Hang Wu, Binbin Deng, Jinlong Wang, Sheng Zeng, Juan Du, Peng Yu, Qianqian Bi, Jinzhou Du. Sedimentary record of climate change in a high latitude fjord—Kongsfjord[J]. Acta Oceanologica Sinica, 2023, 42(1): 91-102. doi: 10.1007/s13131-022-2098-x
Citation: Hang Wu, Binbin Deng, Jinlong Wang, Sheng Zeng, Juan Du, Peng Yu, Qianqian Bi, Jinzhou Du. Sedimentary record of climate change in a high latitude fjord—Kongsfjord[J]. Acta Oceanologica Sinica, 2023, 42(1): 91-102. doi: 10.1007/s13131-022-2098-x

Sedimentary record of climate change in a high latitude fjord—Kongsfjord

doi: 10.1007/s13131-022-2098-x
Funds:  The National Natural Science Foundation of China under contract Nos 42107251 and 41706089; the Natural Science Foundation of Fujian Province under contract No. 2020J05232.
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  • Corresponding author: E-mail: jlwang@sklec.ecnu.edu.cn
  • Received Date: 2022-05-26
  • Accepted Date: 2022-08-15
  • Available Online: 2022-12-29
  • Publish Date: 2023-01-25
  • The sedimentary record of climate change in the Arctic region is useful for understanding global warming. Kongsfjord is located in the subpolar region of the Arctic and is a suitable site for studying climate change. Glacier retreat is occurring in this region due to climate change, leading to an increase in meltwater outflow with a high debris content. In August 2017, we collected a sediment Core Z3 from the central fjord near the Yellow River Station. Then, we used the widely used chronology method of 210Pb, 137Cs, and other parameters to reflect the climate change record in the sedimentary environment of Kongsfjord. The results showed that after the mid-late 1990s, the mass accumulation rate of this core increased from 0.10 g/(cm2·a) to 0.34 g/(cm2·a), while the flux of 210Pbex increased from 125 Bq/(m2·a) to 316 Bq/(m2·a). The higher sedimentary inventory of 210Pbex in Kongsfjord compared to global fallout might have been caused by sediment focusing, boundary scavenging, and riverine input. Similarities between the inventory of 137Cs and global fallout indicated that terrestrial particulate matter was the main source of 137Cs in fjord sediments. The sedimentation rate increased after 1997, possibly due to the increased influx of glacial meltwater containing debris. In addition, the 137Cs activity, percentage of organic carbon (OC), and OC/total nitrogen concentration ratio showed increasing trends toward the top of the core since 1997, corresponding to a decrease in the mass balance of glaciers in the region. The results of δ13C, δ15N and OC/TN concentration ratio showed both terrestrial and marine sources contributed to the organic matter in Core Z3. The relative contribution of terrestrial organic matter which was calculated by a two-endmember model showed an increased trend since mid-1990s. All these data indicate that global climate change has a significant impact on Arctic glaciers.
  • Global warming will result in the melting of glaciers, permafrost warming, sea-level rise, and seafloor methane release (Andreassen et al., 2017; Christiansen et al., 2010; Hodgkins et al., 2016). According to the forecast made by the Intergovernmental Panel on Climate Change (https://www.ipcc.ch/) in 2018, the global temperature will increase by 1.5℃ in 2052 relative to pre-industrial levels. The Arctic is highly sensitive to climate change; for instance, the air temperature in the Arctic increased by an average of 2.7℃ from 1971 to 2017 (Box et al., 2019). As a result of global warming, ice sheets and glaciers have retreated around Greenland since the 1990s (Mottram et al., 2019). Consequently, deltas in Greenland have advanced because of the increased mass loss from land-based ice (Bendixen et al., 2017). It has been reported that climatic variation exerts a stronger control on the spatiotemporal variability in the erosion rates of glaciers than ice dynamics (Koppes et al., 2015). It is important to investigate the sedimentary record with respect to climate change to understand the glacier-fed coastal environment (Boldt et al., 2013; Cowan et al., 2010). Due to global warming and glacial ablation, the sedimentation rate and concentrations of carbon, nitrogen, and heavy metals in the Arctic region are expected to vary over time.

    Chronologies of 210Pb and 137Cs have been widely used in dating recent sediments. The 210Pb method was first used by Goldberg (1963) and was then introduced into sediment research for lakes and bays (Koide et al., 1972; Krishnaswamy et al., 1971). The 210Pb within sediment samples can be classified as “excess 210Pb” (210Pbex) and “supported 210Pb”. Both originate from the decay of 238U in soil and rock. During the decay of 238U, some gas products such as 222Rn (T1/2 = 3.8 d) escape to the atmosphere and produce 210Pb, which then return to Earth’s surface as 210Pbex via wet and dry deposition. The existence time and deposition rate of sediment can be measured using the exponential decay law of 210Pbex (Sanchez-Cabeza and Ruiz-Fernández, 2012). As an artificial radionuclide, 137Cs mainly originates from atmospheric nuclear tests, nuclear accidents (e.g., Chernobyl), nuclear reprocessing facilities, and nuclear power plants. The following two time marks can be used to date a specific sediment layer and calculate the average sedimentary rate: 1963, when 137Cs of global fallout reached a maximum value; and 1952, when 137Cs was first introduced into the environment.

    Kongsfjord is located in the western part of Spitsbergen, Svalbard Archipelago, and is not completely covered by sea ice in winter (Wickström et al., 2020). The input of terrestrial material to Kongsfjord is mainly controlled by glaciers, and seawater becomes obviously stratified during the melting season (Walkusz et al., 2009). Previous studies have investigated the sedimentary rate in part of Kongsfjord (Aliani et al., 2004; Koziorowska et al., 2017; Kuliński et al., 2014; Mohan et al., 2018; Zaborska et al., 2006). Mohan et al. (2018) reported that the sedimentation rate had changed over the past two decades. However, the record of climate change in the sedimentary environment of Kongsfjord remains unclear. This study investigates the sedimentation rate variation during recent decades and attempts to reveal climate change using environmental parameters.

    Kongsfjord is a glacial fjord located in the European Arctic on the west Svalbard (74°–81°N, 10°–35°E). It is 20 km long and 4–10 km wide with several small islands (Svendsen et al., 2002). As a part of the Kongsfjord-Krossfjorden system, Kongsfjord is surrounded by the West Spitsbergen Current (WSC), Spitsbergen Trough Current (STC), and Spitsbergen Polar Current (SPC) (Nilsen et al., 2016). Atlantic water flows into Kongsfjord throughout the year, whereas there is less exchange between fjord water and open seawater during the winter (Berge et al., 2015; Husum et al., 2019). Kongsfjord, including Kongsvegen, Kongsbreen, and Kronebreen, is affected by valley glaciers and tide-related glaciers (Fig. 1). During the meltwater season, large volumes of meltwater and glacial debris are transported into the fjord system through subglacial discharge (Lydersen et al., 2014; Zajaczkowski, 2008), which subsequently rises (lighter density) to the surface at the glacier front, and become meltwater plumes, which contain suspended sediments. Rivers also contribute some meltwater and sediment to the fjord, for example, the Bayelva River in Ny-Ålesund, which is the largest river in the area.

    Figure  1.  Map of Kongsfjord showing the sampling station and major glaciers. The lines in a represent the ocean currents: West Spitsbergen Current (red line), Spitsbergen Trough Current (orange line), and Spitsbergen Polar Current (blue line). The black cross in b represents the station and the red English letters mean glaciers (A: Brøggerbreen; B: Lovénbreane; C: Kongsvegen; D: Kronebreen; E: Kongsbreen; F: Blomstrandbreen). The pentagram represents Ny-Ålesund.

    In August 2017, due to the limitation of the weight of core sampler and relative deep-water depth (117 m), we collected a short sediment core with a length of 9.5 cm (Core Z3, Fig. 1) from Kongsfjord (78°55'28.56''N, 12°08'30.54''E). It was then sliced at 0.5 cm intervals using a stainless-steel knife, and the obtained sediment samples were stored in resealable plastic bags at 4℃ awaiting laboratory analysis. The samples were subsequently freeze-dried. After freeze-drying, each sample was ground and homogenized before being sealed in a 10 mL plastic centrifuge tube for at least 21 d to establish a secular equilibrium between 226Ra and daughter products of 222Rn before measurement. The activities of 210Pbex and 137Cs in each sediment sample were measured using the methods described by Du et al. (2010) and an HPGe γ-ray spectrometer (GCW3522S, 35% relative counting efficiency and energy resolution of 1.8 keV at 1 332 keV). The activity of total 210Pb (i.e., excess 210Pbex and supported 210Pb) was calculated from the area of 46.5 keV (4.25%) at the γ-spectrum. The supported 210Pb activity was taken as the 226Ra activity, which was determined from the gamma peaks of 351.9 keV (37.6%; 214Pb) and 609.3 keV (46.1%; 214Bi). Therefore, the 210Pbex activity of each sediment sample was obtained by subtracting the 226Ra activity from the total 210Pb activity. The 137Cs activity was detected at 661.6 keV (85.1%). All determined values were decay-corrected to the sampling date.

    The percentage of organic carbon (OC) and total nitrogen (TN) in each dried sediment sample (ground and homogenised) was determined using a Vario EL III analyser. First, 5–10 mg of each sediment sample was added to a silver boat and mixed with 1 mol/L HCl until no gas was created to remove the inorganic carbon. Then, the sample was dried and packaged in a silver boat to detect the percentage of OC and δ13C. For the percentage of TN and δ15N measurement, the dry sample (without acidification) was packaged into a tin boat and wait for measurement.

    δ15N and δ13C values were determined using a Finnigan MAT 252 mass spectrometer connected to a Flash EA 1112 analyser. δ13C is given as the per mil deviation from the isotopic composition of the Vienna Pee Dee Belemnite standard. δ15N is given as the per mil deviation from the N isotope composition of atmospheric N2.

    To measure the grain size of the sediment, 0.1–0.2 g of each dried sediment sample was first mixed with 5 mL of 10% H2O2 and 5 mL of 0.2 mol/L HCl to remove organic matter and metal oxide coatings. To completely disaggregate the sediments, 10 mL of 0.5 mol/L sodium hexametaphosphate solution was then added. After 24 h of reaction, the samples were placed in an ultrasound water bath for 10 min. The grain size of the sediment was subsequently detected using an MS-2000 laser particle analyser (Malvern Panalytical Company).

    The basic parameters of all measurements were listed in Table 1. The overall distribution of Core Z3 was relatively uniform and its color was reddish brown. The main components of Core Z3 were clay and silt, which accounted for more than 85% (Fig. 2a). In Core Z3, the sand content and mean grain size first decreased and then increased with increasing depth from the top to the bottom of the core (Figs 2b, c). The highest mean grain size was observed in the last section, similar to the sand content. The δ13C values showed a sub-maximum in the surface part of the core and ranged from −20.58‰ to −23.65‰, while δ15N ranged from 4.39‰ to 5.55‰ (Figs 2e, f). The OC concentration ranged from 0.28% to 0.83%, with the maximum at the top of the core. The OC/TN concentration ratio ranged from 4.89 to 11.65, with the maximum was also observed at the top of the core (Fig. 2d)

    Figure  2.  Grain-size classification (a), mean grain size (b), organic carbon (OC) concentration (c), OC/total nitrogen (TN) concentration ratio (d), δ13C (e) and δ15N (f) in sediment Core Z3.

    The total 210Pb activity ranged from 132 Bq/kg to 64 Bq/kg, with the maximum value observed in the top layer. A decreasing trend was observed from the surface to the bottom, and the minimum total 210Pb activity occurred in the bottom layer. The 210Pbex activity ranged from 94 Bq/kg to 33 Bq/kg and followed the same trend as the total 210Pb activity. The 226Ra activity did not fluctuate significantly and ranged from 30 Bq/kg to 41 Bq/kg. The 137Cs activity ranged from 2.7 Bq/kg to 1.5 Bq/kg, with the maximum and minimum values observed in the 4.0–5.0 cm layer and 7.5–8.0 cm layer, respectively.

    Table  1.  Basic parameters for the Core Z3
    Sample nameMass depth/
    (g·cm−2)
    ${\text{δ}}^{13} $C/
    ${\text{δ}}^{15} $N/
    OC/
    %
    TN/
    %
    OC/
    TN
    Z3 0–1.0 cm0.53−22.465.180.830.0711.65
    Z3 1.0–1.5 cm1.42−23.225.550.720.089.30
    Z3 1.5–2.0 cm2.00−20.915.380.530.077.36
    Z3 2.5–3.0 cm3.10−21.895.090.360.075.45
    Z3 3.0–3.5 cm3.73−21.065.260.350.065.63
    Z3 3.5–4.0 cm4.26−20.585.050.280.064.89
    Z3 4.0–5.0 cm5.15−23.654.890.430.058.16
    Z3 5.0–5.5 cm5.99−22.814.760.400.057.35
    Z3 7.0–7.5 cm8.25−22.794.390.360.056.73
    Z3 7.5–8.0 cm8.87−22.515.220.290.055.62
    Z3 8.5–9.5 cm10.42−20.925.240.350.056.61
    Note: OC represents organic carbon concentration; TN, total nitrogen concentration; OC/TN, OC/TN concentration ratio.
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    Atmospheric 210Pb returns to Earth’s surface via wet and dry deposition, providing a crucial source of 210Pb to the global surface environment. With the melting of glaciers, debris and absorbed 210Pbex are transported to Kongsfjord by meltwater. Among the sediment components, fine fraction (silt and clay) dominates the fjord system (>80%) (Choudhary et al., 2020). The sediment in inner part of Kongsfjord was mainly transported by two ways: ice-water rivers and broken-icebergs. The former deposited coarse debris and transported the fine particles to the fjord. The latter quickly moved away from the glacier and unloaded the frozen detrital materials in the process of transportation. The content of sand, silt and clay in the inner part of Kongsfjord showed obvious regularity, which can better indicate the source of the sediment brought by different ways such as icebergs, river input and so on (Shi et al., 2011). Based on the exponential decay law of 210Pbex, we estimated the sedimentary flux of the sediment core. In Fig. 3a, a significant piecewise-linearity phenomenon can be observed. It is unlikely that this relates to mixing because the mean grain size did not show an obvious mixing section (Fig. 2b). The highest sand content could indicate a dramatic incident that resulted in the deposition of coarse particles in fjord and coastal environments. The terrigenous input carried coarse particles into the fjord but decreased over time, as indicating by the reduction in the sand content with mass depth (Fig. 2b). Thereafter, the sand content increased with the reduced mass depth, probably due to the rising influx of glacial debris resulting from climate change.

    Figure  3.  Regression analysis model used for Core Z3 (a); comparison between the constant rate of supply (CRS), constant initial concentration (CIC), and CRS unsegmented models in terms of the mass accumulation rate (b) and dating results (c) for Core Z3; profile of 137Cs in Core Z3 (d).

    The constant flux constant sedimentation (CFCS) model was used here to calculate the mass accumulation rate (MAR) of each segment of the sediment core (Sanchez-Cabeza and Ruiz-Fernández, 2012):

    $$ \mathrm{l}\mathrm{n}{C}_{i}=\mathrm{l}\mathrm{n}{C}_{0}-\frac{\lambda }{r}m\left(i\right) , $$ (1)

    where $ {C}_{i} $ is the activity (Bq/kg) of 210Pbex in Section i, C0 is the activity (Bq/kg) of 210Pbex in the surface, $ m\left(i\right) $ is the mass depth (g/cm2) of Layer i, r is the average mass accumulation rate (g/(cm2·a)), and $ \lambda $ is the decay constant of the radionuclide. A regression line equation ($ y=a+kx $) can be obtained from Fig. 3a.

    $$ r=-\frac{\lambda }{k} , $$ (2)
    $$ t\left(i\right)=\frac{m\left(i\right)}{r} , $$ (3)
    $$ {C}_{0}={{\rm{e}}}^{a}, $$ (4)
    $$ {C}_{0}={C}_{i}/{{\rm{e}}}^{-\lambda \frac{m\left(i\right)}{r}}, $$ (5)
    $$ f=r\times {C}_{0}, $$ (6)

    where k is the gradient of the regression line, a is the intercept of the regression line,$ t\left(i\right) $is the time of Layer i since its formation (a), and $ f $ is the 210Pbex flux to the sediment surface.

    Using Eq. (2), MARs of 0.34 g/(cm2·a) and 0.103 g/(cm2·a) were estimated for the upper and lower parts of the core, respectively. The age of each layer was then determined using the MARs. Considering the cutting interval, the age of the turning point was (1995±2) years old. The errors of the 210Pbex chronology were calculated using error propagation (Taylor and Thompson, 1998) considering the measurement errors of all the measured parameters in Eq. (2) and Eq. (3). Using Eq. (4), the $ {C}_{0} $ for the upper part was 93 Bq/kg, while the $ {C}_{0} $ for the lower part based on Eq. (5) was 121 Bq/kg. Meanwhile, we obtained the deposition fluxes of 210Pbex during these two periods using Eq. (6), which were 316 Bq/(m2·a) and 125 Bq/(m2·a) for the upper and lower parts, respectively.

    The results of the constant rate of supply model (CRS) were compared with those of the CFCS model. The fundamental hypothesis for the CRS model is that the f to the sediment surface are constant. The previous calculation suggested that the f value changed between these two stages (125 Bq/(m2·a) and 316 Bq/(m2·a)). Therefore, using the total integral of these two segments to calculate the MAR is more reliable. To depict the MAR of each segment, the 210Pbex activity in Core Z3 was pre-processed for the piecewise integration of the CRS (PICRS) model. It is feasible to lengthen the regression line to describe what happened before in the same state because the segments exhibited high linearity.

    After extension, both segments were composed of fitted and measured parts. The MAR of the measured part was obtained by integrating the fitted and measured parts using the CRS model. The calculation formula of the CRS model is as follows (Sanchez-Cabeza and Ruiz-Fernández, 2012):

    $$ A\left(i\right)=\int _{{m}_{i+1}}^{\infty }{C}_{i}\mathrm{d}m, $$ (7)

    where $ A\left(i\right) $ is the accumulative activity of 210Pbex below Layer i (Bq/m2), $ C_i$ is the 210Pbex activity in Layer i (Bq/kg), and $ {m}_{i} $ is the mean mass depth of Section i (kg/m2). Considering the actual sampling situation, the inventory of 210Pbex can be written as follows:

    $$ A\left(0\right)=\sum _{i=1}^{n}{C}_{i}{m}_{i}, $$ (8)
    $$ t\left(i\right)=\frac{1}{\lambda }\mathrm{l}\mathrm{n}\frac{A\left(0\right)}{A\left(i\right)},$$ (9)
    $$ r\left(i\right)=\frac{\lambda A\left(i\right)}{C\left(i\right)}, $$ (10)

    where $ r\left(i\right) $ is the MAR of Layer $ i $ (kg/(m2·a)), and $ n $ represents the last section.

    The age of each layer was calculated using Eq. (9), and the turning point was (1995±2) years old. The determined ages were generally well matched between the CFCS and PICRS models, except that the lower part was slightly different (Fig. 3c). We also used the CRS model to integrate these two parts into a whole. However, the results were significantly different from the CFCS and PICRS models (Fig. 3c); therefore, we chose the CFCS and PICRS models to calculate the MAR.

    Based on the 210Pbex sedimentation rate, we found that there was an inconspicuous peak (Fig. 3d) observed in sediment Core Z3 correspond to 1986. It was not surprising because many studies have showed that the Chernobyl accident signal was recorded in the ice core and sediment core of the Arctic region (Pinglot et al., 1994, 2001; Jaworowski et al., 1997; Pinglot et al., 2003; Larsen et al., 2010). Such unsharp peak of 137Cs was caused by the pre-depositional migration of 137Cs in marine sediment, which would significantly broaden the peak without changing its location (Klaminder et al., 2012; Ferreira et al., 2013; Wang et al., 2017). Thus, we can still use this broaden peak to date sediment. The calculated MAR using 1986 peak of 137Cs was 0.267 g/(cm2·a), which is consistent with the MAR calculated using 210Pbex.

    Several studies on the MAR based on 210Pbex have been conducted in different areas of Kongsfjord (Table 2). Overall, the MARs reported for the central area of Kongsfjord were less than 1 g/(cm2·a), except for the MAR reported by Zaborska et al. (2006), who collected a core near the inner fjord. In addition, Mohan et al. (2018) reported that the MAR increased in last 20 a. This finding is similar to our results, whereby the sediment flux and 210Pbex flux increased after (1995±2) a. This could be attributable to the increased influx of glacial meltwater containing debris since the mid-1990s.

    Table  2.  Sedimentary rate of the sediment core from Kongsfjord
    Study areaSedimentation rateSampling timeReference
    Inner partCentral partOuter part
    Kongsfjord0.103−0.340 g/(m2·a)2017this study
    Kongsfjord0.372−0.611 g/(m2·a)Mohan et al. (2018)
    Kongsfjord>1.8 g/(m2·a)0.18 g/(m2·a)0.02 g/(m2·a)2000Aliani et al. (2004)
    Kongsfjord0.2 cm/a0.13 cm/a2015Koziorowska et al. (2017)
    Kongsfjord2.5 cm/a (without regarding to mixing layer)2000Zaborska et al. (2006)
    Kongsfjord0.32 g/(m2·a)0.13 g/(m2·a)2009 and 2007Kuliński et al. (2014)
    Note: − represents no data.
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    The sources of 210Pbex to Kongsfjord include atmospheric deposition, external seawater input, and glacial meltwater input. The sedimentary flux has increased over the past two decades; thus, some of the 210Pbex sources have also changed. Previous studies from 1986 to 2006 (Dibb and Jaffrezo, 1993; Magand et al., 2006; Paatero et al., 2003; Samuelsson et al., 1986) reported that the atmospheric 210Pb activity had no significant interannual variation from April to May in Ny-Ålesund, suggesting that atmospheric inputs of 210Pb may not explain the variation in the 210Pbex flux of seawater. The inventory of 210Pbex in the sediment core was the integral of 210Pbex versus the mass depth function [Eq. (7)]. The inventory of 210Pbex in sediment Core Z3 (>6 517 Bq/m2) was much higher than that of atmospheric fallout (Table 3), further indicating that atmospheric fallout was not the main factor controlling the variation in the 210Pbex flux. Hence, atmospheric fallout was not the main source of 210Pbex in Kongsfjord.

    Table  3.  Inventories of 210Pbex and 137Cs (both values were decay-corrected to 2017)
    Sample nameLocationInventory/(Bq·m−2)Reference
    210Pbex137Cs
    Atmospheric fallout70°–80°N385–1 837285Aarkrog (2003); Zhang et al. (2021)
    Svalbard1 455–2 582Appleby (2004)
    Z378.95°N, 12.03°E6 517±791227±77this study
    KO79.00°N, 11.48°E17 766Kuliński et al. (2014)
    KM78.94°N, 12.14°E8 065Kuliński et al. (2014)
    kb179.02°N, 11.45°E25 540Koziorowska et al. (2017)
    kb278.94°N, 11.98°E18 571Koziorowska et al. (2017)
    V378.93°N, 12.37°E>8 631Svendsen et al. (2002)
    KO-178.95°N, 12.03°E10 464Svendsen et al. (2002)
    Note: − represents no data.
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    In addition, 210Pbex scavenging from open seawater is also relatively constant. The 210Pbex inventory outside of the fjord was much higher than that in the middle of the fjord (Kuliński et al., 2014; Koziorowska et al., 2017) (Figs 4a, b). Our previous work showed that boundary scavenging contributed 55%–68% of sedimentary 210Pb in Kongsfjord (Zeng et al., 2022). Thus, the high external value could relate to the boundary scavenging of 210Pb from external seawater. The spatial distribution of coarse-grained components and the increasing grain size in the outer fjord indicate that sediment focusing occurred in the outer fjord (Zeng et al., 2022), which may correspond to the movement of sediment by gravity along the depth direction. The higher inventory of 210Pbex in Core Z3 may also relate to sediment focusing. When the sediment particles are resuspended in seawater, 210Pb is adsorbed by the sediment particles and finally buried in the bottom sediment. Previous studies undertaken in the Arctic Ocean have shown that boundary scavenging in the marginal sea region can provide a 210Pbex flux that is several times higher or even an order of magnitude higher than that of 222Rn decay in overlying water and atmospheric deposition (Kuzyk et al., 2013; Moore et al., 1973). In addition, as discussed above, the increase in terrigenous inputs from glacial meltwater would be another factor causing this higher inventory. Overall, the additional inputs from glacial meltwater, boundary scavenging, and sediment focusing enhanced the sedimentary inventory of 210Pb relative to atmospheric fallout.

    Figure  4.  Profiles of 210Pb (a) and 210Pbex (b). Data in a and b are from Kuliński et al. (2014) and Koziorowska et al. (2017). The information of Stations KM, KO, kb1 and kb2 are presented in Table 3.

    Unlike the distribution of 210Pbex, the inventory of 137Cs in this study ((227±77) Bq/m2) was similar to the global fallout of 137Cs at 70°–80°N (285 Bq/m2). The global fallout of 137Cs at 70°–80°N was calculated by multiplying the fallout 90Sr by a conversion factor of 1.6 (Aarkrog, 2003). The difference in these values relates to the fact that 137Cs mainly exists in seawater and cannot be easily adsorbed by sediment particles that eventually settle out. Matishov et al. (2011) reported that the atmospheric flux of 137Cs in the Barents Sea was 0.1 Bq/(m2·a) during 2000–2009. The corresponding inventory during this period was 4.7 Bq/m2, which is clearly lower than our measured results. This suggests that the contribution of 137Cs from atmospheric fallout during 2017–2018 was negligible. The 137Cs activity in the seawater of the fjord was vertically uniform, indicating that 137Cs is a relatively conservative nuclide in seawater (Gwynn et al., 2004). The sorption of 137Cs from seawater to marine particles should be very small. Even in the presence of sediment focusing, the cycle of deposition/resuspension would not capture more 137Cs from seawater. It has been reported that 137Cs is tightly adsorbed onto the clay fraction, especially illite and kaolinite, in freshwater (Saiers and Hornberger, 1996; Hinton et al., 2006). Thus, terrestrial particulate matter was probably the main source of 137Cs in fjord sediments. The similar sedimentary inventory of 137Cs with atmospheric fallout could be attributable to terrigenous particles that adsorbed most fallout 137Cs in freshwater systems.

    The stable carbon, nitrogen and their isotopes could be used to identify the source of organic matter (OM) (Schubert and Calvert, 2001; Ogrinc et al., 2005). The distribution of carbon and nitrogen in the Kongsfjord sediment was reported in several previous studies. Terrestrially-derived OM had an OC/TN concentration ratio higher than 10 in the Arctic, due to the influence of C3 plants and ancient OM. The OM from marine sources displayed a lower OC/TN concentration ratio (i.e., <8) (Ruttenberg and Goñi, 1997; Naidu et al., 2000; Winkelmann and Knies, 2005). So, we can use the range of δ13C and δ15N to roughly assess the source of organic matter (Thornton and McManus, 1994; Andrews et al., 1998; Maksymowska et al., 2000; Carreira et al., 2002; Goñi et al., 2003; Gordon and Goñi, 2003; Meksumpun et al., 2005; Ogrinc et al., 2005; Voss et al., 2005; Usui et al., 2006; Barros et al., 2010). As shown in Fig. 5, both terrestrial and marine sources contributed to the organic matter in Core Z3.

    Figure  5.  Scatter plots for the δ13C, δ15N, organic carbon/total nitrogen (OC/TN) concentration ratio and the relative contribution of terrestrial organic matter (Fterr) in the Core Z3 (Meyers, 1994; Lamb et al., 2006; Barros et al., 2010).

    The OC/TN concentration ratios of surface sediments in the inner part of Kongsfjord (typically 7–8) were indicative for a dominance of marine OM, and had no significant change in the spatial distribution pattern (Kim et al., 2011). Our results showed an increase trend from middle part to surface layer of Core Z3 (from 6 cm to 12 cm) which suggested more contribution of the terrestrial organic matter.

    Briefly, for soils, mosses and debris of land vegetation, the δ13Corg values ranged from −35 ‰ to −24.9 ‰; for glacier discharge water, the δ13Corg values ranged from −24.4‰ to −25.4‰ (Kim et al., 2011; Kuliński et al., 2014). In fjord water, the δ13Corg values of particulate organic matter (POM) ranged from −26.1‰ to −22. 8‰ (surface) and −25.2‰ to −23.8‰ (near bottom), with the average of −24.6‰ and −24.5 ‰, respectively (Zhu et al., 2016). Similar results in inner fjord water (from −25.9‰ to −21.4‰, average −23.5‰) were reported (D’Angelo et al., 2018). Significantly higher δ13Corg was found in all sediment samples in this study than the reported terrestrial matter and close to the highest value of POM in fjord water (Zhu et al., 2016). The δ13Corg values differed between the sediment in the vicinity of glacier front and other fjord sediment, which might correlate to the different sources of OM (Bourgeois et al., 2016).

    The δ13C variability in surface sediment is widely used to determine relative proportions of terrestrial and marine-derived organic matter by application of a two-end-member mixing model (Hedges et al., 1988; Schubert and Calvert, 2001; Winkelmann and Knies, 2005; Belicka and Harvey, 2009). Since terrestrial δ13C and δ15N end-members, especially δ13C, are relatively constant in the Svalbard region (Winkelmann and Knies, 2005). According to previous studies in Svalbard region, we applied an average δ13C value (−26.8‰) for terrigenous organic matter and marine organic matter (−20.6‰) in our equations (Winkelmann and Knies, 2005; Knies and Martinez, 2009; Koziorowska et al., 2016). Using these C isotope endmember values, we calculated the relative contribution of terrestrial OM (Fterr) to fjord sediments using the following equations:

    $$ \mathrm{\delta }{{}^{13}\mathrm{C}}_{\mathrm{s}\mathrm{a}\mathrm{m}\mathrm{p}\mathrm{l}\mathrm{e}}={F}_{\mathrm{t}\mathrm{e}\mathrm{r}\mathrm{r}}\times \mathrm{\delta }{{}^{13}\mathrm{C}}_{\mathrm{t}\mathrm{e}\mathrm{r}\mathrm{r}\mathrm{e}\mathrm{s}\mathrm{t}\mathrm{r}\mathrm{i}\mathrm{a}\mathrm{l}}+\left(1-{F}_{\mathrm{t}\mathrm{e}\mathrm{r}\mathrm{r}}\right)\times \mathrm{\delta }{{}^{13}\mathrm{C}}_{\mathrm{m}\mathrm{a}\mathrm{r}\mathrm{i}\mathrm{n}\mathrm{e}} , $$ (11)
    $$ {F}_{{\rm{terr}}}=\frac{\mathrm{\delta }{{}^{13}\mathrm{C}}_{\mathrm{s}\mathrm{a}\mathrm{m}\mathrm{p}\mathrm{l}\mathrm{e}}-\mathrm{\delta }{{}^{13}\mathrm{C}}_{\mathrm{m}\mathrm{a}\mathrm{r}\mathrm{i}\mathrm{n}\mathrm{e}}}{\mathrm{\delta }{{}^{13}\mathrm{C}}_{\mathrm{t}\mathrm{e}\mathrm{r}\mathrm{r}\mathrm{e}\mathrm{s}\mathrm{t}\mathrm{r}\mathrm{i}\mathrm{a}\mathrm{l}}-\mathrm{\delta }{{}^{13}\mathrm{C}}_{\mathrm{m}\mathrm{a}\mathrm{r}\mathrm{i}\mathrm{n}\mathrm{e}}}\times 100\%, $$ (12)

    where Fterr is the percentage of terrestrial organic carbon in the samples, δ13Csample is δ13C measured in the samples, and δ13Cterrestrial and δ13Cmarine are the end-member values for terrestrial and marine OM as provided above. The contributions of marine and terrestrial organic matter were calculated using the two end-member approach [Eq. (11) and Eq. (12)]. The terrestrial organic matter contribution obtained for the Kongsfjord was in the range of 5%–49% (Fig. 5). The largest Fterr (49%) was observed in the middle part of Core Z3, which represented the year 2001. The estimated result of Fterr showed an overall increase trend from mid-1990s. The Fterr of 2000−2010 was small which might due to the enhancement of the Atlantic Current. Combining OC/TN concentration ratio and δ13C, we can conclude that the Kongsfjord area had been increasingly influenced by terrestrial matter since the mid-1990s.

    In the inner part, the organic matter was derived mainly from benthic meiofauna and diatoms whereas in the mid and outer fjord it was derived mainly from prymnesiophyceae and zooplankton, like zooplankton fecal pellets (Bourgeois et al., 2016). The relatively higher δ13Corg might be because the OM in sediment was strongly affected by marine OM. However based on the retene content and ∆14C data in sediment, Kim et al. (2011) found that the ancient OM contribution in Konsfjorden sediments increased from 45%–50% in outside and middle fjord to 91% in inner fjord near the glacier front, and the values of Branched and Isoprenoid Tetraether suggested that the contribution of soil OM in Kongsfjord sediment is negligible. Minor component of soil OM in sediment is probably the reason of dyssynchrony between δ13Corg and 137Cs activity in sediment of Kongsfjord. Of course, as climate change, the biological activities on the land will become stronger, and the soil OM in the Kongsfjord will gradually increase, which will preferentially be observed in the region with higher activity of 137Cs because it is less affected by the dilution of glacier matter. In Core Z3, the δ13Corg didn’t show a clear variation trend with the mass depth, but the concentration of organic carbon decreased on the top 2.84 g/cm2 and then was substantially constant (Fig. 2c). This indicates that the increase in sediment flux didn’t dilute the organic matter concentration of sediment, which means the deposited flux of organic matter in the water had increased due to the rise of MAR. Finally, the stable carbon, nitrogen and their isotopes suggested more terrestrial OM had been buried in Kongsfjord.

    Fjords are vital systems in the Arctic and serve as an important point to evaluate the cause and effect of environmental change. The rate of sediment production and sedimentation in fjords is influenced by glacier fronts, fjord walls, side streams, and other topographical factors (Zaborska et al., 2006; Zajaczkowski, 2008). Kongsfjord is a glacial fjord located in the European Arctic on the west Spitsbergen coast in the Svalbard archipelago. Due to the influence of the North Atlantic Current, Kongsfjord has a significantly warmer climate than other environments at the same latitude (Promińska et al., 2017). This might lead to increased calving of tidewater glaciers and occasionally accelerated glacier retreat and more meltwater in the Kongsfjord (Husum et al., 2019; Luckman et al., 2015). The environment of Kongsfjord has been changing gradually under the influence of ongoing climate change. In our study, Core Z3 suggests an obvious increase in MAR since (1995±2) a, which may result from climate change in Ny-Ålesund. To better illustrate this phenomenon, we collected and collated published data.

    Despite being relatively stable, the air temperature in Ny-Ålesund exhibited an overall warming trend since the 1960s, and continued to increase after 1994 (Fig. 6b). With the increase in temperature, glacier melting began to accelerate in the mid-late 1990s. Such climate change might lead to a sedimentation rate increase during recent decades. In the South Shetland Islands, Boldt et al. (2013) reported that climate change resulted in a 2-to-4-fold increase in the MAR for three proximal ice cores. The results of Mohan et al. (2018) showed that the sedimentation rate had increased to (0.34 cm/a) during the last 20 a, which may have related to the increased influx of glacial meltwater containing debris. Local climate warming accelerated the retreat of these glaciers, and the mineral materials eroded by them were transported to Kongsfjord (Koppes et al., 2015). During 1996–2000, the average annual content of suspended particulate matter (SPM) transported by the Bayelva River increased slightly compared with 1990–1995 (from 7 697 t/a to 10 374 t/a, Fig. 6a). This suggested that sediment availability increased because there was no significant increase in the annual average runoff (Bogen and Bønsnes, 2003). The increase in the transport of glacial debris into Kongsfjord may have resulted in the higher sediment fluxes that were observed in Core Z3. This rate can be well supported by the studies done on glacier surface speed and frontal ablation. Also, the frontal ablation has changed from 0.088 Gt/a (Lefauconnier et al., 1994) to 0.14–0.16 Gt/a (Schellenberger et al., 2015). The retreat and frontal ablation might have influenced the sediment deposition pattern in the inner part glacial front regions of Kongsfjord and it reflected in the core taken in the present study also. In short, climate change in Kongsfjord had intensified since the mid-to-late 1990s. Consequently, the acceleration in glacial melting had led to more sediment input into the adjacent fjord. The OC/TN concentration ratio and OC of Core Z3 also increased after 1997, indicating an increase in the terrigenous organic matter concentration corresponding to glacial ablation. The 137Cs activity in Core Z3 also increased slightly after 1997. These observations suggested an increase input of terrigenous materials largely related to glacial ablation which increased the sedimentary particles released from melting glacier and eroded from continent by melting water.

    Figure  6.  Sediment transport in Bayelva River (a) and air temperature in Ny-Ålesund (b) over time. Data in a are from Bogen and Bønsnes (2003), data in b are from http://www.mosj.no/en/climate/.

    In addition to the change in the sediment flux, the 210Pbex flux estimated from Core Z3 increased from 125 Bq/(m2·a) to 316 Bq/(m2·a). As discussed earlier, the increase in the radionuclide flux in Core Z3 probably resulted from glacier inputs. Two reasons may explain this phenomenon: (1) the accelerated melting of glaciers caused more 210Pbex to be released by glaciers, and (2) the contents of coarse and fine particles in the debris transported by glaciers increased. As the adsorption capability of fine particles is better than that of coarse particles (He and Walling, 1996), 210Pbex will be more concentrated on fine particles, which are easily transported by meltwater. With the shift in the composition of SPM, more 210Pbex would be introduced into Kongsfjord. Briefly, all collected data, including the samples of Core Z3, indicate that climate change in Ny-Ålesund has intensified since the mid-late 1990s, thus accelerating glacier melting and leading to increases in the OC/TN concentration ratio, sediment MAR, and 210Pbex flux in Kongsfjord.

    By observing the sedimentary records of radionuclides, organic carbon, and nitrogen in a sediment core collected from Kongsfjord in the Arctic during August 2017, we drew the following conclusions. After the mid-late 1990s, the MAR of Core Z3 increased from 0.103 g/(m2·a) to 0.340 g/(m2·a), while the 210Pbex flux increased from 125 Bq/(m2·a) to 316 Bq/(m2·a), suggesting that two separate periods should be considered in the CRS model. A comparison between the atmospheric input of 210Pbex and the inventory of 210Pbex indicated that the main sources of 210Pbex to the inside area of Kongsfjord were probably sediment focusing, boundary scavenging, and increased riverine input originating primarily from glacial meltwater. Considering that 137Cs is relatively conservative in seawater and that the inventory of 137Cs was similar to the global fallout of 137Cs, terrestrial inputs were the main source of 137Cs in fjord sediments. The maximum OC/TN concentration ratio in the top layer of Core Z3 indicates the influence of terrestrial OM. Combining δ13C, δ15N and OC/TN concentration ratio, we can conclude that the relative contribution of terrestrial organic matter showed an increased trend since mid-1990s. The trends in the variation in the MAR, the acceleration of glacier melting, the increase in SPM in the Bayelva River, and the rise in temperature were similar, suggesting that the change in the sedimentary environment in Kongsfjord is the result of climate change in Ny-Ålesund. All results of our study indicated that the temperature-driven glacial melting could release more OM originating from the meltwater or terrestrial materials and significantly reconstructed the sedimentary environment in Konsfjorden.

    Acknowledgements: We thank two anonymous reviewers for their constructive comments for improvement of the original manuscript. We thank Zhuoyi Zhu for his assistance with field sampling.
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