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Elmstrom, Kristin M; Kennett, James P (2012): (Table 1) Distribution of planktonic foraminifers at DSDP Hole 90-590A [dataset]. PANGAEA, https://doi.org/10.1594/PANGAEA.793186, In supplement to: Elmstrom, KM; Kennett, JP (1986): Late Neogene paleoceanographic evolution of Site 590: Southwest Pacific. In: Kennett, JP; von der Borch, CC; et al. (eds.), Initial Reports of the Deep Sea Drilling Project, Washington (U.S. Govt. Printing Office), 90, 1361-1381, https://doi.org/10.2973/dsdp.proc.90.141.1986

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Project(s):
Deep Sea Drilling Project (DSDP)
Coverage:
Latitude: -31.167000 * Longitude: 163.358500
Date/Time Start: 1982-12-15T00:00:00 * Date/Time End: 1982-12-15T00:00:00
Minimum DEPTH, sediment/rock: 42.2 m * Maximum DEPTH, sediment/rock: 256.4 m
Event(s):
90-590A * Latitude: -31.167000 * Longitude: 163.358500 * Date/Time: 1982-12-15T00:00:00 * Elevation: -1299.0 m * Penetration: 280.8 m * Recovery: 225.1 m * Location: South Pacific/Tasman Sea/CONT RISE * Campaign: Leg90 * Basis: Glomar Challenger * Method/Device: Drilling/drill rig (DRILL) * Comment: 26 cores; 245 m cored; 9.6 m drilled; 91.9 % recovery
Parameter(s):
#NameShort NameUnitPrincipal InvestigatorMethod/DeviceComment
1 Sample code/labelSample labelElmstrom, Kristin MDSDP/ODP/IODP sample designation
2 DEPTH, sediment/rockDepth sedmGeocode – mbsf
3 EpochEpochElmstrom, Kristin M
4 Planktic foraminifera zonePlank foram zoneElmstrom, Kristin M
5 Globigerinoides obliquusG. obliquus%Elmstrom, Kristin MCounting >150 µm fraction
6 Globigerinoides immaturusG. immaturus%Elmstrom, Kristin MCounting >150 µm fraction
7 Globigerinoides sacculiferG. sacculifer%Elmstrom, Kristin MCounting >150 µm fraction
8 Globigerina woodiG. woodi%Elmstrom, Kristin MCounting >150 µm fraction
9 Globigerina aperturaG. apertura%Elmstrom, Kristin MCounting >150 µm fraction
10 Globigerina bulloidesG. bulloides%Elmstrom, Kristin MCounting >150 µm fraction
11 Globigerina nepenthesG. nephentes%Elmstrom, Kristin MCounting >150 µm fraction
12 Globigerina falconensisG. falconensis%Elmstrom, Kristin MCounting >150 µm fraction
13 Globigerina decorapertaG. decoraperta%Elmstrom, Kristin MCounting >150 µm fraction
14 Globorotalia puncticulataG. puncticulata%Elmstrom, Kristin MCounting >150 µm fraction
15 Globorotalia scitulaG. scitula%Elmstrom, Kristin MCounting >150 µm fraction
16 Globorotalia menardiiG. menardii%Elmstrom, Kristin MCounting >150 µm fraction
17 Globorotalia margaritaeG. margaritae%Elmstrom, Kristin MCounting >150 µm fraction
18 Neogloboquadrina acostaensisN. acostaensis%Elmstrom, Kristin MCounting >150 µm fraction
19 Globigerinita glutinataG. glutinata%Elmstrom, Kristin MCounting >150 µm fraction
20 Orbulina universaO. universa%Elmstrom, Kristin MCounting >150 µm fraction
21 Dentoglobigerina altispiraD. altispira%Elmstrom, Kristin MCounting >150 µm fraction
22 Globigerinella aequilateralisG. aequilateralis%Elmstrom, Kristin MCounting >150 µm fraction
23 Sphaeroidinella seminulinaS. seminulina%Elmstrom, Kristin MCounting >150 µm fraction
24 Globoquadrina venezuelanaG. venezuelana%Elmstrom, Kristin MCounting >150 µm fraction
25 Globorotalia lenguaensisG. lenguaensis%Elmstrom, Kristin MCounting >150 µm fraction
26 Globorotalia cibaoensisG. cibaoensis%Elmstrom, Kristin MCounting >150 µm fraction
27 Globorotalia juanaiG. juanai%Elmstrom, Kristin MCounting >150 µm fraction
28 Beella praedigitataB. praedigitata%Elmstrom, Kristin MCounting >150 µm fraction
29 Globigerinoides conglobatusG. conglobatus%Elmstrom, Kristin MCounting >150 µm fraction
30 Pulleniatina primalisP. primalis%Elmstrom, Kristin MCounting >150 µm fraction
31 Globorotalia pliozeaG. pliozea%Elmstrom, Kristin MCounting >150 µm fraction
32 Globorotalia crassaformisG. crassaformis%Elmstrom, Kristin MCounting >150 µm fraction
33 Globorotalia tosaensisG. tosaensis%Elmstrom, Kristin MCounting >150 µm fraction
34 Globorotalia truncatulinoidesG. truncatulinoides%Elmstrom, Kristin MCounting >150 µm fraction
35 Globigerinoides ruberG. ruber%Elmstrom, Kristin MCounting >150 µm fraction
36 Globorotalia crassaconicaG. crassaconica%Elmstrom, Kristin MCounting >150 µm fraction
37 Globorotalia conoideaG. conoidea%Elmstrom, Kristin MCounting >150 µm fraction
38 Globorotalia conomiozeaG. conomiozea%Elmstrom, Kristin MCounting >150 µm fraction
39 Globorotalia inflataG. inflata%Elmstrom, Kristin MCounting >150 µm fraction
40 Neogloboquadrina pachyderma sinistralN. pachyderma s%Elmstrom, Kristin MCounting >150 µm fraction
41 Neogloboquadrina pachyderma dextralN. pachyderma d%Elmstrom, Kristin MCounting >150 µm fraction
42 Neogloboquadrina humerosaN. humerosa%Elmstrom, Kristin MCounting >150 µm fraction
License:
Creative Commons Attribution 3.0 Unported (CC-BY-3.0)
Size:
4715 data points

Data

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

1 
Sample label		2 
Depth sed [m]		3 
Epoch		4 
Plank foram zone		5 
G. obliquus [%]		6 
G. immaturus [%]		7 
G. sacculifer [%]		8 
G. woodi [%]		9 
G. apertura [%]		10 
G. bulloides [%]		11 
G. nephentes [%]		12 
G. falconensis [%]		13 
G. decoraperta [%]		14 
G. puncticulata [%]		15 
G. scitula [%]		16 
G. menardii [%]		17 
G. margaritae [%]		18 
N. acostaensis [%]		19 
G. glutinata [%]		20 
O. universa [%]		21 
D. altispira [%]		22 
G. aequilateralis [%]		23 
S. seminulina [%]		24 
G. venezuelana [%]		25 
G. lenguaensis [%]		26 
G. cibaoensis [%]		27 
G. juanai [%]		28 
B. praedigitata [%]		29 
G. conglobatus [%]		30 
P. primalis [%]		31 
G. pliozea [%]		32 
G. crassaformis [%]		33 
G. tosaensis [%]		34 
G. truncatulinoides [%]		35 
G. ruber [%]		36 
G. crassaconica [%]		37 
G. conoidea [%]		38 
G. conomiozea [%]		39 
G. inflata [%]		40 
N. pachyderma s [%]		41 
N. pachyderma d [%]		42 
N. humerosa [%]
90-590A-2-5,3542.2late PlioceneGloborotalia tosaensis-Globorotalia truncatulinoides21<1701001600<1<10022<106000000<1004003100122110
90-590A-3-1,3545.8late PlioceneGloborotalia tosaensis-Globorotalia truncatulinoides2<1090801100<110020203000000<100002730015<1140
90-590A-3-3,3548.8late PlioceneGloborotalia tosaensis-Globorotalia truncatulinoides41170701600000011205000000<100<12623002436<1
90-590A-3-5,3551.8late PlioceneGloborotalia tosaensis-Globorotalia truncatulinoides7031901101018120010<104000000000220250018<140
90-590A-3-6,3553.3late PlioceneGloborotalia tosaensis402210704017<1<10017<105100000000<140340017340
90-590A-4-1,3555.4late PlioceneGloborotalia tosaensis601140904017<1<10013<104<1000000004<100200172190
90-590A-4-2,3556.9late PlioceneGloborotalia tosaensis732100905028210<118<10700000000012012002806<1
90-590A-4-3,3558.4late PlioceneGloborotalia tosaensis302110703019<1<10<115<1070000000003<10<120029<112<1
90-590A-4-4,3559.9late PlioceneGloborotalia tosaensis8011101209016<14001010600000<1<1001100200161100
90-590A-4-5,3561.4late PlioceneGloborotalia tosaensis3<1<11008050242<1201720600000<10003<10<1<100241130
90-590A-4-6,3562.9late PlioceneGloborotalia tosaensis6141105060141500123<180000000002700<100141120
90-590A-5-1,11065.0late PlioceneGloborotalia tosaensis5<131006090221310121<190000000<102<10000022<1130
90-590A-5-2,11066.5late PlioceneGloborotalia tosaensis5<1360100703312<1010<1110<1000000006000<10033020
90-590A-5-3,11068.0late PlioceneGloborotalia tosaensis30160608036<110014<1112<10000<10012<10020036<130
90-590A-5-4,11069.5late PlioceneGloborotalia tosaensis30<1509011<1302<1008<11720000<10<10200030030<180
90-590A-5-3,11071.0late PlioceneGloborotalia tosaensis70190309011140<111<14102000010006000<10021<17<1
90-590A-5-6,11072.5late PlioceneGloborotalia tosaensis601805012026<12008118000000000200<110026<1150
90-590A-6-1,5574.6late PlioceneGloborotalia tosaensis8011007070231<10010017200000000<1002100232160
90-590A-6-2,5576.1late PlioceneGloborotalia tosaensis701160406010<14009<1971000000003<10<1300102140
90-590A-6-3,5577.6late PlioceneGloborotalia tosaensis501100601101802<1010<1163000000<10300<130018<1160
90-590A-6-4,5579.1late PlioceneGloborotalia tosaensis6016050801722<12110134000000<1004000200172142
90-590A-6-5,5580.6late PlioceneGloborotalia inflata4<1<16050608222<111<175200000<1<10600<1<100838<1
90-590A-6-6,5582.1late PlioceneGloborotalia inflata9028060907<13<101104610000002<1<100110073200
90-590A-7-1,3584.2late PlioceneGloborotalia inflata90380509<11812<115<125<100000<1002001100182231
90-590A-7-2,3585.7late PlioceneGloborotalia inflata705140110110914<109<116<1000000<10000<100091170
90-590A-7-3,3587.2late PlioceneGloborotalia inflata808808080912189<166<100000<11<1100<110093160
90-590A-7-4,3588.7late PlioceneGloborotalia inflata70310708<18<11<109<114000000000400<140082300
90-590A-7-5,3690.2late PlioceneGloborotalia inflata8016014014<19<12<107<147000000010<100050092170
90-590A-7-6,3591.7late PlioceneGloborotalia inflata501130501401304<109118<100000<1300000100133160
90-590A-8-1,10393.8late PlioceneGloborotalia inflata7151009080912<109<115<1000000003000<10003240
90-590A-8-2,3595.3late PlioceneGloborotalia inflata6411701007<14112<10<1<14<100000<1<1010001000424<1
90-590A-8-3,3596.8late PlioceneGloborotalia inflata1<14<1090708<14619034000000<1<1010000000<1211
90-590A-10-1,35113.0early PlioceneGloborotalia crassaformis7028011070132<13<1111<14100000<1<1040000000122<1
90-590A-10-2,35114.5early PlioceneGloborotalia crassaformis6029<17010<1524124<122200000000500000002332
90-590A-10-3,35116.0early PlioceneGloborotalia crassaformis4017011080222227<114<1000000<1<1800000004332
90-590A-10-4,35118.0early PlioceneGloborotalia crassaformis5001208011019<1<18<18<1<1100000000<120000000128<1
90-590A-10-5,35119.0early PlioceneGloborotalia crassaformis70<170407<111<16<1<17213<100000000<10000000831<1
90-590A-10-6,35120.5early PlioceneGloborotalia crassaformis606907018<114006<18<1<12<10000000040000000116<1
90-590A-11-1,35122.6early PlioceneGloborotalia crassaformis203703014011<18<128201100000000500000003272
90-590A-11-2,35124.1early PlioceneGloborotalia crassaformis90515<19<17<10<131471<130000000<10800000003224
90-590A-11-3,35125.6early PlioceneGloborotalia crassaformis90290903<123184041<1<100000<100<11000000002110
90-590A-11-4,35127.1early PlioceneGloborotalia crassaformis10054013<142614208<11800000000270000000<1270
90-590A-11-5,35128.6early PlioceneGloborotalia crassaformis804707<110<15<13244<123<10000<10<108000000015164
90-590A-116,35130.1early PlioceneGloborotalia crassaformis3<12901405214228430<1<1<100000003<100000006194
90-590A-11-7,35131.6early PlioceneGloborotalia crassaformis90411019<17<111026532<1210000000<1<100000001085
90-590A-12-1,35132.2early PlioceneGloborotalia crassaformis803110101812025532<12<1000001031000000012215
90-590A-12-2,35133.7early PlioceneGloborotalia crassaformis70480609<1532433112000000005100000007283
90-590A-12-3,35135.2early PlioceneGloborotalia crassaformis504130805<15<159141<1200000000<1<100000001321
90-590A-12-4,35136.7early PlioceneGloborotalia crassaformis4019013<19<113<120244<1220000<101<1<100000003262
90-590A-12-5,35138.2early PlioceneGloborotalia crassaformis70115<112<1822<1<110<122<11<10000002500000000224<1
90-590A-12-6,35139.7early PlioceneGloborotalia crassaformis5<1510090123132204303400000<1<1<10000000002174
90-590A-12-7,35141.2early PlioceneGloborotalia crassaformis60310014<17<14<130342<140000000<150000000014183
90-590A-13-1,35141.8early PlioceneGloborotalia crassaformis14<1<1130130427<12022411<1000000<10000000003302
90-590A-13-2,35143.3early PlioceneGloborotalia crassaformis140111070928<112<1422<1000002<1<14<100000001016<1
90-590A-135,35144.8early PlioceneGloborotalia crassaformis12021306<193<1<13022<132000000<1<15<1000000015192
90-590A-13-4,35146.3early PlioceneGloborotalia crassaformis80210050811<1<1<126<122000000<1140000000021222
90-590A-13-4,35147.8early PlioceneGloborotalia crassaformis10071005<1<112<16034172000000<1<140000000012181
90-590A-13-6,35149.3early PlioceneGloborotalia crassaformis1004150205213<1108343000000007000000003200
90-590A-14-1,35151.4early PlioceneGloborotalia crassaformis12<1390120836<1<16<1612<1<100000<10300000000<119<1
90-590A-14-2,35152.9early PlioceneGloborotalia crassaformis110313010283413<144122<100000<12900000000<1164
90-590A-14-3,35154.4early PlioceneGloborotalia crassaformis12021705<11422220262<11<1000000<17000000002182
90-590A-14-4,35155.9early PlioceneGloborotalia crassaformis10071007<1116<143027102000000<1010000000002162
90-590A-14-5,35157.4early PlioceneGloborotalia crassaformis7<131307<165<1<16<126<135000000<112<100<100004232
90-590A-14-6,35158.9early PlioceneGloborotalia crassaformis814140911061570<1710120000001<1<10000000116<1
90-590A-15-1,35161.0early PlioceneGloborotalia crassaformis14051109<1932<12022223200000018<100000002172
90-590A-15-2,35162.5early PlioceneGloborotalia crassaformis10129<182444<1<10<1513240000<1<1<16<10000000228<1
90-590A-15-3,35164.0early PlioceneGloborotalia crassaformis4<1211018<19230<10<163<12<100000<1<13<10000000234<1
90-590A-15-4,35165.5early PlioceneGloborotalia crassaformis70<1200112322<12013503<100000<114<100000002611
90-590A-15-5,35167.0early PlioceneGloborotalia puncticulata8<1114<15<1342<15014425120000005000000002811
90-590A-15-6,35168.5early PlioceneGloborotalia puncticulata3221507254<1<11013333<1000000<18000000003041
90-590A-16-1,35170.6early PlioceneGloborotalia puncticulata3<138010<1932<100335<14<100000017000000003423
90-590A-16-2,35172.1early PlioceneGloborotalia puncticulata6<138013282<1003<16406<100<100<1250000000029<1<1
90-590A-16-3,35173.6early PlioceneGloborotalia puncticulata6<1213012<145<1<105<1230200000002400000000361<1
90-590A-16-4,35175.1early PlioceneGloborotalia puncticulata3<1<11609<1732105035040000000200000000039<10
90-590A-16-5,35176.6early PlioceneGloborotalia puncticulata82211091<15100<10372503000<1<10120000000023<10
90-590A-17-1,35180.2early PlioceneGloborotalia puncticulata6<121206<17300<10010400<1<10100005000000003330
90-590A-17-3,35183.2early PlioceneGloborotalia puncticulata11<141808<1520<14008413<1<111100<108000000001620
90-590A-17-5,35186.2early PlioceneGloborotalia puncticulata50211111<16<1<10<1108201000<1001090000000015230
90-590A-18-1,35189.8early PlioceneGloborotalia puncticulata4<126111<115<190<1101230<1<10000000<1000000002570
90-590A-18-2,35191.3late MioceneGloborotalia conomiozea6<1214<18<1418<122010202000100<100000000003410
90-590A-18-3,35192.8late MioceneGloborotalia conomiozea52<11604<18230<15<18002<10<11000<10000000002810<1
90-590A-18-4,35194.3late MioceneGloborotalia conomiozea3221838<1551122<1460300030000000000010273<1
90-590A-18-5,35195.8late MioceneGloborotalia conomiozea2<1<110<171335<10003305<100<100000000000504830
90-590A-18-6,35197.3late MioceneGloborotalia conomiozea5319<110394601014504000300000000000602841
90-590A-19-1,35199.4late MioceneGloborotalia conomiozea5211308<19<1210<1008204<10<1200<1000000002101730
90-590A-19-2,35200.9late MioceneGloborotalia conomiozea5<1<114<110<111<15<1<10<174<11<1<101000<1000000050303<1
90-590A-19-4,35203.9late MioceneGloborotalia conomiozea4<1313010<1928000<162<120106<10<1<1000000080274<1
90-590A-19-6,35206.9late MioceneGloborotalia conomiozea6<12705<12360<10341<120102<10<1<1000000<160392<1
90-590A-20-1,35209.0late MioceneGloborotalia conomiozea51<1901219410<1024<10<1<1002000<10000000103962
90-590A-20-2,35210.5late MioceneGloborotalia conomiozea133273422<150<10512<13<1<1<1310000000004103285
90-590A-20-3,35212.0late MioceneGloborotalia conomiozea7<126<171436<1704150202<13<1<1<120000003303133
90-590A-20-4,35213.5late MioceneGloborotalia conomiozea81<111070755<1<10<1236<11<1<1<11<1<120000002303022
90-590A-20-5,35215.0late MioceneGloborotalia conomiozea111181925140<1012<101<1<1<13000<1000000320392<1
90-590A-20-6,35216.5late MioceneGloborotalia conomiozea10<1<1171101436<120<124<120202<1000000000510243<1
90-590A-21-1,35218.6late MioceneGloborotalia conomiozea8331119<1258020<1<12<15<12030000000000710247<1
90-590A-21-2,35220.1late MioceneGloborotalia conomiozea1041102725480<10<122<151<1030000000000350726<1
90-590A-21-3,35221.6late MioceneGloborotalia conomiozea723911036270<10<121<14<1<1<110000000000320353<1
90-590A-21-4,35223.1late MioceneGloborotalia conomiozea132213182345000244<140004000<10000005001982
90-590A-21-5,35224.6late MioceneGloborotalia conomiozea5219<1934350<1022502<1<10400000000005002991
90-590A-21-6,36226.1late MioceneGlobigerina nepenthes6119<17<132702044<1<19<11<12<10<100000007006281
90-590A-21-7,35227.6late MioceneGlobigerina nepenthes8228272631401<1144050<1<14<10<1000000014002211
90-590A-22-2,35229.7late MioceneGlobigerina nepenthes93512<1614210<1202430301<1310000000001000224<1
90-590A-23-135237.8late MioceneGlobigerina nepenthes7<1<1161624326210<125<13<10132000000000260014<1<1
90-590A-23-2,35239.3late MioceneGlobigerina nepenthes62083711220<110143<170112<1000000000200027<11
90-590A-23-3,35240.8late MioceneGlobigerina nepenthes3001121211023<1<1021305<10<19<10000000003003121
90-590A-23-4,35242.3late MioceneGlobigerina nepenthes81<11616<14424010332<15<10<14<1<100000000240010<13
90-590A-23-5,122244.6late MioceneGlobigerina nepenthes124113252328120244<19<11<13<100000000080019<12
90-590A-23-6,35245.3late MioceneGlobigerina nepenthes124<11516<1231513<1<162080<123<1000000000130014<1<1
90-590A-24-1,35247.4late MioceneGlobigerina nepenthes102<11638<16423<10<13<107<1<1<142000000000200213<1
90-590A-24-2,35248.9late MioceneGlobigerina nepenthes103<190815312<11<125<1<18<1<104200000000012001921
90-590A-24-3,35250.4late MioceneGlobigerina nepenthes54<123<1113525320153<190220000000000030013<1<1
90-590A-24-4,35251.9late MioceneGlobigerina nepenthes8411617244741<12331712<1000000000007001411
90-590A-24-5,35253.4late MioceneGlobigerina nepenthes62<112261421661<1442<15<1<1<100000000000160024<12
90-590A-24-6,35254.9late MioceneGlobigerina nepenthes83114<110232922124306<100000000000009002512
90-590A-24-7,35256.4late MioceneGlobigerina nepenthes6<1<121211<1628532351<120<1000000000000800200<1