Quantitative thermochronology: numerical methods for the interpretation of thermochronological data
Gespeichert in:
| Hauptverfasser: | , , |
|---|---|
| Format: | Buch |
| Sprache: | English |
| Veröffentlicht: |
Cambridge [u.a.]
Cambridge Univ. Press
2006
|
| Ausgabe: | 1. publ. |
| Schlagworte: | |
| Online-Zugang: | Inhaltsverzeichnis |
| Beschreibung: | XII, 258 S. graph. Darst. |
| ISBN: | 0521830575 9780521830577 |
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| 245 | 1 | 0 | |a Quantitative thermochronology |b numerical methods for the interpretation of thermochronological data |c Jean Braun ; Peter van der Beek ; Geoffrey Batt |
| 250 | |a 1. publ. | ||
| 264 | 1 | |a Cambridge [u.a.] |b Cambridge Univ. Press |c 2006 | |
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| 650 | 4 | |a Earth temperature | |
| 650 | 4 | |a Geochronometry | |
| 650 | 4 | |a Heat |x Transmission | |
| 650 | 4 | |a Plate tectonics | |
| 650 | 4 | |a Radioactive dating | |
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| 700 | 1 | |a Van der Beek, Peter |e Verfasser |4 aut | |
| 700 | 1 | |a Batt, Geoffrey |e Verfasser |4 aut | |
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Datensatz im Suchindex
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| adam_text | QUANTITATIVE THERMOCHRONOLOGY NUMERICAL METHODS FOR THE INTERPRETATION
OF THERMOCHRONOLOGICAL DATA JEAN BRAUN THE AUSTRALIAN NATIONAL
UNIVERSITY, CANBERRA, AUSTRALIA NOW AT UNIVERSITE DE RENNES 1, RENNES,
FRANCE PETER VAN DER BEEK UNIVERSITE JOSEPH FOURIER, GRENOBLE, FRANCE
GEOFFREY BATT ROYAL HOLLOWAY, UNIVERSITY OF LONDON, UNITED KINGDOM
CAMBRIDGE UNIVERSITY PRESS CONTENTS PREFACE PAGE IX 1 INTRODUCTION 1 1.1
THERMAL HISTORY: THE ACCUMULATION OF THERMOCHRONOLOGICAL AGE 3 1.2
COOLING, DENUDATION AND UPLIFT PATHS 7 1.3 THERMOCHRONOLOGY IN PRACTICE
13 2 BASICS OF THERMOCHRONOLOGY: FROM T-T PATHS TO AGES 19 2.1 THE
ISOTOPIC AGE EQUATION 19 2.2 SOLID-STATE DIFFUSION - THE BASIC EQUATION
20 2.3 ABSOLUTE CLOSURE-TEMPERATURE APPROXIMATION 23 2.4 DODSON S METHOD
24 2.5 NUMERICAL SOLUTION , 27 2.6 DETERMINING THE DIFFUSION PARAMETERS
* 30 3 THERMOCHRONOLOGICAL SYSTEMS 33 3.1 AR DATING METHODS 33 3.2
(U-TH)/HE THERMOCHRONOLOGY 42 3.3 FISSION-TRACK THERMOCHRONOLOGY 48 4
THE GENERAL HEAT-TRANSPORT EQUATION 60 4.1 HEAT TRANSPORT WITHIN THE
EARTH 60 4.2 CONSERVATION OF ENERGY 61 4.3 CONDUCTION 63 4.4 ADVECTION
64 4.5 PRODUCTION , 65 4.6 THE GENERAL HEAT-TRANSPORT EQUATION 66 4.7
BOUNDARY CONDITIONS 66 4.8 PURELY CONDUCTIVE HEAT TRANSPORT 68 VI
CONTENTS 5 THERMAL EFFECTS OF EXHUMATION 76 5.1 STEADY-STATE SOLUTION 76
5.2 THERMAL EFFECTS OF EXHUMATION: TRANSIENT SOLUTION 81 5.3 THERMAL
EFFECTS OF EXHUMATION: THE GENERAL TRANSIENT PROBLEM 83 6 STEADY-STATE
TWO-DIMENSIONAL HEAT TRANSPORT 105 6.1 THE EFFECT OF SURFACE TOPOGRAPHY
105 6.2 THE AGE-ELEVATION RELATIONSHIP - STEADY STATE 110 6.3 RELIEF
CHANGE 113 7 GENERAL TRANSIENT SOLUTION - THE THREE-DIMENSIONAL PROBLEM
115 7.1 PECUBE 115 7.2 TIME-VARYING SURFACE TOPOGRAPHY 116 7.3 SURFACE
RELIEF IN THE SIERRA NEVADA 118 8 INVERSE METHODS 122 8.1 SPECTRAL
ANALYSIS 122 8.2 AN EXAMPLE BASED ON SYNTHETIC AGES 124 8.3 APPLICATION
OF THE SPECTRAL METHOD TO THE SIERRA NEVADA 127 8.4 SAMPLING STRATEGY
129 8.5 SYSTEMATIC SEARCHES 130 9 DETRITAL THERMOCHRONOLOGY 131 9.1 THE
BASIC APPROACH 131 9.2 DECONVOLUTION OF DETRITAL AGE DISTRIBUTIONS 136
9.3 ESTIMATING DENUDATION RATES FROM DETRITAL AGES 140 9.4 ESTIMATING
RELIEF FROM DETRITAL AGES 144 9.5 INTERPRETING PARTIALLY RESET DETRITAL
SAMPLES 148 10 LATERAL ADVECTION OF MATERIAL 151 10.1 LATERAL
VARIABILITY IN TECTONICALLY ACTIVE REGIONS 151 10.2 EXHUMATION AND
DENUDATION IN MULTI-DIMENSIONAL SPACE 152 10.3 CONSEQUENCES OF LATERAL
MOTION FOR THERMOCHRONOLOGY 153 10.4 SCALING OF LATERAL SIGNIFICANCE
WITH CLOSURE TEMPERATURE 154 10.5 EVALUATION OF THE SIGNIFICANCE OF
LATERAL VARIATION 155 11 ISOSTATIC RESPONSE TO DENUDATION 164 11.1 LOCAL
ISOSTASY 164 11.2 FLEXURAL ISOSTASY 166 11.3 PERIODIC LOADING 167 11.4
ISOSTATIC RESPONSE TO RELIEF REDUCTION 168 CONTENTS VN 11.5 EFFECTS ON
AGE DISTRIBUTION 11.6 EFFECTS ON AGE-ELEVATION DISTRIBUTIONS 11.7
APPLICATION TO THE DABIE SHAN 12 THE EVOLUTION OF PASSIVE-MARGIN
ESCARPMENTS 12.1 INTRODUCTION 12.2 EARLY CONCEPTUAL MODELS: EROSION
CYCLES 12.3 THERMOCHRONOLOGICAL DATA FROM PASSIVE MARGINS 12.4 MODELS OF
LANDSCAPE DEVELOPMENT AT PASSIVE MARGINS 12.5 COMBINING
THERMOCHRONOMETERS AND MODELLING 13 THERMOCHRONOLOGY IN ACTIVE TECTONIC
SETTINGS 13.1 A SIMPLE MODEL FOR CONTINENTAL COLLISION 13.2 HEAT
ADVECTION IN MOUNTAIN BELTS 13.3 THE ALPINE FAULT, SOUTH ISLAND, NEW
ZEALAND 13.4 APPLICATION OF THE NEIGHBOURHOOD ALGORITHM TO SOUTHERN ALPS
DATA APPENDIX 1 APPENDIX 2 APPENDIX 3 APPENDIX 4 APPENDIX 5 APPENDIX 6
APPENDIX 7 APPENDIX 8 APPENDIX 9 REFERENCES INDEX FORWARD MODELS OF
FISSION-TRACK ANNEALING FORTRAN ROUTINES PROVIDED WITH THIS TEXTBOOK
ONE-DIMENSIONAL CONDUCTIVE EQUILIBRIUM WITH HEAT PRODUCTION
ONE-DIMENSIONAL CONDUCTIVE EQUILIBRIUM WITH ANOMALOUS CONDUCTIVITY
ONE-DIMENSIONAL TRANSIENT CONDUCTIVE HEAT TRANSPORT VOLUME INTEGRALS IN
SPHERICAL COORDINATES THE COMPLEMENTARY ERROR FUNCTION PECUBE USER
GUIDE TUTORIAL SOLUTIONS 168 170 171 177 177 179 180 182 186 192 192 196
199 202 207 210 211 214 216 220 222 224 228 237 255
|
| adam_txt |
QUANTITATIVE THERMOCHRONOLOGY NUMERICAL METHODS FOR THE INTERPRETATION
OF THERMOCHRONOLOGICAL DATA JEAN BRAUN THE AUSTRALIAN NATIONAL
UNIVERSITY, CANBERRA, AUSTRALIA NOW AT UNIVERSITE DE RENNES 1, RENNES,
FRANCE PETER VAN DER BEEK UNIVERSITE JOSEPH FOURIER, GRENOBLE, FRANCE
GEOFFREY BATT ROYAL HOLLOWAY, UNIVERSITY OF LONDON, UNITED KINGDOM
CAMBRIDGE UNIVERSITY PRESS CONTENTS PREFACE PAGE IX 1 INTRODUCTION 1 1.1
THERMAL HISTORY: THE ACCUMULATION OF THERMOCHRONOLOGICAL AGE 3 1.2
COOLING, DENUDATION AND UPLIFT PATHS 7 1.3 THERMOCHRONOLOGY IN PRACTICE
13 2 BASICS OF THERMOCHRONOLOGY: FROM T-T PATHS TO AGES 19 2.1 THE
ISOTOPIC AGE EQUATION 19 2.2 SOLID-STATE DIFFUSION - THE BASIC EQUATION
20 2.3 ABSOLUTE CLOSURE-TEMPERATURE APPROXIMATION 23 2.4 DODSON'S METHOD
24 2.5 NUMERICAL SOLUTION , 27 2.6 DETERMINING THE DIFFUSION PARAMETERS
* 30 3 THERMOCHRONOLOGICAL SYSTEMS 33 3.1 AR DATING METHODS 33 3.2
(U-TH)/HE THERMOCHRONOLOGY 42 3.3 FISSION-TRACK THERMOCHRONOLOGY 48 4
THE GENERAL HEAT-TRANSPORT EQUATION 60 4.1 HEAT TRANSPORT WITHIN THE
EARTH 60 4.2 CONSERVATION OF ENERGY 61 4.3 CONDUCTION 63 4.4 ADVECTION
64 4.5 PRODUCTION , 65 4.6 THE GENERAL HEAT-TRANSPORT EQUATION 66 4.7
BOUNDARY CONDITIONS 66 4.8 PURELY CONDUCTIVE HEAT TRANSPORT 68 VI
CONTENTS 5 THERMAL EFFECTS OF EXHUMATION 76 5.1 STEADY-STATE SOLUTION 76
5.2 THERMAL EFFECTS OF EXHUMATION: TRANSIENT SOLUTION 81 5.3 THERMAL
EFFECTS OF EXHUMATION: THE GENERAL TRANSIENT PROBLEM 83 6 STEADY-STATE
TWO-DIMENSIONAL HEAT TRANSPORT 105 6.1 THE EFFECT OF SURFACE TOPOGRAPHY
105 6.2 THE AGE-ELEVATION RELATIONSHIP - STEADY STATE 110 6.3 RELIEF
CHANGE 113 7 GENERAL TRANSIENT SOLUTION - THE THREE-DIMENSIONAL PROBLEM
115 7.1 PECUBE 115 7.2 TIME-VARYING SURFACE TOPOGRAPHY 116 7.3 SURFACE
RELIEF IN THE SIERRA NEVADA 118 8 INVERSE METHODS 122 8.1 SPECTRAL
ANALYSIS 122 8.2 AN EXAMPLE BASED ON SYNTHETIC AGES 124 8.3 APPLICATION
OF THE SPECTRAL METHOD TO THE SIERRA NEVADA 127 8.4 SAMPLING STRATEGY
129 8.5 SYSTEMATIC SEARCHES 130 9 DETRITAL THERMOCHRONOLOGY 131 9.1 THE
BASIC APPROACH 131 9.2 DECONVOLUTION OF DETRITAL AGE DISTRIBUTIONS 136
9.3 ESTIMATING DENUDATION RATES FROM DETRITAL AGES 140 9.4 ESTIMATING
RELIEF FROM DETRITAL AGES 144 9.5 INTERPRETING PARTIALLY RESET DETRITAL
SAMPLES 148 10 LATERAL ADVECTION OF MATERIAL 151 10.1 LATERAL
VARIABILITY IN TECTONICALLY ACTIVE REGIONS 151 10.2 EXHUMATION AND
DENUDATION IN MULTI-DIMENSIONAL SPACE 152 10.3 CONSEQUENCES OF LATERAL
MOTION FOR THERMOCHRONOLOGY 153 10.4 SCALING OF LATERAL SIGNIFICANCE
WITH CLOSURE TEMPERATURE 154 10.5 EVALUATION OF THE SIGNIFICANCE OF
LATERAL VARIATION 155 11 ISOSTATIC RESPONSE TO DENUDATION 164 11.1 LOCAL
ISOSTASY 164 11.2 FLEXURAL ISOSTASY 166 11.3 PERIODIC LOADING 167 11.4
ISOSTATIC RESPONSE TO RELIEF REDUCTION 168 CONTENTS VN 11.5 EFFECTS ON
AGE DISTRIBUTION 11.6 EFFECTS ON AGE-ELEVATION DISTRIBUTIONS 11.7
APPLICATION TO THE DABIE SHAN 12 THE EVOLUTION OF PASSIVE-MARGIN
ESCARPMENTS 12.1 INTRODUCTION 12.2 EARLY CONCEPTUAL MODELS: EROSION
CYCLES 12.3 THERMOCHRONOLOGICAL DATA FROM PASSIVE MARGINS 12.4 MODELS OF
LANDSCAPE DEVELOPMENT AT PASSIVE MARGINS 12.5 COMBINING
THERMOCHRONOMETERS AND MODELLING 13 THERMOCHRONOLOGY IN ACTIVE TECTONIC
SETTINGS 13.1 A SIMPLE MODEL FOR CONTINENTAL COLLISION 13.2 HEAT
ADVECTION IN MOUNTAIN BELTS 13.3 THE ALPINE FAULT, SOUTH ISLAND, NEW
ZEALAND 13.4 APPLICATION OF THE NEIGHBOURHOOD ALGORITHM TO SOUTHERN ALPS
DATA APPENDIX 1 APPENDIX 2 APPENDIX 3 APPENDIX 4 APPENDIX 5 APPENDIX 6
APPENDIX 7 APPENDIX 8 APPENDIX 9 REFERENCES INDEX FORWARD MODELS OF
FISSION-TRACK ANNEALING FORTRAN ROUTINES PROVIDED WITH THIS TEXTBOOK
ONE-DIMENSIONAL CONDUCTIVE EQUILIBRIUM WITH HEAT PRODUCTION
ONE-DIMENSIONAL CONDUCTIVE EQUILIBRIUM WITH ANOMALOUS CONDUCTIVITY
ONE-DIMENSIONAL TRANSIENT CONDUCTIVE HEAT TRANSPORT VOLUME INTEGRALS IN
SPHERICAL COORDINATES THE COMPLEMENTARY ERROR FUNCTION \ PECUBE USER
GUIDE TUTORIAL SOLUTIONS 168 170 171 177 177 179 180 182 186 192 192 196
199 202 207 210 211 214 216 220 222 224 228 237 255 |
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| isbn | 0521830575 9780521830577 |
| language | English |
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| spelling | Braun, Jean Verfasser aut Quantitative thermochronology numerical methods for the interpretation of thermochronological data Jean Braun ; Peter van der Beek ; Geoffrey Batt 1. publ. Cambridge [u.a.] Cambridge Univ. Press 2006 XII, 258 S. graph. Darst. txt rdacontent n rdamedia nc rdacarrier Earth temperature Geochronometry Heat Transmission Plate tectonics Radioactive dating Geochronologie (DE-588)4020199-5 gnd rswk-swf Geochronologie (DE-588)4020199-5 s DE-604 Van der Beek, Peter Verfasser aut Batt, Geoffrey Verfasser aut GBV Datenaustausch application/pdf http://bvbr.bib-bvb.de:8991/F?func=service&doc_library=BVB01&local_base=BVB01&doc_number=014881483&sequence=000001&line_number=0001&func_code=DB_RECORDS&service_type=MEDIA Inhaltsverzeichnis |
| spellingShingle | Braun, Jean Van der Beek, Peter Batt, Geoffrey Quantitative thermochronology numerical methods for the interpretation of thermochronological data Earth temperature Geochronometry Heat Transmission Plate tectonics Radioactive dating Geochronologie (DE-588)4020199-5 gnd |
| subject_GND | (DE-588)4020199-5 |
| title | Quantitative thermochronology numerical methods for the interpretation of thermochronological data |
| title_auth | Quantitative thermochronology numerical methods for the interpretation of thermochronological data |
| title_exact_search | Quantitative thermochronology numerical methods for the interpretation of thermochronological data |
| title_exact_search_txtP | Quantitative thermochronology numerical methods for the interpretation of thermochronological data |
| title_full | Quantitative thermochronology numerical methods for the interpretation of thermochronological data Jean Braun ; Peter van der Beek ; Geoffrey Batt |
| title_fullStr | Quantitative thermochronology numerical methods for the interpretation of thermochronological data Jean Braun ; Peter van der Beek ; Geoffrey Batt |
| title_full_unstemmed | Quantitative thermochronology numerical methods for the interpretation of thermochronological data Jean Braun ; Peter van der Beek ; Geoffrey Batt |
| title_short | Quantitative thermochronology |
| title_sort | quantitative thermochronology numerical methods for the interpretation of thermochronological data |
| title_sub | numerical methods for the interpretation of thermochronological data |
| topic | Earth temperature Geochronometry Heat Transmission Plate tectonics Radioactive dating Geochronologie (DE-588)4020199-5 gnd |
| topic_facet | Earth temperature Geochronometry Heat Transmission Plate tectonics Radioactive dating Geochronologie |
| url | http://bvbr.bib-bvb.de:8991/F?func=service&doc_library=BVB01&local_base=BVB01&doc_number=014881483&sequence=000001&line_number=0001&func_code=DB_RECORDS&service_type=MEDIA |
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