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Nees, Stefan; Thiede, Jörn (1993): (Appendix 3) Stable isotope record of Neogloboquadrina pachyderma of sediment core PS1906-2 in the Greenland Sea [dataset]. PANGAEA, https://doi.org/10.1594/PANGAEA.66896, In supplement to: Nees, Stefan (1993): Spätquartäre Benthosforaminiferen des Europäischen Nordmeeres: Veränderungen der Artengesellschaften und Akkumulationsraten bei Klimawechseln. Berichte aus dem Sonderforschungsbereich 313, Christian-Albrechts-Universität, Kiel, 44, 80 pp, https://doi.org/10.2312/reports-sfb313.1993.44

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Related to:
Hamich, A (1991): Sedimentäre Untersuchungen eines Kerns (GIK21906-2) der Grönlandsee. Diploma Thesis, Geologisches-Paläontologisches Institut und Museum, Kiel, Germany, 78 pp
Coverage:
Latitude: 76.846300 * Longitude: -2.150500
Date/Time Start: 1990-07-04T09:29:00 * Date/Time End: 1990-07-04T09:29:00
Minimum DEPTH, sediment/rock: 0.005 m * Maximum DEPTH, sediment/rock: 3.155 m
Event(s):
PS1906-2 (GIK21906-2 PS17/081) * Latitude: 76.846300 * Longitude: -2.150500 * Date/Time: 1990-07-04T09:29:00 * Elevation: -2901.0 m * Penetration: 6.8 m * Recovery: 6.52 m * Location: Greenland Sea * Campaign: ARK-VII/1 (PS17) * Basis: Polarstern * Method/Device: Kasten corer (KAL)
Parameter(s):
#NameShort NameUnitPrincipal InvestigatorMethod/DeviceComment
DEPTH, sediment/rockDepth sedmGeocode
AGEAgeka BPGeocode
Sedimentation rateSRcm/kaThiede, JörnCalculated
Neogloboquadrina pachyderma sinistral, δ18ON. pachyderma s δ18O‰ PDBThiede, JörnMass spectrometer Finnigan MAT 251
Neogloboquadrina pachyderma sinistral, δ13CN. pachyderma s δ13C‰ PDBThiede, JörnMass spectrometer Finnigan MAT 251
StageStageThiede, Jörntime slice
Reference/sourceReferenceThiede, Jörnstable isotope data
Age, commentCommThiede, JörnAge interpretation after
Size:
529 data points

Data

Download dataset as tab-delimited text — use the following character encoding:


Depth sed [m]

Age [ka BP]

SR [cm/ka]

N. pachyderma s δ18O [‰ PDB]

N. pachyderma s δ13C [‰ PDB]

Stage

Reference

Comm
0.0050.7000.713.690.87Hamich (1991)extrapolation
0.0202.8000.713.540.79this studyextrapolation
0.0405.6000.713.510.80this studyextrapolation
0.0557.7005.003.260.94Hamich (1991)this study
0.0708.0005.003.680.87this studyinterpolation
0.1058.7005.003.450.65Hamich (1991)interpolation
0.1209.0005.003.620.70this studyinterpolation
0.1409.4005.003.930.61this studyinterpolation
0.1559.7003.153.370.421.1Hamich (1991)Vogelsang (1990)
0.17010.1763.153.710.33this studyinterpolation
0.19010.8123.153.870.55this studyinterpolation
0.20511.2883.153.700.38Hamich (1991)interpolation
0.22011.7653.153.460.00this studyinterpolation
0.24012.4000.864.430.32Younger Dryasthis studythis study
0.25514.1400.863.620.13Hamich (1991)interpolation
0.27015.8800.863.800.07this studyinterpolation
0.29018.2002.804.550.212.22this studyVogelsang (1990)
0.30518.7372.804.380.20Hamich (1991)interpolation
0.32019.2732.803.570.17this studyinterpolation
0.34019.9892.804.310.04this studyinterpolation
0.36020.7042.803.980.03this studyinterpolation
0.38021.4202.803.900.00this studyinterpolation
0.40522.3141.994.560.252.2Hamich (1991)Hamich (1991)
0.42023.0671.994.470.03this studyinterpolation
0.45524.8231.994.090.03Hamich (1991)this study
0.50527.3332.314.330.17-2.4Hamich (1991)Martinson et al. (1987)
0.55529.50023.333.690.123.1Hamich (1991)Sarnthein, pers com.
0.60529.71423.333.91-0.06Hamich (1991)interpolation
0.65529.92923.333.840.14Hamich (1991)interpolation
0.70530.14323.334.060.13Hamich (1991)interpolation
0.75530.35723.333.840.15Hamich (1991)interpolation
0.80530.57123.333.890.20Hamich (1991)interpolation
0.85530.78623.333.840.21Hamich (1991)interpolation
0.90531.0001.163.560.03Hamich (1991)this study
0.95535.2931.164.050.15Hamich (1991)interpolation
1.00539.5871.163.810.13Hamich (1991)interpolation
1.05543.8806.083.300.133.13Hamich (1991)this study
1.10544.7026.083.630.31End calendar yearHamich (1991)interpolation
1.15545.5246.083.390.28End calendar yearHamich (1991)interpolation
1.20546.3466.083.520.27Hamich (1991)interpolation
1.22546.6756.083.750.38Hamich (1991)interpolation
1.25547.1686.083.790.22Hamich (1991)interpolation
1.30547.9906.083.870.31Hamich (1991)interpolation
1.35548.8126.083.570.35Hamich (1991)interpolation
1.37049.0596.083.800.31this studyinterpolation
1.39049.3886.083.450.20this studyinterpolation
1.40549.6356.083.810.39Hamich (1991)interpolation
1.42049.8816.084.180.27this studyinterpolation
1.44050.2103.153.30-0.133.3this studyMartinson et al. (1987)
1.45550.6863.153.880.22Hamich (1991)interpolation
1.47051.1633.153.920.14this studyinterpolation
1.49051.7983.154.13-0.06this studyinterpolation
1.50552.2743.153.850.13Hamich (1991)interpolation
1.52052.7513.153.850.04this studyinterpolation
1.54053.3863.154.140.18this studyinterpolation
1.55553.8623.153.430.20Hamich (1991)interpolation
1.58554.8153.153.47-0.01Hamich (1991)interpolation
1.60555.4501.023.38-0.073.33Hamich (1991)this study
1.65560.3351.023.730.12Hamich (1991)interpolation
1.68563.2661.023.880.02Hamich (1991)interpolation
1.70565.2202.693.980.284.22Hamich (1991)Vogelsang (1990)
1.75567.0802.693.440.54Hamich (1991)interpolation
1.80568.9402.694.000.55Hamich (1991)interpolation
1.85570.8000.584.050.304.24Hamich (1991)Vogelsang (1990)
1.90579.4550.323.630.485.1Hamich (1991)Vogelsang (1990)
1.95595.1230.323.750.79Hamich (1991)interpolation
2.005110.7901.733.830.735.4Hamich (1991)Hamich (1991)
2.055113.6861.733.770.78Hamich (1991)interpolation
2.105116.5831.733.670.61Hamich (1991)interpolation
2.155119.4791.733.460.58Hamich (1991)interpolation
2.190121.5061.733.480.56this studyinterpolation
2.205122.3755.713.170.405.51Hamich (1991)Hamich (1991)
2.220122.6385.713.440.48this studyinterpolation
2.240122.9885.713.400.43this studyinterpolation
2.255123.2505.714.050.21Hamich (1991)interpolation
2.270123.5135.713.860.18this studyinterpolation
2.290123.8635.714.07-0.02this studyinterpolation
2.305124.1255.714.01-0.09Hamich (1991)interpolation
2.325124.4755.714.07-0.01Hamich (1991)interpolation
2.340124.7385.714.890.33this studyinterpolation
2.355125.0001.013.09-0.305.53Hamich (1991)Hamich (1991)
2.390128.4641.013.780.11this studyinterpolation
2.405129.9481.013.68-0.62Hamich (1991)interpolation
2.420131.4331.013.78-0.02this studyinterpolation
2.440133.4121.013.340.14this studyinterpolation
2.460135.3921.013.810.28this studyinterpolation
2.480137.3711.013.990.16this studyinterpolation
2.505139.8451.013.870.02Hamich (1991)interpolation
2.570155.6230.354.02-0.02this studyinterpolation
2.590161.3401.154.13-0.136.4this studyMartinson et al. (1987)
2.605162.6481.154.240.07Hamich (1991)interpolation
2.655167.0091.154.030.09Hamich (1991)interpolation
2.705171.3702.073.82-0.066.5Hamich (1991)Vogelsang (1990)
2.775174.7462.074.210.03Hamich (1991)interpolation
2.805176.1922.074.150.14Hamich (1991)interpolation
2.905181.0142.073.920.19Hamich (1991)interpolation
2.935182.4612.074.010.62Hamich (1991)interpolation
2.955183.4262.073.570.57Hamich (1991)interpolation
3.005185.8372.073.640.56Hamich (1991)interpolation
3.055188.2482.073.570.57Hamich (1991)interpolation
3.105190.6592.073.510.59Hamich (1991)interpolation
3.155193.0703.360.527.1Hamich (1991)Hamich (1991)