1 Introduction

The Altay Mountains is one of the largest mountain system ranges in Central Asia, where Russia, China, Mongolia, and Kazakhstan come together and where the rivers Irtysh and Ob have their sources. The northwest end of the range is at 52° N and between 80° and 90° E and extends southeast to about 46° N, where it gradually becomes lower and merges into the high plateau of the Gobi Desert. It plays an important role in the climate and ecosystem of Central and North Asia. Presently, the region is covered by widespread forests dominated by various coniferous species and thus has a great potential for dendroclimatological studies.

Siberian larch (Larix sibirica) is one of the dominant species in the Altay Mountains, and it often reaches heights of up to 20 m and ages of around 350 years. The species is common in the subalpine forest and at lower altitudes in areas with wet soils. Its distribution extends from Mongolia to east Kazakhstan and Siberia. Siberian larch is a highly climate-sensitive species. In strongly exposed locations, it may be no bigger than a shrub. Several tree-ring chronologies of Siberian larch, as climatic proxy records, have been developed from the Altay Mountains in recent decades (Ovtchinnikov et al. 2000; Briffa et al. 2002; Frank et al. 2007; Myglan et al. 2008; Loader et al. 2010; Dulamsuren et al. 2010; Sidorova et al. 2011; Chen et al. 2011). In the course of these studies, growth–climate relationships in different regions and across environmental gradients were evaluated (Frank et al. 2007; Dulamsuren et al. 2010; Chen et al. 2011). However, the Altay Mountains covers a large area and regional climate conditions are far from uniform but vary considerably according to topographic conditions. To improve our understanding of tree-rings as proxies for large-scale climate reconstruction and to estimate the ecological responses of Siberian larch to climate change, profound knowledge about the influence of climatic variables on tree growth is needed.

With their high resolution and reliability, tree-ring widths provide one of the best sources of proxy information about past environmental and climatic changes. However, much of the climate information contained within the rings had been overlooked based on ring-width measurements only. Using X-ray densitometric techniques, other measurements are possible, such as earlywood width, latewood width, maximum latewood density, minimum earlywood density and average earlywood density. Maximum latewood density (MXD) has proven particularly useful as a proxy for warm season temperatures (Briffa et al. 1992; Davi et al. 2003; Wilson and Luckman 2003; Bräuning and Mantwill 2004; D’Arrigo et al. 2004; Grudd 2008; Büntgen et al. 2008; Fan et al. 2009; Wang et al. 2009). Compared with other regions, such as Europe Alps, Siberia and the northern forests of North America, tree-ring MXD network of the Altay Mountains has not yet been well developed.

In the present study, new chronologies of ring width (RW) and MXD of Siberian larch trees grown at the upper treeline sites in Altay region (China) were developed. The results in terms of cross-dating, standardization, and apparent climatic responses were used to assess the usefulness of Siberian larch for paleoclimate studies and investigate the common driving forces on the Siberian larch growth of the Altay Mountains with the chronologies of Siberian larch from other countries.

2 Materials and methods

2.1 Study area and climate

The study areas are located in the Altay Mountains (Fig. 1), with a typical cold continental climate. Mean annual temperature is 1.1°C while the annual sum of precipitation is 362.8 mm, 73% of which fall during the growing season from April–September. At the upper tree line of the Altay Mountains, the climate is characterized by short cool summers and long and cold winters with considerably higher precipitation in summer. During the winter season, continental air masses of the Siberian high (Asian winter monsoon) dominate and lead to very cold and dry conditions with occasional surges of dry continental polar air from northwesterly directions. The Altay Mountains is covered by snow and ice for six months each year. The dominant tree species in the study areas are L. sibirica and Picea obovata. Soils are mainly brown coniferous forest soil (Fig. 2).

Fig. 1
figure 1

Location map of sampling sites and meteorological stations

Fig. 2
figure 2

The upper treeline sites within the Altay Mountains, characterized by wide talus slopes and open larch forests

2.2 New chronology development

During the 2009–2010 summer field seasons, two Siberian larch sites with little evidence of fire or human disturbance, Kelan River (Altay, site code KLD) and Zuolesa (Qinghe, site code ZLS), were sampled in Altay region, China. To minimize non-climatic effects on tree growth, we only sampled trees without obvious injury or disease. All trees were sampled nondestructively at breast height using the increment borers. Most trees were sampled with two 5 mm core and two 12 mm core. In combination, the two sites provide 100 cores (5 mm) and 74 cores (12 mm) taken from 50 trees. Site information, including latitude, longitude, slope, and tree number, is listed for each of the sites in Table 1. All samples were processed for RW and the 12 mm samples from two sites were also processed for MXD.

Table 1 Site information for standardized tree-ring chronologies

Conventional techniques of dendrochronology were employed in chronology development (Fritts 1976; Cook and Kairiukstis 1990). The 5 mm cores were mounted and prepared following standard procedures (Fritts 1976) and ring widths measured to the nearest 0.001 mm using a Velmex measuring system. Extraction of volatiles of the 12 mm cores was performed by hot water and alcohol solution. The 12 mm cores were cut transversely into strips of 1 ± 0.02 mm in thickness with twin-bladed saw (DENDRO-CUT 2003). The strips were oven-dried and subjected to X-ray analysis. These X-ray radiographs were scanned by DENDRO-2003 tree-ring workstation. To obtain good measurements, the steps described by Schweingruber et al. (1978) were adopted. The boundary between earlywood and latewood was set for each ring at 50 % of the difference between maximum and minimum density. Program COFECHA (Holmes 1983) was used for controlling cross-matching quality of the different series. The statistical cross dating of 12 mm cores done by the program COFECHA was always visually verified against the image loaded in DENDRO-2003. Each series was standardized (detrended) using the program ARSTAN (Cook and Kairiukstis 1990), in order to remove non-climatic factors. Conservative detrending methods (negative exponential function) were used to generate both RW and MXD chronologies in order to retain low-frequency information (Cook 1985). We used the RW and MXD standard chronologies for the analysis, which contains the common variations among the individual tree core series and retains low through high-frequency common variance, presumably in response to climate (Cook 1985).

2.3 Meteorological data and statistical analysis

To provide a more regional climate signal, the gridded monthly instrumental precipitation (and temperature data) was obtained from the Climatic Research Unit (CRU), East Anglia, UK (http://www.cru.uea.ac.uk) for the Altay Mountains for 1901–2006 (averaged over 45–53° N, 80–90° E). Instrumental climate records of Altay (1954–2009) and Qinghe (1961–2009) were obtained from the China National Climatic Data Center. Some tree-ring RW and MXD chronologies of Siberian larch in Mongolia and Russia were obtained from the International Tree-Ring Data Bank.

The relationships between tree-ring indices and the climatic data were analyzed using the program DENDROCLIM2002 (Biondi and Waikul 2004). As the growth of tree may be affected not only by the climatic conditions of the current growing season but also by those of the previous growing season (Fritts 1976; Chen et al. 2010), both the previous and the current growing seasons were included in the climate response analysis. The climate data used for the analysis included monthly mean temperature and total monthly precipitation over a span of 15 months (previous July to current September). To assess the common growth forces among the individual sites of the Altay Mountains, spatial correlation analysis and principal component analyses (PCA) were applied over the common period of the chronologies (1620–1994).

3 Results

3.1 The characteristics of tree-ring chronologies

After obtaining the tree-ring measurements, the cross dating of ring width data was checked by the program COFECHA first. The MXD data were compared to RW cross-dating results. Table 2 gives the general statistics of the tree-ring parameters from COFECHA. The mean correlation of the individual cores (with master) ranged from 0.571 to 0.709. The highest mean correlation is RW (Zuolesa) and the lowest one is MXD (Kelan River). The high correlation indicates good cross dating between sequences. The first-order autocorrelation ranged from 0.408 to 0.723. This implies that the influence factors (i.e., climate conditions, stand development and insect defoliators, etc.) that cause a ring to be narrow (or wide) in one year tend to carry over their effect on the growth of the following year.

Table 2 The statistics results of the Siberian larch tree-ring parameters from program COFECHA

The statistics of standard chronologies is given in Table 3. Ring width chronologies exhibit relatively high mean sensitivities (0.174–0.198) and standard deviations (0.192–0.248). These data indicate rather immoderate interannual variations in the ring-width series. The mean correlations between trees (0.301–0.503) and variances in the first eigenvector (39.7–60.5%) indicate that the growth of different trees was responding to common factors. The MXD indices exhibit low year-to-year variability, as emphasized by the low mean sensitivities (0.072–0.074) and the standard deviations (0.075–0.080). These low values of MXD were found in the previous reports (Schweingruber et al. 1978; Cleaveland 1986; Xiong et al. 1998). In general, MXD is associated with a higher correlation among trees than ring width (Schweingruber et al. 1978; Cleaveland 1986). Mean correlations between trees (0.411–0.503) for MXD in the Altay Mountains are also higher than those for ring width (0.301–0.385). The high correlation between trees might be the result of strong common signals in MXD of Siberian larch.

Table 3 Summary of statistics for ring-width and maximum latewood density standard chronologies of Siberian larch of the two sites in the Altay Mountains, China

In order to estimate the reliability of the tree-ring chronologies, the expressed population signal (EPS) and R bar were calculated using program ARSTAN (Cook and Kairiukstis 1990). EPS evaluates the relationship between the sample size of a chronology and the common variance or “signal” within a chronology (Wigley et al. 1984). The running mean EPS value (30-year moving window with 5-year overlaps) is 0.968 over the entire RW common period (ranging from 0.864 to 0.991) and 0.935 over the entire MXD common period (ranging from 0.668 to 0.976). The mean R bar for RW and MXD are 0.443 and 0.468, respectively. They are the longest records now available in the Altay Mountains of China, ranging from 446 to 530 years in duration. Generally, an EPS value of 0.85 or greater is considered a rough cut-off point for an acceptable level. The MXD records (Kelan River) are also the longest MXD records in China now, based on this threshold value (Fig. 3).

Fig. 3
figure 3

Plot of new ring width and maximum latewood density standard chronologies of Siberian larch from the Altay Mountains and the sample size. Thin line represents annual values; the thick line was smoothed with a 10-year low-pass filter

The seven RW chronologies of Siberian larch are correlated significantly among each other (Table 4). The six MXD chronologies of Siberian larch also display significant inter-site correlations (Table 5), with the highest correlation found between Aktasch Valley (AV) and Ust Ulagan Lake (UUL; r = 0.71, p < 0.01). PCA revealed that the PC#1RW and PC#1MXD have eigenvalues >2 and account for 38.55% and 57.44% of the total variance, respectively (Fig. 4). The correlation coefficient between the PC#1RW and PC#1MXD is 0.611 (p < 0.001).

Table 4 Cross-correlations between the different ring width chronologies for the common time interval 1620–1994
Table 5 Cross correlations between the different maximum latewood density chronologies for the common time interval 1620–1994
Fig. 4
figure 4

The PC#1 of RW and MXD. Thin line represents annual values; the thick line was smoothed with a 10-year low-pass filter. The period of warming are shaded in grey

3.2 Climate response analysis

The simple correlation analysis reveals that RW chronologies are related mainly to summer temperatures (Fig. 5). RW (Tiebuke, Kelan River, and Ust Ulagan Lake) is positively correlated with temperature of the current June, with the significance at p < 0.01 for both the response function and correlation analyses. RW (Khalzan Khamar, Ceminsky Pass) has a strong positive relationship to the temperatures (June–July). The strong negative relationship between RW and precipitation of the current July is found at the high-elevation sites (Khalzan Khamar, Kelan River, Ceminsky Pass, and Tiebuke).

Fig. 5
figure 5

Climatic responses of tree-ring width chronologies of Siberian larch in the Altay Mountains, obtained from simple correlations (bars). The dot lines indicate significant variables (p < 0.05)

The MXD chronologies at the six sites of Siberian larch show clear common responses to climatic factors during the warm season (Fig. 6). We found strong positive correlations between MXD and temperature during the warm season. However, the effective months differ among the sites: MXD (Zuolesa, Tiebuke, Ceminsky Pass, Ust Ulagan Lake, and Kelan River) is correlated with temperatures of May, June, and July, and that at low-elevation site (Ceminsky Pass) is correlated with those of May, June, July, August, and September. The MXD chronologies of Siberian larch (Ceminsky Pass, Aktasch Valley, Ust Ulagan Lake, Tiebuke, Kelan River, and Zuolesa) are negatively correlated with the precipitation (May–July).

Fig. 6
figure 6

Climatic responses of tree-ring MXD chronologies of Siberian larch in the Altay Mountains, obtained from simple correlations (bars). The dot lines indicate significant variables (p < 0.05)

To investigate the common growth forces, we screened PC#1RW and PC#1MXD in correlation analysis with the seasonal combinations of temperatures and precipitation from previous July to current September. The strongest correlation was found between the PCs and June–July temperature.

To demonstrate that the relationship between tree growth and recent warming trends, we conducted the correlations between the new chronologies of the Altay region and instrumental climate records of Qinghe and Altay. The new chronologies ate highly correlated with June–July temperature, especially MXD (Fig. 7).

Fig. 7
figure 7

a Comparison of the MXD (KLD) and the actual June–July temperature (Altay). b Comparison of the MXD (ZLS) and the actual May–July temperature (Qinghe)

4 Discussion

4.1 Climate–growth response

Dulamsuren et al. (2011) found that radial growth of L. sibirica growing at low-elevation sites, northern Mongolia was positively associated with precipitation during the growing season. However, in this case, the negative responses of RW and MXD of L. sibirica to precipitation at the sites suggest that the growth of L. sibirica is not limited by moisture stress. Contrary to other arid and semi-arid areas of Central Asia, there is relatively abundant precipitation in the Altay Mountains. The precipitation at the upper tree line of the Altay Mountains is often fall in the form of snow. As shown in Fig. 2, the mountain peaks near the upper tree line are still covered by snow during summer. High negative correlation (r = −0.625, p < 0.001) was found between June–July temperature and May–July precipitation. Enhanced cloudiness and rainfall may lead to temperature drop. Wet and cold climatic conditions have a strong depression in tree growth of L. sibirica. However, the response time to precipitation differs among the sites. The differences in responses might have been due to the local climate conditions.

The growth of Siberian larch in the Altay Mountains occurs for almost 6 months, from April to September. The period of growth corresponds to the months that reveal a significant correlation between RW/MXD and temperature. From the physiological perspective, tree-ring formation consists of three stages: cell division, cell enlargement, and cell-wall thickening (Larson 1967). Cell division and lengthening occurred mainly in the early part of growing season, as shown by tree radial enlargement. The positive correlations between RW and the temperature of current summer suggest that the radial growth of Siberian larch in the Altay Mountains is accelerated by high temperatures in the summer. Warm–humid environments of growing season can lead to high radial growth.

MXD is an annual ring parameter based on the highest density of the cells formed at the end of the growing season (Parker and Jozsa 1973; Schweingruber 1988; Davi et al. 2003). Even though cell division ceased at the end of the growing season, the thickening of cell walls of tracheids continued. The climate of late growing season may directly affect the thickening of cell walls of the last-formed cells. The values of MXD are mainly limited by the cold temperature of the late growing season. Thus, it appears that the period of maturation of the last-formed cells corresponds to the months that yield significant correlations between MXD and temperature. On the other hand, the growth of tree may be affected not only by the current climatic conditions of but also by those of the early part of growing season. The climate of the early part of growing season also has a significant impact on the formation of MXD. Previous studies (Schweingruber et al. 1978; Cleaveland 1986; Xiong et al. 1998; D’Arrigo et al. 2004; Büntgen et al. 2008; Fan et al. 2009) also demonstrated the responses of MXD to the warm season temperatures (from spring to late summer). Elevation is also an important factor limiting the growing season length. Maximum latewood density at low altitude (Ceminsky Pass) showed a significant response to temperature for the 5 months (May–September) while for the high elevation sites only temperature was only significant for the 4 months from May to August.

4.2 Large-scale forces in the Altay Mountains

High correlation coefficient between the PC#1RW and PC#1MXD shows that the growth forces are common among Siberian larch in the Altay Mountains. To investigate the common growth forces in more detail, we conducted spatial correlations between PCs and the updated 0.5 × 0.5 gridded June–July temperature of CRU TS3.0 for the period 1901–1994 by the use of the KNMI climate explorer (http://climexp.knmi.nl). The results of spatial correlation analysis show that the PC#1 of RW/MXD correlate > 0.5 with June–July temperature grid-box data in a large area of Central Asia, with highest correlations occurring in the Altay Mountains (Fig. 8). Despite a complex mountain terrain and spatial differences in local temperature and tree growth, based on the above analysis results, summer temperature (June–July) is the most important forces on the Siberian larch growth of the Altay Mountains.

Fig. 8
figure 8

Spatial correlations between the PC#1 of MXD/RW and the gridded dataset of surface temperatures (June–July). The analyses were performed using the KNMI climate explorer (Royal Netherlands Meteorological; http://climexp.knmi.nl)

4.3 Tree growth and recent warming trends

The tree-ring data in Siberia and Mongolia neighboring the Altay Mountains revealed the similar rise of temperatures form the mid-nineteenth century (Jacoby et al. 1996; Briffa et al. 2002). The growth of Siberian larch in the Altay Mountains also captures this warming trend (Fig. 4). However, due to chronology length limit, old tree-ring data of the Altay Mountains did not track the most recent abnormal warming (Jones et al. 1998; Mann et al. 1999; Briffa 2000; Esper et al. 2002; D’Arrigo et al. 2006). In the Altay Mountains, new tree-ring data (Kelan River and Zuolesa) show the warming trend in the recent decadal years. Unlike widely reported “divergence problem” in northern forests (Briffa et al. 1998; Vaganov et al. 1999; D’Arrigo et al. 2008). The growth of Siberian larch did not clearly lose its sensitivity under most recent warming in our study areas (Fig. 7). The new chronologies allow detecting the recent warming in a long-term context in the Altay Mountains.

5 Conclusions

We have developed four RW and MXD chronologies of Siberian larch at two upper tree ling sites in the Altay Mountains, China. The cross-matching statistics between trees for each parameter are relatively high. The MXD chronology (Kelan River) is presently the longest, absolutely dated, tree-ring density record yet developed from China. The climate response analysis shows that the MXD of Siberian larch can potentially be exploited as indicators for dendroclimatological studies because of their strong responses to temperature in the growing season. While the climatic responses of MXD varied among the sites, RW series were strongly correlated with temperatures during the current summer. Thus, MXD and RW of Siberian larch provides the best information for climate reconstruction in the warm season. PCA and spatial correlation analysis revealed that summer temperature (June–July) is the most important common forces on the Siberian larch growth of the Altay Mountains, and covers the whole region. The sensitivity of recent tree-growth to temperature in the Altay Mountains was not significantly reduced under climate warming. Tree-rings of Siberian larch allow detecting the recently observed warming trend and putting it into the long-term climatic context in the Altay Mountains. Continued work in this direction should enable us to understand better the growth change of Siberian larch under global warming and the past climate variability of the Altay Mountains over long temporal and large spatial scales.