Principles of induction logging:
Gespeichert in:
| Hauptverfasser: | , |
|---|---|
| Format: | Buch |
| Sprache: | English |
| Veröffentlicht: |
Amsterdam <<[u.a.]>>
Elsevier
2003
|
| Ausgabe: | 1. ed. |
| Schriftenreihe: | Methods in geochemistry and geophysics
38 |
| Online-Zugang: | Inhaltsverzeichnis |
| Beschreibung: | XII, 643 S. graph. Darst. |
| ISBN: | 0444509836 |
Internformat
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| 245 | 1 | 0 | |a Principles of induction logging |c A.A. Kaufman and Yu. A. Dashevsky |
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| 264 | 1 | |a Amsterdam <<[u.a.]>> |b Elsevier |c 2003 | |
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| 490 | 1 | |a Methods in geochemistry and geophysics |v 38 | |
| 700 | 1 | |a Dashevsky, Yu. A. |e Verfasser |4 aut | |
| 830 | 0 | |a Methods in geochemistry and geophysics |v 38 |w (DE-604)BV001889852 |9 38 | |
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Datensatz im Suchindex
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|---|---|
| adam_text | METHODS IN GEOCHEMISTRY AND GEOPHYSICS, 38 PRINCIPLES OF INDUCTION
LOGGING A.A. KAUFMAN DEPARTMENT OF GEOPHYSICS COLORADO SCHOOL OF MINES
GOLDEN, CO 80401, U.S.A. AND YU. A. DASHEVSKY INSTITUTE OF GEOPHYSICS
SIBERIAN BRANCH RUSSIAN ACADEMY OF SCIENCES NOVOSIBIRSK, RUSSIA 2003
ELSEVIER AMSTERDAM - BOSTON - HEIDELBERG - LONDON - NEW YORK - OXFORD
PARIS - SAN DIEGO - SAN FRANCISCO - SINGAPORE - SYDNEY - TOKYO CONTENTS
ACKNOWLEDGMENTS IX LIST OF SYMBOLS XI INTRODUCTION 1 CHAPTER 1: BASIC
ELECTROMAGNETIC LAWS AND MAXWELL S EQUATIONS 5 1.1. COULOMB S LAW 5
1.1.1. EXAMPLE I: NORMAL COMPONENT OF THE ELECTRIC FIELD CAUSED BY A
PLANAR CHARGE DISTRIBUTION 10 1.1.2. EXAMPLE II: EFFECT OF A CONDUCTOR
SITUATED WITHIN AN ELECTRIC FIELD. 15 1.2. BIOT-SAVART LAW 34 1.2.1.
EXAMPLE I: THE MAGNETIC FIELD OF A STRAIGHT WIRE LINE 44 1.2.2. EXAMPLE
II: THE VECTOR POTENTIAL AND MAGNETIC FIELD OF THE CURRENT FLOWING IN A
CIRCULAR LOOP 46 1.2.3. EXAMPLE III: THE MAGNETIC FIELD OF A GROUNDED
ELECTRODE IN A UNI- FORM CONDUCTING MEDIUM 51 1.3. THE POSTULATE OF
CONSERVATION OF CHARGE AND THE DISTRIBUTION OF CHARGES IN CONDUCTING
MEDIA 52 1.3.1. EXAMPLE I: EXPONENTIAL VARIATION 61 1.3.2. EXAMPLE II:
SINUSOIDAL VARIATION 62 1.4. FARADAY S LAW AND THE FIRST MAXWELL
EQUATION 67 1.4.1. EXAMPLE I: THE VORTEX ELECTRIC FIELD OF A SOLENOID ..
.** : ... . . ...:-.**. 71 1.4.2. EXAMPLE II: THE VORTEX ELECTRIC FIELD
OF A MAGNETIC DIPOLE IN-A-RFJREE. * SPACE , ..* .I. MY.J,.-- 73 1.4.3.
EXAMPLE III: THE INDUCTIVE ELECTRIC FIELD DUE TO THE MAGNETIC TFIELD OF
A CURRENT FLOWING IN A CIRCULAR LOOP . .* **,;* R .. .-*,.... 76 Y
1.4.4. EXAMPLE IV: INDUCTION OF A CURRENT IN A THIN CONDUCTING RING SIT-
UATED WITHIN A PRIMARY ALTERNATING FIELD *..... 79 1.4.5. EXAMPLE V:
BEHAVIOR OF THE ELECTROMAGNETIC FIELD AT THE EARLY STAGE AND HIGH
FREQUENCIES IN A CONDUCTING MEDIUM 89 1.5. ELECTROMAGNETIC FIELD
EQUATIONS 92 1.6. RELATIONSHIPS BETWEEN VARIOUS RESPONSES OF THE
ELECTROMAGNETIC FIELD 107 CHAPTER 2: ELECTROMAGNETIC FIELD OF THE
MAGNETIC DIPOLE IN A UNIFORM CONDUCTING MEDIUM 119 VI CHAPTER 3: METHODS
FOR THE SOLUTION OF DIRECT PROBLEMS OF INDUCTION LOGGING 143 3.1. THE
METHOD OF SEPARATION OF VARIABLES 144 3.2. THE METHOD OF SHELLS 146
3.2.1. DERIVATION OF APPROXIMATE BOUNDARY CONDITIONS ON A SHELL SURFACE.
147 3.2.2. CALCULATION OF THE ELECTROMAGNETIC FIELD CAUSED BY INDUCED
CURRENTS IN ONE SHELL 149 3.2.3. THE FIELD IN A PRESENCE OF TWO CONFOCAL
SHELLS 151 3.3. THE METHOD OF INTEGRAL EQUATIONS 159 3.4. APPROXIMATE
METHODS OF FIELD CALCULATION IN INDUCTION LOGGING 170 3.4.1. DOLL S
THEORY OF INDUCTION LOGGING 170 3.4.2. THE APPROXIMATE THEORY OF
INDUCTION LOGGING, TAKING INTO ACCOUNT THE SKIN EFFECT IN THE EXTERNAL
AREA 176 CHAPTER 4: ELECTROMAGNETIC FIELD OF A VERTICAL MAGNETIC DIPOLE
ON THE AXIS OF A BOREHOLE 187 4.1. FORMULATION OF THE BOUNDARY PROBLEM
187 4.2. DERIVATION OF THE FORMULA FOR THE VERTICAL COMPONENT OF THE
MAGNETIC FIELD 189 4.3. THE QUADRATURE COMPONENT OF THE MAGNETIC FIELD
AT THE RANGE OF VERY SMALL MODEL PARAMETERS 202 4.4. RADIAL
CHARACTERISTICS OF A TWO-COIL INDUCTION PROBE AT THE RANGE OF SMALL
PARAMETERS 213 4.5. INFLUENCE OF THE SKIN EFFECT IN THE FORMATION ON THE
RADIAL CHARACTERISTICS OF A TWO-COIL INDUCTION PROBE 222 4.5.1. EXAMPLE
I: TWO-LAYERED MEDIUM 226 4.5.2. EXAMPLE II: THREE-LAYERED MEDIUM 228
4.6. ASYMPTOTIC BEHAVIOR OF THE MAGNETIC FIELD IN THE BOREHOLE IN THE
RANGE OF SMALL PARAMETERS 229 4.7. BEHAVIOR OF THE FIELD ON THE BOREHOLE
AXIS IN THE NEAR AND FAR ZONES . 236 4.8. FREQUENCY RESPONSES OF THE
MAGNETIC FIELD OF THE VERTICAL MAGNETIC DIPOLE ON THE BOREHOLE AXIS 245
4.9. INFLUENCE OF FINITE DIMENSIONS OF INDUCTION PROBE COILS 249 4.10.
ELECTRICAL FIELD OF A CURRENT RING IN A MEDIUM WITH CYLINDRICAL
INTERFACES . . 269 4.10.1. ELECTRICAL FIELD OF A SINGLE-LAYER COIL IN A
MEDIUM WITH CYLINDRICAL INTERFACES 274 4.10.2. BOTH TRANSMITTER AND
RECEIVER OF THE INDUCTION PROBE ARE SINGLE- LAYER COILS 277 4.11. RADIAL
RESPONSES OF TWO-COIL INDUCTION PROBES DISPLACED WITH RESPECT TO THE
BOREHOLE AXIS 290 4.12. THE INFLUENCE OF MAGNETIC PERMEABILITY AND
DIELECTRIC CONSTANT IN INDUC- TION LOGGING 299 CHAPTER 5:
QUASISTATIONARY MAGNETIC FIELD OF A VERTICAL MAGNETIC DIPOLE IN A
FORMATION WITH A FINITE THICKNESS 311 5.1. DERIVATION OF FORMULAE FOR
THE VERTICAL COMPONENT OF THE MAGNETIC FIELD OF A VERTICAL MAGNETIC
DIPOLE 311 5.1.1. THE FIELD OF THE MAGNETIC DIPOLE LOCATED OUTSIDE THE
BED 315 5.1.2. THE FIELD OF THE MAGNETIC DIPOLE LOCATED WITHIN THE BED
316 5.1.3. THE FIELD OF THE VERTICAL MAGNETIC DIPOLE IN THE PRESENCE OF
A THIN CONDUCTING PLANE 318 5.2. THE VERTICAL RESPONSES OF THE TWO-COIL
INDUCTION PROBE IN THE RANGE OF SMALL PARAMETERS 319 5.2.1. GEOMETRIC
FACTOR OF AN ELEMENTARY LAYER 319 5.2.2. GEOMETRIC FACTOR OF A LAYER
WITH A FINITE THICKNESS 322 5.3. THE THEORY OF THE TWO-COIL INDUCTION
PROBE IN BEDS WITH A FINITE THICKNESS 331 5.4. CURVES OF PROFILING WITH
A TWO-COIL INDUCTION PROBE IN A MEDIUM WITH TWO HORIZONTAL INTERFACES
352 5.4.1. THICK CONDUCTIVE BED 363 5.4.2. THICK RESISTIVE BED 364
5.4.3. THIN CONDUCTIVE BED 364 5.4.4. THIN RESISTIVE BED 364 CHAPTER 6:
THE TWO-COIL INDUCTION PROBE ON THE BOREHOLE AXIS, WHEN THE BED HAS A
FINITE THICKNESS 365 6.1. DOLL S THEORY OF THE TWO-COIL INDUCTION PROBE
LOCATED ON THE BOREHOLE AXIS WHEN A FORMATION HAS A FINITE THICKNESS 366
6.2. THE THEORY OF A TWO-COIL INDUCTION PROBE, TAKING INTO ACCOUNT THE
SKIN EFFECT IN AN EXTERNAL MEDIUM 371 6.3. INFLUENCE OF THE FINITE
THICKNESS OF THE FORMATION ON THE MAGNETIC FIELD BEHAVIOR 376 CHAPTER 7:
MULTI-COIL DIFFERENTIAL INDUCTION PROBES 385 7.1. METHODS OF
DETERMINATION OF PROBE PARAMETERS 386 7.2. PHYSICAL PRINCIPLES OF
MULTI-COIL DIFFERENTIAL PROBES 395 7.3. RADIAL AND VERTICAL RESPONSES OF
THE DIFFERENTIAL PROBE L.L-1.2 397 7.4. RADIAL AND VERTICAL RESPONSES OF
PROBES 6F1M, 4F1 AND 4F1.1 415 7.5. THE INFLUENCE OF FINITE HEIGHT OF
THE INVASION ZONE ON RADIAL RESPONSES OF PROBES 6F1M, 4F1 AND 4F1.1 437
7.6. THREE-COIL DIFFERENTIAL PROBE 441 7.7. THE INFLUENCE OF
ECCENTRICITY ON FOCUSING FEATURES OF MULTI-COIL INDUCTION PROBES 453
7.8. CHOICE OF A FREQUENCY FOR DIFFERENTIAL PROBES 456 7.9.
DETERMINATION OF THE COEFFICIENT OF DIFFERENTIAL PROBES 457 CHAPTER 8:
INDUCTION LOGGING BASED ON MEASURING THE INPHASE COMPONENT OF THE
SECONDARY FIELD OR THE QUADRATURE COMPONENT DIFFERENCE OF TYPE Q H X
(WI) - WI/W A Q H Z (U 2 ) 463 CHAPTER 9: TRANSIENT INDUCTION LOGGING
477 9.1. THE TRANSIENT FIELD OF THE MAGNETIC DIPOLE IN A UNIFORM MEDIUM
478 9.2. TRANSIENT FIELD OF THE VERTICAL MAGNETIC DIPOLE ON THE BOREHOLE
AXIS AT THE LATE STAGE 496 VLLL 9.3. APPARENT RESISTIVITY CURVES OF THE
TRANSIENT METHOD IN A MEDIUM WITH CYLINDRICAL INTERFACES 502 9.4. THE
TRANSIENT RESPONSES OF A VERTICAL MAGNETIC DIPOLE IN A FORMATION WITH A
FINITE THICKNESS 508 9.5. ABOUT A NONSTATIONARY FIELD OF THE ELECTRIC
DIPOLE 528 CHAPTER 10: PRINCIPLES OF INDUCTION LOGGING WITH TRANSVERSAL
INDUCTION COILS 533 10.1. ELECTROMAGNETIC FIELD OF THE MAGNETIC DIPOLE
IN A UNIFORM ISOTROPIC MEDIUM 533 10.2. BOUNDARY PROBLEM FOR THE
HORIZONTAL MAGNETIC DIPOLE ON THE BOREHOLE AXIS 535 10.3. MAGNETIC FIELD
ON THE BOREHOLE AXIS IN THE NEAR ZONE 550 10.4. THE MAGNETIC FIELD ON
THE BOREHOLE AXIS IN THE FAR ZONE 558 10.5. THE MAGNETIC FIELD IN A
MEDIUM WITH TWO CYLINDRICAL INTERFACES 566 10.6. CYLINDRICAL SURFACE
WITH TRANSVERSAL RESISTANCE T 571 10.7. THE MAGNETIC FIELD IN A MEDIUM
WITH ONE HORIZONTAL INTERFACE 575 10.8. THE MAGNETIC FIELD OF THE
HORIZONTAL DIPOLE IN THE FORMATION WITH FINITE THICKNESS 580 10.9.
CURVES OF PROFILING WITH A TWO-COIL INDUCTION PROBE IN A MEDIUM WITH
HORIZONTAL INTERFACES 598 CHAPTER 11: THE INFLUENCE OF ANISOTROPY ON THE
FIELD OF THE MAGNETIC DIPOLE IN A CONDUCTING MEDIUM 605 11.1. ANISOTROPY
OF A LAYERED MEDIUM 605 11.2. ELECTROMAGNETIC FIELD OF THE MAGNETIC
DIPOLE IN A UNIFORM ANISOTROPIC MEDIUM 608 11.3. MAGNETIC FIELD IN AN
ANISOTROPIC MEDIUM WITH TWO HORIZONTAL INTERFACES . . 617 CHAPTER 12:
MATHEMATICAL MODELING OF THE RESPONSE OF INDUCTION LOGGING TOOLS IN 3D
GEOMETRIES 627 REFERENCES 639 SUBJECT INDEX 641
|
| any_adam_object | 1 |
| author | Kaufman, Aleksandr A. 1864-1919 Dashevsky, Yu. A. |
| author_GND | (DE-588)139934472 |
| author_facet | Kaufman, Aleksandr A. 1864-1919 Dashevsky, Yu. A. |
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| dewey-full | 622.154 |
| dewey-hundreds | 600 - Technology (Applied sciences) |
| dewey-ones | 622 - Mining and related operations |
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| dewey-search | 622.154 |
| dewey-sort | 3622.154 |
| dewey-tens | 620 - Engineering and allied operations |
| discipline | Physik Bergbau / Hüttenwesen |
| edition | 1. ed. |
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| spelling | Kaufman, Aleksandr A. 1864-1919 Verfasser (DE-588)139934472 aut Principles of induction logging A.A. Kaufman and Yu. A. Dashevsky 1. ed. Amsterdam <<[u.a.]>> Elsevier 2003 XII, 643 S. graph. Darst. txt rdacontent n rdamedia nc rdacarrier Methods in geochemistry and geophysics 38 Dashevsky, Yu. A. Verfasser aut Methods in geochemistry and geophysics 38 (DE-604)BV001889852 38 GBV Datenaustausch application/pdf http://bvbr.bib-bvb.de:8991/F?func=service&doc_library=BVB01&local_base=BVB01&doc_number=018335551&sequence=000001&line_number=0001&func_code=DB_RECORDS&service_type=MEDIA Inhaltsverzeichnis |
| spellingShingle | Kaufman, Aleksandr A. 1864-1919 Dashevsky, Yu. A. Principles of induction logging Methods in geochemistry and geophysics |
| title | Principles of induction logging |
| title_auth | Principles of induction logging |
| title_exact_search | Principles of induction logging |
| title_full | Principles of induction logging A.A. Kaufman and Yu. A. Dashevsky |
| title_fullStr | Principles of induction logging A.A. Kaufman and Yu. A. Dashevsky |
| title_full_unstemmed | Principles of induction logging A.A. Kaufman and Yu. A. Dashevsky |
| title_short | Principles of induction logging |
| title_sort | principles of induction logging |
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