Climate change in the Hongliujing area of Lop Nur over the past 200 years revealed by the stable oxygen isotopes of Tamarix cones

Zhiguang LI , Yaqing DONG , Haoyu ZHANG , Hongxiao SUN , Danyang JIA , Shikai SONG , Yuanjie ZHAO

Front. Earth Sci. ›› 2023, Vol. 17 ›› Issue (4) : 970 -980.

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Front. Earth Sci. ›› 2023, Vol. 17 ›› Issue (4) : 970 -980. DOI: 10.1007/s11707-023-1088-4
RESEARCH ARTICLE

Climate change in the Hongliujing area of Lop Nur over the past 200 years revealed by the stable oxygen isotopes of Tamarix cones

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Abstract

The layers of Tamarix cones within sedimentary deposits in arid regions have significant chronological and paleoenvironmental implications. Here, we compare the δ18O values of Tamarix cones in the Hongliujing area of Lop Nur with meteorological data for the Ruoqiang meteorological station for 1960–2019 AD. Linear regression analysis was used to reconstruct the average temperature for April and the precipitation for November in the Hongliujing area over the past 200 years. The results showed that the δ18O values were significantly negatively correlated with the temperature for February, April, May, August, December, and with the annual mean temperature; significantly negatively correlated with the precipitation for February and April; significantly negatively correlated with the sunshine hours for March and May; significantly positively correlated with the sunshine hours for February, July, August, October, and December, and with the annual mean values; and significantly correlated with the relative humidity for April, July, August, September, October, and November, and with the annual mean values. Based on the δ18O record of the past 200 years, the Hongliujing area experienced two warm-wet periods (1874–1932 and 2004–2019 AD) and two cold-dry periods (1832–1873 and 1933–2003 AD). Thus, the climate was characterized by alternating warm-wet and cold-dry conditions. Wavelet analysis revealed three main cycles: 45 years, 29 years, and 14 years.

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Keywords

Tamarix cones / climate change / δ18O / Lop Nur

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Zhiguang LI, Yaqing DONG, Haoyu ZHANG, Hongxiao SUN, Danyang JIA, Shikai SONG, Yuanjie ZHAO. Climate change in the Hongliujing area of Lop Nur over the past 200 years revealed by the stable oxygen isotopes of Tamarix cones. Front. Earth Sci., 2023, 17(4): 970-980 DOI:10.1007/s11707-023-1088-4

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1 Introduction

The arid region of north-west China is climatically sensitive and vulnerable to global climate change (Zhou et al., 2019), which may profoundly affect its ecology and environment. Thus, in the context of ongoing global warming, climate change in arid north-west China has become an important scientific issue (Chen et al., 2019). Lop Nur is located within the eastern part of the Tarim Basin in Xinjiang, and it is the main endorheic lake of the Tarim Basin, where the Tarim River, Peacock River, and Cherchen River converge. Lop Nur lies within the arid zone of north-west China, and its sedimentary record preserves abundant information about the evolution of the regional climate and environment (Ma et al., 2008). Previous research on the paleoclimatic evolution of the Lop Nur area is based mainly on the sedimentary records of saline lakes (Xie et al., 2004; Jia et al., 2011; Wu and Ma, 2011; Liu et al., 2019; Li et al., 2021), and there is a lack of high-resolution paleoclimatic records. Tamarix (tamarisk) is distributed in patches on both banks and in the deltaic zones of the downstream reaches of the Tarim River, Hotan River, Kriya River, Cherchen River, and Peacock River, as well as in the ancient wadis and low-lying areas within the surrounding desert. Its height is generally 3–10 m, with some individuals growing to 15 m. Layers of Tamarix cones are intercalated with sand layers and leaf litter layers, forming a depositional sequence (Qong et al., 2002). Xia et al. (2004) discovered that the Tamarix cones within these deposits were a potential repository of both chronological and paleoenvironmental information. Subsequently, numerous studies of climatic and environmental change within the desert area of Xinjiang have used Tamarix cones as a dating tool and an environmental archive, based on analyses of proxies such as C content, N content, sediment grain size, cation content, and stable isotopes content (Xia et al., 2005; Wang and Zhao, 2010; Wang and Zhao, 2011; Zhao et al., 2011; Liu et al., 2013; Zhang et al., 2017, 2019a; Li et al., 2019; Dong et al., 2022; Li, 2022). We studied the paleoclimatic and paleoenvironmental record of Tamarix cones in the western part of Lop Nur. Specifically, we measured the δ18O record of Tamarix cones within sedimentary deposits from the Hongliujing area in the south-eastern part of Lop Nur, and used them to reconstruct the regional climate and environment during the past 200 years.

2 Research region

Most of Lop Nur lies within Ruoqiang County, in Bayingol Mongolian Autonomous Prefecture, Xinjiang. It is located within the eastern part of the Tarim Basin, with the Kuruktag Mountains to the north, the Altun Mountains to the south, the Taklimakan Desert and the Kulluk Desert to the west, and the Aqik Valley to the east (Zhao et al., 2011; Zhang et al., 2021). The principal landform is desert, which contains yardangs and valleys, and has the elevation range of ~700–800 m (Zhao et al., 2011). The region has an extreme arid and warm temperate continental climate. Based on observations at Ruoqiang weather station, the average annual precipitation is ~22 mm, the annual evaporation is as high as 3200 mm, and the relative humidity is almost zero in summer (Zhao et al., 2011). The Lop Nur region contains approximately 1% of the extant vascular plant species in Xinjiang, and is the most plant species poor area in China. It contains almost no vegetation in the salt crust, gravel desert, and Yadan areas. The vegetation in the salt desert consists of Halocnemum Bieb., Halostachys C.A. Mey, Kalidium Moq, Tamarix, and Phragmites Adans. The gravel desert is dotted with Ephedra and Sarcozygium Bunge. Hongliujing is located within the south-eastern part of Lop Nur, ~50 km north of Lop Nur town.

3 Sampling and analysis of Tamarix cones

3.1 Sampling and δ18O measurements

In October 2020, a 1.76-m-thick profile of Tamarix cones was sampled (39.97°N, 91.01°E, Fig.1). The section contained a well-defined alternating sequence of wind-deposited sand and leaf litter layer of Tamarix. After removing the surface layer, we continuously sampled the section at 2-cm intervals, which resulted in 87 samples (Fig.2). δ18O values were measured on a stable isotope ratio mass spectrometer (EA-isolink-PLUS253, at the Institute of Botany, Chinese Academy of Sciences). The measurements are expressed as per mil relative to Vienna Standard Mean Ocean Water (VSMOW), with the precision of ± 0.3‰.

3.2 Chronology of the section

It is possible that the section has been subject to intermittent erosion by strong winds and discontinuities may be present. Based on annual layer counting, combined with the results of 14C, 137Cs, and 210Pb dating in the Hongliujing area, Li (2022) established that the Tamarix-bearing sedimentary sequence spans the interval from 1832 to 2019 AD (Fig.3).

4 Oxygen isotope record of Tamarix cones

In the δ18O record from 1832 to 2019 AD (Fig.4), the average δ18O value is 29.67‰ with the range of variation of 14.51‰, and maximum and minimum values of 38.01‰ (in 1969 AD) and 23.50‰ (in 2011 AD), respectively. The δ18O values between 1954 AD and 2019 are higher (mean value of 30.94‰) than in the rest of the record, and the amplitude of fluctuations is also higher. Additionally, the maximum value of δ18O for the entire studied interval occurred during 1954–2019 AD, while a relatively low mean value (29.17‰) and low amplitude fluctuations (~10.10‰) occurred during 1832–1953 AD.

5 Relationship between δ18O and climatic variables

Using meteorological data from Ruoqiang County Meteorological Station for 1960–2019 AD, we calculated Person correlation coefficients between δ18O and climatic variable (temperature, precipitation, sunshine hours, and relative humidity). The results are presented in Tab.1.

5.1 Relationship between δ18O and temperature

As presented in Tab.1, the relationship between the δ18O values and temperature is generally negatively correlated. It should be noted that the δ18O values have a significantly negative response to the average temperature for February, April, May, August, December, and with the annual mean temperature (correlation coefficients of −0.374 (P < 0.05), −0.622 (P < 0.01), −0.570 (P < 0.01), −0.572 (P < 0.01), −0.559 (P < 0.01), and −0.535 (P < 0.01), respectively). Additionally, the δ18O values are negatively, but not significantly, correlated with the average temperature for January, March, June, July, and November. The negative correlation between the δ18O values and temperature is consistent with previous δ18O records from Andir (Zhang et al., 2019b) and Cele (Li et al., 2019) in Xinjiang. However, there are several differences between our results and those obtained by Li et al. (2010) and Gray (1981). A positive relationship between δ18O and temperature occurs mainly in moist regions, or in moist areas within relatively arid regions. The relatively high temperatures in these areas promote transpiration, which in turn increases δ18O. In the arid Lop Nur region, the annual precipitation is 22.2 mm, and the annual evaporation is up to 3200 mm. The high temperatures of this area promote drought, which results in the closure of the stomata of Tamarix leaves in order to reduce transpiration.

5.2 Relationship between δ18O and precipitation

The δ18O values have a negative response to precipitation in most months. Specifically, the δ18O values are significantly negatively correlated with precipitation in February and November (correlation coefficients of −0.570 (P < 0.01) and −0.681 (P < 0.01), respectively). However, the correlations between δ18O and precipitation in other months are not statistically significant, which may be related to the water-use efficiency of Tamarix in Lop Nur. The rapid evaporation of precipitation during spring, summer, and autumn makes it difficult for precipitation to be utilized by Tamarix, which therefore relies mainly on groundwater for its growth. February and November are winter months in the Lop Nur area, and the relatively low evaporation during these two months promotes the persistence of snow cover, enabling moisture absorption by the branches and roots of Tamarix. This phenomenon is responsible for the negative correlation between δ18O and precipitation in February and November, which is consistent with research results from many other regions (Xu et al., 2015; Chen et al., 2017a).

5.3 Relationship between δ18O and sunshine duration

The δ18O values generally have a positive response to the numbers of sunshine hours in most months. For example, the δ18O values are significantly positively correlated with the numbers of sunshine hours in February, July, August, October, December, and with the number for the whole year (correlation coefficients of 0.456 (P < 0.05), 0.731 (P < 0.01), 0.572 (P < 0.01), 0.456 (P < 0.05), 0.654 (P < 0.01), and 0.428 (P < 0.05), respectively). On the other hand, the δ18O values are positively, but not significantly, correlated with the numbers of sunshine hours in January, June, September, and November. However, there is a significant negative correlation between δ18O and sunshine hours in March and May (correlation coefficients of −0.427 (P < 0.05) and −0.392 (P < 0.05), respectively). The duration of transpiration, mainly during the daytime, increases with the increasing duration of sunlight, which explains the positive relationship between δ18O and the duration of sunlight. However, other studies have shown that the relationship between δ18O and sunshine hours may differ between different months (Li et al., 2019; Zhang et al., 2019a).

5.4 Relationship between δ18O and relative humidity

There is a significant negative correlation between δ18O and the average relative humidity in April, July, August, September, October, November, and for the whole year (correlation coefficients of −0.382 (P < 0.05), −0.708 (P < 0.01), −0.599 (P < 0.01), −0.621 (P < 0.01), −0.608 (P < 0.01), −0.402 (P < 0.05), and −0.439 (P < 0.05), respectively). This may be because increasing relative humidity leads to a decrease in the numbers of leaf stomata, which reduces transpiration (Jiang, 1991; Sun et al., 2005; Wang and Zhao, 2011; Chen et al., 2017b; Ge et al., 2018).

5.5 Stepwise linear regression analysis of δ18O and climatic variables

We conducted a stepwise regression analysis, implemented in SPSS, in which δ18O was the dependent variable, and temperature, precipitation, sunshine hours, and relative humidity were the independent variables. The resulting regression model passed the t-test (P < 0.01) (Eq. (1)):

Y=33.1710.246X10.35X22.094X3,

where Y is δ18O, X1 is the relative humidity in April, X2 is the relative humidity in October, and X3 is the precipitation in November. Evidently, the relative humidity in April and October, and the precipitation in November, significantly influences the δ18O values. The R2 and adjusted R2 values of this model are 0.915 and 0.896, respectively, demonstrating a satisfactory model fit to the data. The F test result (P < 0.01) indicated a significant linear relationship between δ18O and the three independent variables, with the following Beta coefficients: −0.819 (relative humidity in October), −0.542 (precipitation in November), and −0.288 (relative humidity in April). Therefore, the effect of relative humidity in October on δ18O is the most significant, followed by precipitation in November and relative humidity in April. A correlation analysis of the relationship between the δ18O of tree rings and climatic factors (temperature, precipitation, relative humidity) in Asia showed a similar trend (Chen et al., 2017a). Reference to Fig.4 shows that the δ18O values for 1960–2019 AD obtained from this regression model agree well with the measured values.

6 Discussion

6.1 Reconstruction of the average April temperature

Among the months in which the average temperature is significantly correlated with δ18O, the correlation coefficient for April is the strongest (−0.622). Thus, the average temperature in April during 1832–2019 AD was reconstructed using the measured δ18O values (Fig.5). The regression model is as follows:

T=0.283δ+24.334,adjustedR2=0.386,P<0.01,

where T is the average temperature in April and δ is δ18O value.

Fig.5 shows the reconstruction results and the instrumental meteorological data for Lop Nur. The reconstructed average value of the temperature in April for 1960–2019 AD (15.9°C) is only 0.2°C higher than the instrumental average value (15.7°C). Thus, the reconstructed values of monthly average temperature are in good agreement with the instrumental values.

The mean of the reconstructed average temperature in April from 1832 to 2019 AD is 16.0°C. It should be noted that the highest (17.7°C) and lowest (13.6°C) average temperatures were in 2011 and 1969 AD, respectively, and the difference between them is 4.1°C.

The original average April temperatures were smoothed using a 9-year moving average (Fig.5). The temperature in April shows an overall decreasing trend during 1832–1854 and 1895–1977 AD; however, upward trends in the average April temperature are evident during 1855–1894 and 1978–2019 AD, with the latter interval showing the more rapid rate of increase. We designate intervals with an average April temperature in most years (≥ 90%) larger or smaller than the average value for 1832–2019 AD as warm or cold periods, respectively. Using this convention, the temperature record of the studied interval can be divided into four periods, as listed in Tab.2.

6.2 Reconstructed November precipitation

Among the months in which the monthly precipitation is significantly correlated with δ18O, the correlation coefficient for November is the highest (0.681). The precipitation in November during 1832–2019 AD was reconstructed using the measured δ18O values (Fig.6). The regression model is as follows:

P=0.125δ+4.995,adjustedR2=0.326,P<0.01,

where P is the precipitation in November and δ is δ18O.

Fig.6 compares the precipitation reconstruction in November and the instrumental precipitation in Lop Nur. For the precipitation in November from 1960 to 2019 AD, the reconstructed average precipitation (0.44 mm) is only 0.06 mm higher than the instrumental average value (0.38 mm). Therefore, there is good agreement between the reconstructed and instrumental precipitation.

The mean for the November precipitation from 1832 to 2019 AD is 0.51 mm. The November precipitation in 2011 AD (1.4 mm) is the highest, and there are 11 years with 0 mm of November precipitation. The raw November precipitation data were smoothed with a 9-year moving average (Fig.6). The variation of November precipitation is essentially the same as that of the April temperature, because these two models are both based on δ18O. Similar to the definition of warm/cold periods, periods when the November precipitation for most years (≥ 90%) was greater than or less than the average for 1832–2019 AD were designated wet and dry periods, respectively. This enabled the precipitation record to be divided into four periods (see Tab.3).

Our temperature and precipitation reconstructions indicate that the climate of the Hongliujing area of Lop Nur during the past 200 years was characterized by two warm-wet periods (1874–1932, and 2004–2019 AD) and two cold-dry periods (1832–1873, and 1933–2003 AD).

6.3 Climatic comparison between different regions in northern China

The cold and warm stages reconstructed for Lop Nur are in good agreement with the two cold periods (1797–1865 and 1924–1977 AD) and one warm period (1866–1923 AD) recorded in the temperature series of the Qilian Mountains reconstructed by Wang et al. (1982), based on tree rings. Our results are also highly consistent with a tree-ring-based temperature reconstruction from June to July (smoothed with an 11-year moving average) from the central Altai Mountains obtained by Jiao et al. (2021). This record shows two warm periods (from the end of the 19th century to the 1940s, and after the mid-1990s) and one cold period (from the 1950s to the early 1990s). In addition, our results are in good agreement with one cold period (1843–1861 AD) and one warm period (1862–1964 AD) in a reconstruction of early summer temperature in the Altai Mountains obtained by Jiang et al. (2016). They are also consistent with two cold periods (1832–1854 AD, 1956–2000 AD) and two warm periods (1855–1956 AD, 2000–2008 AD) in a May to August temperature series for northern Xinjiang reconstructed by Chen et al. (2017a), using tree ring density. Our temperature reconstruction is also consistent with temperature series from the Tanan region (Zhao et al., 2011; Liu et al., 2013; Zhao et al., 2016; Li et al., 2019; Zhang et al., 2019b) and Lop Nur (Sun et al., 2013), based on Tamarix cones; and with annual mean temperature series from the western Altay region (Zhang et al., 2008), Jinghe River Basin (Yu et al., 2007), and the Tarim River Basin (Li et al., 1988) in Xinjiang, based on tree rings. It is also consistent with the climatic record of the Guliya ice core (Zhang et al., 1999).

To assess whether the temperature reconstruction could reflect the regional scale temperature variations, the temperature series reconstructed in this paper was compared with other temperature series reconstructed from tree rings. The temperature reconstruction in northern Xinjiang (Chen et al., 2017b) (Fig.7(a)), Mt. Altai region (Jiang et al., 2016) (Fig.7(b)), Tibetan Plateau (Liang et al., 2008) (Fig.7(d)), and Hongliujing area of Lop Nur (Fig.7(e)) share a common trough in 1920s and 1970s, and then show a rapid increase after 1980s. Additionally, the temperature reconstruction in northern Xinjiang (Chen et al., 2017b) (Fig.7(a)), Heihe River Basin (Wang et al., 2016) (Fig.7(c)), Tibetan Plateau (Liang et al., 2008) (Fig.7(d)), and Hongliujing area of Lop Nur (Fig.7(e)) peaked at the end of the 19th century.

The timing of the dry and wet periods evident in our reconstruction is in good or very good agreement with those of five other climatic reconstructions, as follows. (i) A wet period (1979–2017 AD) and a dry period (1839–1867 AD) in a tree-ring-based precipitation reconstruction for the eastern part of the Yinshan Mountains (Li et al., 2022). (ii) Four dry periods (1851–1855 AD, 1858–1868 AD, 1959–1971 AD, 1991–1996 AD) and one wet period (1889–1904 AD) in an 11-year-smoothed record of a tree-ring-based humidity index for the eastern Tianshan Mountains (Wang et al., 2007). (iii) Two dry periods (1843–1861 AD, 1974–1975 AD) and one wet period (1888–1892 AD) in a climatic reconstruction for the eastern Qilian Mountains (Hou et al., 2011). (iv) Two wet periods (1888–1904 AD, 1915–1923 AD) and four dry periods (1835–1844 AD, 1853–1887 AD, 1962–1968 AD, 1974–1985 AD) in a tree-ring-based wet/dry climatic reconstruction for eastern Xinjiang (Chen et al., 2016). (v) One dry period (1901–1990 AD) and one wet period (1991–2010 AD) in a climate reconstruction for the Tanan region based on Tamarix cones (Zhao et al., 2016). (vi) Two dry periods (1841–1884 AD, 1954–1986 AD) and two wet periods (1885–1899 AD, 1911–1953 AD) in a climate reconstruction for Lop Nur based on Tamarix cones (Sun et al., 2013). Additionally, the precipitation reconstructions for Qinghai Lake Basin (Shi et al., 2009) and the Aksu Basin on the southern slopes of the Tianshan Mountains (Zhang et al., 2009), and the dry/wet climatic sequence for the Tanan region, based on Tamarix cones (Li et al., 2019; Zhang et al., 2019), are also consistent with our findings.

The precipitation series reconstructed in this study was compared with other precipitation series reconstructed based on tree rings in neighboring areas to verify the representativeness of our reconstruction on a regional scale. The precipitation reconstruction in eastern Qilian Mountains (Hou et al., 2011) (Fig.8(b)), eastern Xinjiang (Chen et al., 2016) (Fig.8(c)), Aksu River Basin on the southern slope of Tianshan Mountains, and Hongliujing area of Lop Nur (Fig.8(e)) share a common trough in ~1975 AD, and peaked in ~1895 AD. In the 1920s, the precipitation in the Hongliujing area of Lop Nor (Fig.8(e)) increased significantly, which also occurred in the Aksu River basin on the southern slope of Tianshan Mountains (Zhang et al., 2009) (Fig.8(d)).

It should be noted that the onset and termination times of temperature and precipitation increases and decreases in our climate reconstructions are not completely synchronous with those of previous studies. Shi et al. (2002, 2003) proposed that the climate in the arid region of north-west China is “warm-wet”, which was more obvious in Xinjiang. Yao et al. (2021) produced a tree-ring-based climate reconstruction for the past 300 years and concluded that the climate in northern Xinjiang was characterized by alternations of cold-dry and warm-wet periods. However, Zheng et al. (2020) suggested that the regional climate in Xinjiang was generally warm-dry or cold-wet.

However, the relationship between temperature and precipitation is complex, and they may not change simultaneously. Temperature and precipitation exhibit different response on different timescales. Local environmental characteristics, including fluvial runoff, lake level, vegetation cover, landforms and human activities, may result in different temperature and humidity configurations (Rehfeld and Laepple, 2016; Ljungqvist et al., 2019). Moreover, the use of different climate and environmental proxies may be an additional source of uncertainty in climate reconstructions, even within the same region.

6.4 Periodicity analysis

We used Morlet wavelet analysis to characterize our climate series in the time and frequency domains. The results for precipitation were like those for temperature, and therefore we focus on the time-frequency analysis of the average temperature in April. The wavelet transform coefficients (Fig.9(a)) indicate the presence of several cycles with a scale larger than 10 years, and that the intensity of temperature changes varied substantially over time. The wavelet variance results (Fig.9(b)) show three distinct variance peaks with periods of 45 years, 29 years and 14 years. Analysis of the wavelet coefficients of these three main cycles (Fig.9(c)) reveals that the corresponding mean intervals for temperature are 30.9 years, 19.5 years, and 9.2 years, respectively. No shorter cycles were evident, possibly because the sampling of Tamarix cones within the sedimentary sequence was not continuous, and because the reconstructed temperature and precipitation series were linearly interpolated across missing years. Although our data lack evidence of sub-9.2-year cycles, it is possible that individual 9.2-year cycles may comprise multiple 2–7-year cycles superimposed.

7 Conclusions

We have produced a δ18O record from layers of Tamarix cones intercalated within a sedimentary sequence in the Hongliujing area of Lop Nur. We used this record to analyze the relationship between δ18O, temperature and precipitation, and then to construct records of average April temperature and average November precipitation for the past 200 years. Our principal findings are as follows.

1) δ18O is significantly negatively correlated with the temperatures of February, April, May, August, and December, and with the annual mean values; significantly negatively correlated with precipitation in February and April; significantly negatively correlated with the numbers of sunshine hours in March and May; significantly positively correlated with the numbers of sunshine hours for February, July, August, October, and December, and the annual mean values; and significantly positively correlated with relative humidity for April, July, August, September, October, and November, and with the annual mean values.

2) During the past 200 years, the Hongliujing area experienced two warm periods (1874–1932, 2004–2019 AD) and two cold periods (1832–1873, 1933–2003 AD), corresponding to two wet periods and two dry periods. Thus, the climatic configuration was characterized by the alternation of warm-wet and cold-dry intervals.

3) Three main cycles are evident in the records of average temperature in April and average precipitation in November: 45 years, 29 years, and 14 years.

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