 mainshocks in western China since 1970 and found that precursor large-scale seismicity quiescence occurred at the epicenter and surrounding areas of the mainshock. Spatially, a rate decrease occurred in the main shock source region and its vicinity. Currently, the detection of seismic quiescence before a major earthquake remains an exciting new possibility in earthquake physics () and represents a new and promising method to realize earthquake forecasting (; Wyss et al., 1997; ; Rundle et al., 2000; ; Zöller et al., 2002; Turcotte et al., 2003; Takahashi and Kasahara, 2004).

We analyzed the spatial distribution of the abovementioned 15 ML≥6 large earthquakes corresponding to low-intensity precursory anomalies and found that most of these large earthquakes occurred in the quiescence area of ML≥4 earthquakes. Among them, 13 earthquakes (86%) occurred within the quiescence area, and two earthquakes did not occur in the quiescence area (Table 2). Here, we compare the location of the epicenters of the fore- and mainshocks (Figure 6). Since November 2021, low-intensity anomalies of ML≥4 earthquakes have again occurred, and ML≥4 earthquake quiescence areas have been formed in western, central and southeastern Tibet. These areas are high-risk areas for future ML≥6 earthquakes after July 2022.

TABLE 2

AreaaPeriodbMonthscActual earthquake occurrence (ML≥6)Intervals (/month)dCorrespondence
Gaize, Tibet AR2007-06-2007-1272008-01-09 (M6.9)0Y
2008-01-16 (M6.0)
Yutian, Xinjiang2007-06-2008-0282008-03-21 (M7.3)0Y
Zhongba, Tibet AR2008-02-2008-0762008-08-25 (M6.8)0Y
2008-09-25 (M6.0)
Dangxiong, Tibet AR2008-02-2008-0762008-10-06 (M6.6)2Y
 Nima, Tibet AR2008-11-2009-0572009-07-24 (M6.0)1N
Nie Rong, Tibet AR2009-07-2010-0282010-03-24 (M6.1)0Y
Sikkim, India2010-08-2011-0492011-09-18 (M6.8)4Y
Yutian, Xinjiang2011-10-2012-0692012-08-12 (M6.2)1Y
Zuogong, Tibet AR2012-09-2013-07112013-08-12 (M6.1)0Y
Yutian, XinjiangNot applicableNone2014-02-12 (M7.3)Y
Nepal2014-04-2015-03122015-04-25 (M8.1)0Y
Zaduo, QinghaiNot applicableNone2016-10-17 (M6.2)Y
Milin, Tibet AR2016-11-2017-10122017-11-18 (M6.9)0N
Medog, Tibet ARNot applicableNone2019-04-24 (M6.3)Y
Yutian, Xinjiang2019-09-2020-0262020-06-26 (M6.4)3Y
Nima, Tibet AR2019-09-2020-0262020-07-23 (M6.6)4Y
Tibet AR2020-09-2021-0262021-03-19 (M6.1)0Y
India2020-09-2021-0262021-04-28 (M6.2)1Y

Correspondence of the low-intensity ML≥4 earthquakes to the ML≥6 mainshocks.

a

The period of the low-intensity ML≥4 earthquakes.

b

The number of months matching the low-intensity ML≥4 earthquake period.

c

The occurrence time and magnitude of the subsequent ML≥6.0 earthquakes.

d

Whether ML≥6.0 earthquakes occurred in the previous ML≥4 earthquake quiescence zone, which was determined by the Seismological Bureau of the Tibet Autonomous Region monthly.

FIGURE 6

4 Discussion

Earthquake quiescence or enhancement represents an anomalous change against the background of normal activity, and this anomaly could provide a certain predictive significance for the time and location of strong earthquakes (e.g., Ping et al., 2000; Ma and Chen, 2011; ). From the perspective of reducing earthquake disasters, it is important to improve the forecasting methods for M>6 earthquakes. In Tibet, there is no systematic study of the forecasting performance of the earthquake quiescence anomaly due to technical and instrumental limits, but based on a recently greatly improved seismic network, we found that the ML≥4 seismic activity in Tibet was consistently associated with a low monthly occurrence frequency and moderate intensity in this region.

Earthquake occurrence imposes a certain effect on forecasting (Zhang et al., 2019). Subsequently, it is necessary to determine the anomalous characteristics of ML≥4 seismic activities to further explore the relationship between low-intensity ML≥4 seismic activity anomalies and strong earthquakes and to determine additional short-term forecasting indicators for strong earthquakes. The period of low-intensity seismicity is related to the magnitude of earthquakes above M6. However, there exists no direct proportional relationship between the period of low-intensity seismicity and subsequent strong earthquake magnitude according to our current study (Figures 4, 5), and more comprehensive evaluation research should be performed for hazardous earthquake forecasting.

Through analysis, we found that there occurred a suitable correspondence between strong earthquakes and the low-intensity activities of ML≥4 earthquakes, lasting for more than 6 months (e.g., Yan et al., 2012). The average monthly frequency of ML≥4 earthquakes in Tibet and neighboring areas since 2007 is 4.71 times, and the monthly frequency is generally considered low when it is less than 4 (Supplementary Table S2). In this study, the cumulative semiannual frequency of ML≥4 earthquakes in Tibet and neighboring areas is defined as low-frequency anomalies when the semiannual frequency is less than 24. However, sometimes influenced by aftershocks of large earthquakes or ML4 clusters, there are individual months with more than four earthquakes of ML≥4 during the duration of low frequency. The statistics of this study find that better correspondence with earthquakes of M≥ 6 is a period of sustained weak ML ≥ 4 seismic activity, and these occasional slightly higher frequencies have less impact. We compared different time windows to assess the low-intensity activity of events and found that the time window of the month range is one of the most effective and convenient windows for analyzing the event occurrence frequency, possibly due to the triggering effect of short-period Earth tides, including semidiurnal and diurnal tides (e.g., ). In this study, we counted the low-intensity anomalies from January 2007 to July 2022, with a window length of 6 months, in sequence, as shown in Supplementary Table S3. Since 2007, a total of 12 low-intensity anomalies have occurred, and except for the ongoing anomalies indicating subsequent corresponding earthquakes, nine of the previous 11 anomalies corresponded to ML≥6 earthquakes, with a corresponding rate of 82%. After eight low-intensity anomalies ended, ML≥6 earthquakes occurred within 2 months, accounting for 73% of the total number (Figure 7). To scientifically and objectively evaluate the effectiveness of this method for forecasting earthquakes, this study uses the R-value calculation method proposed by Xu (1993) in the evaluation of forecast effectiveness: , , , where denotes the number of correctly forecasted earthquakes, denotes the total number of earthquakes that should be forecasted, denotes the forecast occupation time, and denotes the total forecast study time. In this study, the total forecast study time is from January 2007 to March 2022, for a total of 182 months. During this period, 18 earthquakes of magnitude six or higher occurred. The forecast occupation time is 6 months from the beginning to the end of the anomaly, and the forecast occupation time for 11 anomalies is 143 months. The earthquakes that occurred during this period, called correctly forecasted earthquakes, are 16 in total. It is calculated that R = .1 > 0, indicating that the method is more effective than random forecasting and has predictive significance. Therefore, we suggest using this low-intensity anomaly as a short-term forecasting index for earthquakes of magnitude six or above. The forecasting threshold of the low-intensity anomaly is half a year, the predicted occurrence time of impending ML≥6 earthquakes is less than 2 months, and the earthquake location is within the quiescence zone of the ML≥4 foreshocks. The catalog and monthly count of the ML≥4 events used in this study are shown in Supplementary Table S4 and the supplemental dataset.

FIGURE 7

5 Conclusion

In this study, spatial and temporal scanning analysis of ML≥4 earthquakes and subsequent ML≥6 earthquakes in Tibet and adjacent areas was conducted

via

statistical test methods, and the following conclusions could be drawn: (

;

Traitangwong and Pailoplee, 2017

).

  • 1) The low-intensity occurrence (≤24 times every 6 months) of ML≥4 earthquakes lasting for more than 6 months from 2008 to 2022 corresponded well to the subsequent occurrence of ML≥6 earthquakes in Tibet.

  • 2) ML≥6 mainshocks preferentially occurred in the quiescent area of the epicenters of ML≥4 foreshocks. This anomalous feature could be used to predict the location of strong earthquakes in Tibet.

  • 3) The period of low-intensity ML≥4 earthquakes was not proportional to the magnitude of subsequent strong earthquakes.

Statements

Data availability statement

The original contributions presented in the study are included in the article/Supplementary Material, further inquiries can be directed to the corresponding author.

Author contributions

JG performed the observation analysis and interpreted the results. YZ, YJ, and WZ elaborated the study and wrote the manuscript. RQ, JL, LX, and CX provided comments to improve the manuscript. All authors examined the results and interpretations and participated in manuscript writing. All authors have read and agreed to the published version of the manuscript.

Funding

This study benefited from financial support provided by the Chinese Academy of Sciences (CAS) Pioneer Hundred Talents Program and the Second Tibetan Plateau Scientific Expedition and Research Program (2019QZKK0708).

Acknowledgments

We are thankful to three reviewers for their constructive comments allowed to improve our manuscript. We thank China Earthquake Administration and the Seismological Bureau of the Tibet Autonomous Region for sharing the data used in this study. We are also obliged to Mengyu Xie from the China Earthquake Networks Center for sharing the software package of ZMAP (Stefan Wiemer, ETH).

Conflict of interest

The authors declare that the research was conducted in the absence of any commercial or financial relationships that could be construed as a potential conflict of interest.

Publisher’s note

All claims expressed in this article are solely those of the authors and do not necessarily represent those of their affiliated organizations, or those of the publisher, the editors and the reviewers. Any product that may be evaluated in this article, or claim that may be made by its manufacturer, is not guaranteed or endorsed by the publisher.

Supplementary material

The Supplementary Material for this article can be found online at: https://www.frontiersin.org/articles/10.3389/feart.2023.1043468/full#supplementary-material

References

  • 1

    AkiK. (1965). Maximum likelihood estimate of b in the formula logN= a-bM and its confidence limits. Bull. Earthq. Res. Inst. Univ. Tokyo43, 237–239.

  • 2

    ChenC.RundleJ.HollidayJ. R.NanjoK. Z.TurcotteD. L.LiS. C.et al (2005). The 1999 Chi-Chi, Taiwan, earthquake as a typical example of seismic activation and quiescence. Geophys. Res. Lett.32 (22). 10.1029/2005GL023991

  • 3

    ChenL. (2018). Analysis of quiescence anomalies of MS4 earthquake in Keping block, Xinjiang. Inland Earthq. (in Chin.32, 370–378. 10.16256/j.issn.1001-8956.2018.04.009

  • 4

    ChenX. (2007). Analysis of relationship between quiescence of earthquakes with Ms≥6 and occurrence of earthquakes with Ms≥7. Prog. Earthq. Sci. (in Chinese)1, 12–15.

  • 5

    ChenY.YaoJ.LiG.YuN.LiuW.WangP.et al (2013). Analysis of earthquake group activity and foreshock sequences in the Qinghai region since 1980. Earthquake Research In China (in Chinese)29, 489–500. 10.3969/j.issn.1001-4683.2013.04.009

  • 6

    ChenY.SunH. (2004). Study on one of index of strong earthquakes with Ms≥6.5-middle earthquake quiescence in Western Chi-na mainland. Plateau Earthquake Research4, 8–12. 10.3969/j.issn.1005-586X.2004.04.002

  • 7

    ChenY.YaoJ.MaY. (2014). Research on quiescence anomaly of ML ≥ 4 earthquakes before M6.0∼6.9 earthquakes in Qinghai-Tibet Plateau. Journal of Seismological Research (in Chinese)37, 1–7.

  • 8

    ConsoleR.JacksonD.KaganY. (2010). Using the ETAS model for catalog declustering and seismic background assessment. Pure and applied geophysics167 (6), 819–830. 10.1007/s00024-010-0065-5

  • 9

    Di GiovambattistaR.TyupkinY. S. (2004). Seismicity patterns before the M= 5.8 2002, Palermo (Italy) earthquake: Seismic quiescence and accelerating seismicity. Tectonophysics384 (1-4), 243–255. 10.1016/j.tecto.2004.04.001

  • 10

    FengJ.JiangC.HanL.ChenJ. (2012). Analysis on the monitoring capability of seismic networks and completeness of earthquake catalogues in Gansu region. Acta Seismologica Sinica34 (05), 646–658+727+15.

  • 11

    GaoJ.NimaWenS.ZhangJ. (2015). Characteristics of seismic damage by the Nepal M8.1 earthquake in the Tibet area of chi-na. Technology For Earthquake Disaster Prevention (in Chinese)10, 961–968. 10.11899/zzfy20150414

  • 12

    GentiliS.Di GiovambattistaR.PeresanA. (2017). Seismic quiescence preceding the 2016 central Italy earthquakes. Phys. Earth Planet. Inter.272, 27–33. 10.1016/j.pepi.2017.09.004

  • 13

    GentiliS.PeresanA.TalebiM.ZareM.Di GiovambattistaR. (2019). A seismic quiescence before the 2017 Mw 7.3 Sarpol Zahab (Iran) earthquake: Detection and analysis by improved RTL method. Phys. Earth Planet. Inter.290, 10–19. 10.1016/j.pepi.2019.02.010

  • 14

    GuoY. (2019). Monthly occurrence frequency distribution characteristics of small earthquakes in the middle Tianshan mountains, Xinjiang. Inland Earthquake (in Chinese)33, 296–305. 10.16256/j.issn.1001-8956.2019.04.002

  • 15

    HainzlS.ZöllerG.KurthsJ.ZschauJ. (2000). Seismic quiescence as an indicator for large earthquakes in a system of self‐organized criticality. Geophys. Res. Lett.27 (5), 597–600. 10.1029/1999GL011000

  • 16

    HanW. (1998). Overview of the concept of three kinds of seismic quiescence and its significance in earthquake forecasting. Progress in Earthquake Sciences (in Chinese)1998, 9–13.

  • 17

    HanW.XinH.JiangG. (2006a). Researching on the seismic quiescence index and forecasting efficient in Sichuan and its three re-gions:Predicting researching of the seismic quiescence precursor with the different seismic magnitudes(Part1). Earthquake Research in Sichuan (in Chinese)10, 1–6.

  • 18

    HanW.XinH.JiangG. (2006b). Seismic quiescence index to the regions of mainland, North China and Yunnan (part2). Earthquake Research in Sichuan21, 1–3. (in Chinese).

  • 19

    HuangQ. (2008). Seismicity changes prior to the Ms8. 0 wenchuan earthquake in sichuan, China. Geophys. Res. Lett.35 (23)–L23308. 10.1029/2008GL036270

  • 20

    HuangQ.SobolevG. A.NagaoT. (2001). Characteristics of the seismic quiescence and activation patterns before the M= 7.2 Kobe earthquake, January 17, 1995. Tectonophysics337 (1-2), 99–116. 10.1016/S0040-1951(01)00073-7

  • 21

    JiangC.WuZ. (2011). Intermediate-term medium-range accelerating moment release (AMR) priori to the 2010 yushu Ms7.1 earthquake. Chinese Journal of Geophysics54 (6), 1501–1510+110.

  • 22

    KatsumataK. (2011). A long-term seismic quiescence started 23 years before the 2011 off the Pacific coast of Tohoku Earthquake (M= 9.0). Earth, planets and space63 (7), 709–712. 10.5047/eps.2011.06.033

  • 23

    KatsumataK.NakataniM. (2021). Testing the seismic quiescence hypothesis through retrospective trials of alarm-based earthquake forecasting in the Kurile–Japan subduction zone. Earth, Planets and Space73 (1), 100–119. 10.1186/s40623-021-01418-z

  • 24

    Keilis-BorokV. (2002). Earthquake forecasting: State-of-the-Art and emerging possibilities. Annu. Rev. Earth Planet. Sci.30, 1–33. 10.1146/annurev.earth.30.100301.083856

  • 25

    KisslingerC. (1988). An experiment in earthquake forecasting and the 7 May 1986 Andreanof Islands earthquake. Bull. Seismol. Soc. Am.78 (1), 218–229. 10.1785/BSSA0780010218

  • 26

    KleinF. W. (1976). Earthquake swarms and the semidiurnal solid Earth tide. Geophysical Journal of the Royal Astronomical Society45, 245–295. 10.1111/j.1365-246X.1976.tb00326.x

  • 27

    LeiJ.ZhaoD. (2016). Large earthquakes and structural heterogeneity in Eastern Tibetan Plateau. Plate Boundaries and Natural Haz-ards12, 167–191. 10.1002/9781119054146.ch8

  • 28

    LiX.LiG. (1999). Monthly occurrence frequency of comprehensive precursors: Application and implication. Earthquake (in Chinese)4, 323–330.

  • 29

    LiX.LiZ.YangJ.LiuY.FuB.QiW.et al (2018). Spatiotemporal characteristics of earthquake disaster losses in China from 1993 to 2016. Natural Hazards94 (2), 843–865. 10.1007/s11069-018-3425-6

  • 30

    LiuJ.GuoT.YangL.SuY.LiuG. (2008). Follow-up forecast study on the exceeding long quiescence of the earthquake with M>6 in China mainland during 2005-2007. Journal of Seismological Research (in Chinese)31, 324–329.

  • 31

    LiuM.FuB.DongY. (2015). Neotectonics of NE-striking fault zones and earthquake risk in the Yunnan-Myanmar block, south-eastern margin of the Tibetan plateau. Chinese Journal of Geophysics (in Chinese)58, 4174–4186. 10.6038/cjg20151124

  • 32

    LiuY.ZhaoG.WuZ.LiY.MaD.JiangY. (2014). Application of spatial database technology and seismic gap method to seismic hazard analysis around south-eastern Tibetan plateau. Journal of Geomechanics (in Chinese)20 (3).

  • 33

    LiuZ. (2021). Analysis of the spatial distribution characteristics of the first strong earthquakes after the long-term quiescence of moderate earthquakes in Yunnan. Seismological and Geomagnetic Observation and Research (in Chinese)42 (S1), 26–28. 10.3969/j.issn.1003-3246.2021.S1.009

  • 34

    LongF.WenX.NiS. (2009). Determination of temporal-spatial distribution of the regional minimum magnitudes of completeness:application to the longmenshan fault zone. Earthquake29 (3), 27–36.

  • 35

    MaR.WangP.SuW. (2017). The implication of seismic quiescence on moderately strong earthquakes in northern Qinhai and adijacent areas. China Earthquake Engineering Journal (in Chinese)39, 088–093. 10.3969/j.issn.1000-0844.2017.Supp.088

  • 36

    MaY.ChenY. (2011). Study on the characteristics of anomaly before the April 14,2010 Yushu Ms7.1 earthquake and its dynamic relationship. Earthquake Research in China (in Chinese)27, 136–146. 10.3969/j.issn.1001-4683.2011.02.003

  • 37

    MogiK. (1969). Laboratory study of elastic shocks prior to rock failure. Eos Transactions American Geophysical Union50, 401. 10.1029/EO050i005p00401-01

  • 38

    NiH.HongH. (2014). The yutian earthquake of 12 february 2014. Geomatics, Natural Hazards and Risk5 (3), 185–189. 10.1080/19475705.2014.937774

  • 39

    PingJ.LuoL.CaoS. (2000). Study on the evolutional characteristics of earthquake anomalous precursory information field and its relation with seismicity in north China. Earthquake Research in China (in Chinese) 20003. 10.3969/j.issn.1001-4683.2000.03.004

  • 40

    PingJ.ZhangQ.CaoS.BianQ. (2001). The quiescence of earthquakes with M L≥4.0 as an important precursory characteristic prior to strong shocks in North China region. Acta Seismologica Sinica14 (4), 471–480. 10.1007/s11589-001-0126-z

  • 41

    QinS.LiP.XueL.WuX.YangB. (2015). A prospective forecasting of major earthquakes for the eurasian seismic belt(ii): In-traplate seismogenic zones. Progress In Geophysics30 (4), 1625–1652. 10.6038/pg20150417

  • 42

    RundleJ. B.KleinW.TurcotteD. L.MalamudB. D. (2000). “Precursory seismic activation and critical-point phenomena,” in Microscopic and macroscopic simulation: Towards predictive modelling of the earthquake process (Basel: Birkhäuser), 2165–2182. 10.1007/978-3-0348-7695-7_19

  • 43

    SchorlemmerD.WoessnerJ. (2008). Probability of detecting an earthquake. Bulletin of the Seismological Society of America98 (5), 2103–2117. 10.1785/0120070105

  • 44

    ShiX. (2020). Study on Ms≥4.0 earthquake quiescence anomaly in Xinyuan-Korla area. Inland Earthquake (in Chinese)34, 388–394. 10.16256/j.issn.1001-8956.2020.04.08

  • 45

    SobolevG.HuangQ.NagaoT. (2002). Phases of earthquake's preparation and by chance test of seismic quiescence anomaly. J Geodyn33 (4-5), 413–424. 10.1016/S0264-3707(02)00007-8

  • 46

    SuL. (1996). The relation between the quiescence of M≥5 shocks and the M≥7 earthquakes in China continent. Northwestern Seis-mological Journal (in Chinese)18, 36–41.

  • 47

    TakahashiH.KasaharaM. (2004). The 2003 Tokachi-oki earthquake, off Southeastern Hokkaido, Japan: Seismic activities from the former 1952 Tokachi-oki earthquake, foreshock, mainshock, aftershocks, and triggered earthquakes. Jishin57 (2), 115–130. 10.4294/zisin1948.57.2_115

  • 48

    TaylorM.YinA. (2009). Active structures of the Himalayan-Tibetan orogen and their relationships to earthquake distribution, contemporary strain field, and Cenozoic volcanism. Geosphere5 (3), 199–214. 10.1130/GES00217.1

  • 49

    TianL.ZhangX.XieM.JiangX.WangY.DengG.et al (2021). Summary of the biru MS 6.1 earthquake in Tibet on March 19, 2021. Seismological and Geomagnetic Observation and Research42 (2). (in Chinese). 10.3969/j.issn.1003-3246.2021.02.005

  • 50

    TillotsonE. (1951). The great Assam earthquake of August 15, 1950. Nature167 (4239), 128–130. 10.1038/167128a0

  • 51

    TraitangwongP.PailopleeS. (2017). Precursory seismic quiescence along the Sagaing fault zone, Central Myanmar–application of the region-time-length algorithm. Geosciences Journal21 (4), 543–552. 10.1007/s12303-016-0068-z

  • 52

    TurcotteD. L.NewmanW. I.ShcherbakovR. (2003). Micro and macroscopic models of rock fracture. Geophysical Journal Interna-tional.152 (3), 718–728. 10.1046/j.1365-246X.2003.01884.x

  • 53

    WangX.WangY.GongM.GuoL.WangX. (2017). Comprehensive judgment of quiescence anomaly under the background of the quiet time of the fifth activity in North China. Seismological and Geomagnetic Observation and Research (in Chinese)3, 21–27. 10.3969/j.issn.1003-3246.2017.01.004

  • 54

    WangY.LiuX.WangX.GongM. (2014). The analysis of ML4 earthquake quiescence in north China. North China Earthquake Sciences (in Chinese)32, 55–61. 10.3969/j.issn.1003-1375.2014.02.011

  • 55

    WenY.SongZ.YuH.HuangK. (2016). Current large earthquake risk on the eastern himalayan belt and compared to the seismicities before 1950 motuo M 8.6 earthquake. Progress In Geophysics31 (1), 103–109. 10.6038/pg20160112

  • 56

    WiemerS.WyssM. (2000). Minimum magnitude of completeness in earthquake catalogs: Examples from Alaska, the Western United States, and Japan. Bulletin of the Seismological Society of America90 (4), 859–869. 10.1785/0119990114

  • 57

    WoessnerJ.HaukssonE.WiemerS.NeukommS. (2004). The 1997 kagoshima (Japan) earthquake doublet: A quantitative analysis of aftershock rate changes. Geophysical research letters31 (3)–L03605. 10.1029/2003gl018858

  • 58

    WoessnerJ.WiemerS. (2005). Assessing the quality of earthquake catalogues: Estimating the magnitude of completeness and its uncertainty. Bulletin of the Seismological Society of America95 (2), 684–698. 10.1785/0120040007

  • 59

    WuY. M.ChiaoL. Y. (2006). Seismic quiescence before the 1999 chi-chi, taiwan, M W 7.6 earthquake. Bull. Seismol. Soc. Am.96 (1), 321–327. 10.1785/0120050069

  • 60

    WyssM.HabermannR.BodinP.KisslingerC.BurfordR.KleinF.et al (1997). Case 23 nomination of pre-cursory seismic quiescence as a significant precursor. Pure and applied geophysics149 (1), 79–113. 10.1007/BF00945162

  • 61

    WyssM.HabermannR. E. (1988). Precursory quiescence before the August 1982 stone canyon, san andreas fault, earthquakes. Pure and Applied Geophysics126, 333–356. 10.1007/BF00879002

  • 62

    WyssM.SobolevG.ClippardJ. D. (2004). Seismic quiescence precursors to two M7 earthquakes on Sakhalin Island, measured by two methods. Earth, planets and space56 (8), 725–740. 10.1186/BF03353081

  • 63

    XuS. (1993). Seismic activity forecasting methods. Acta Seismologica Sinica2, 239–252+121.

  • 64

    YanZ.ZhangH.FanX.DuX.ShiY. (2012). Comparative analysis on the characteristics of low-frequency energy released by the wenchuan earthquake and Kunlun mountains earthquake. Chinese Journal of Geophysics55, 719–732. 10.1002/cjg2.1766

  • 65

    YuH.ChengJ.ZhangX.ZhangL-P.LiuJ.ZhangY. (2013). Multi-methods combined analysis of future earthquake potential. Pure and Applied Geophysics170, 173–183. 10.1007/s00024-011-0408-x

  • 66

    YuN.ZhangX.YangX. (2020). Analysis of minimum magnitude of completeness for earthquake catalog in qinghai region. Earthquake40 (4), 23–32.

  • 67

    ZhangG. (2001). Introduction to earthquake forecasting. Beijing: Science Press.

  • 68

    ZhangG.YinX.WangP.ShaoZ. (2019). Low seismicity anomaly and its efficiency in mid-term earthquake forecasting in Chinese mainland. Earthquake (in Chinese)39 (2). 10.3969/j.issn.1000-3274.2019.02.001

  • 69

    ZhangS.WangX.WangY.GongM.ChenT.GuoL. (2018). The relationship between seismic quiescence in hebei and its adjacent areas and several great earthquakes. North China Earthquake Sciences (in Chinese)36, 38–42. 10.3969/j.issn.1003-1375.2018.02.006

  • 70

    ZhuH.LiH.WuM.YueX. (2014). Quiescence-seismic-quiescence evolution of medium-earthquakes before moderate-strong shocks in junction region of Shanxi, Hebei and Neimenggu. Progress in Geophysics (in Chinese)29, 1114–1120. 10.6038/pg20140314

  • 71

    ZhuH.YueX.WuM.LiH.LinX. (2012). The Abnormally Quiescence of medium-earthquakes before moderate-strong shocks in the central and northern of Fenwei seismic belt. Progress in Earthquake Sciences42. (in Chinese).

  • 72

    ZhuangJ.OgataY.Vere-JonesD. (2002). Stochastic declustering of space-time earthquake occurrences. J. Am. Stat. Ass.97 (458), 369–380. 10.1198/016214502760046925

  • 73

    ZöllerG.HainzlS.KurthsJ.ZschauJ. (2002). A systematic test on precursory seismic quiescence in Armenia. Natural Hazards26 (3), 245–263. 10.1023/A:1015685006180

Summary

Keywords

Tibet, seismic quiescence, low-frequency, anomaly, earthquake forecasting

Citation

Gao J, Zhu Y, Ji Y, Zhu W, Qu R, Li J, Xu L and Xie C (2023) Low-intensity anomaly involving ML≥4 events preceding strong earthquakes in Tibet. Front. Earth Sci. 11:1043468. doi: 10.3389/feart.2023.1043468

Received

13 September 2022

Accepted

03 January 2023

Published

23 January 2023

Volume

11 - 2023

Edited by

Giovanni Martinelli, National Institute of Geophysics and Volcanology, Italy

Reviewed by

Mikhail Rodkin, Institute of Earthquake Prediction Theory and Mathematical Geophysics (RAS), Russia

Yan Xue, China Agricultural University, China

Updates

Copyright

*Correspondence: Yingfeng Ji,

This article was submitted to Solid Earth Geophysics, a section of the journal Frontiers in Earth Science

Disclaimer

All claims expressed in this article are solely those of the authors and do not necessarily represent those of their affiliated organizations, or those of the publisher, the editors and the reviewers. Any product that may be evaluated in this article or claim that may be made by its manufacturer is not guaranteed or endorsed by the publisher.

Outline

Figures

Cite article

Copy to clipboard


Export citation file


Share article

Article metrics