The history of the theory of structures searching for equilibrium

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1. Verfasser: Kurrer, Karl-Eugen 1952- (VerfasserIn)
Weitere Verfasser: Thrift, Philip (ÜbersetzerIn)
Format: Buch
Sprache:English
German
Veröffentlicht: Berlin, Germany Wiley, Ernst & Sohn [2018]
Ausgabe:Second, considerably enlarged edition
Schriftenreihe:Construction history series
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http://www.wiley-vch.de/publish/dt/books/ISBN978-3-433-03229-9/
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Datensatz im Suchindex

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adam_text V VI X VI III III 2 4 8 9 11 12 12 14 15 15 15 17 17 18 19 20 21 22 22 23 24 25 26 27 27 FOREWORD OF THE SERIES EDITORS FOREWORD PREFACE TO THE SECOND ENGLISH EDITION ABOUT THIS SERIES ABOUT THE SERIES EDITORS ABOUT THE AUTHOR 1 THE TASKS AND AIMS OF A HISTORICAL STUDY OF THE THEORY OF STRUCTURES 1.1 INTERNAL SCIENTIFIC TASKS 1.2 PRACTICAL ENGINEERING TASKS 1.3 DIDACTIC TASKS 1.4 CULTURAL TASKS 1.5 AIMS 1.6 AN INVITATION TO TAKE PART IN A JOURNEY THROUGH TIME TO SEARCH FOR THE EQUILIBRIUM OF LOADBEARING STRUCTURES 2 LEARNING FROM HISTORY: 12 INTRODUCTORY ESSAYS 2.1 WHAT IS THEORY OF STRUCTURES? 2.1.1 PREPARATORY PERIOD (1575-1825) 2.1.1.1 ORIENTATION PHASE (1575-1700) 2.1.1.2 APPLICATION PHASE (1700-1775) 2.1.1.3 INITIAL PHASE (1775-1825) 2.1.2 DISCIPLINE-FORMATION PERIOD (1825-1900) 2.1.2.1 CONSTITUTION PHASE (1825 -1850) 2.1.2.2 ESTABLISHMENT PHASE (1850-1875) 2.1.2.3 CLASSICAL PHASE (1875-1900) 2.1.3 CONSOLIDATION PERIOD (1900 -1950) 2.1.3.1 ACCUMULATION PHASE (1900-1925) 2.1.3.2 INVENTION PHASE (1925-1950) 2.1.4 INTEGRATION PERIOD (1950 TO DATE) 2.1.4.1 INNOVATION PHASE (1950-1975) 2.1.4.2 DIFFUSION PHASE (1975 TO DATE) 2.2 FROM THE LEVER TO THE TRUSSED FRAMEWORK 2.2.1 LEVER PRINCIPLE ACCORDING TO ARCHIMEDES 28 2.2.2 THE PRINCIPLE OF VIRTUAL DISPLACEMENTS 28 2.2.3 THE GENERAL WORK THEOREM 29 2.2.4 THE PRINCIPLE OF VIRTUAL FORCES 29 2.2.5 THE PARALLELOGRAM OF FORCES 30 2.2.6 FROM NEWTON TO LAGRANGE 31 2.2.7 THE COUPLE 32 2.2.8 KINEMATIC OR GEOMETRIC SCHOOL OF STATICS? 33 2.2.9 STABLE OR UNSTABLE, DETERMINATE OR INDETERMINATE? 33 2.2.10 SYNTHESES IN STATICS 36 2.2.11 SCHWEDLER S THREE-PIN FRAME 38 2.3 THE DEVELOPMENT OF HIGHER ENGINEERING EDUCATION 39 2.3.1 THE SPECIALIST AND MILITARY SCHOOLS OF THE ANCIEN REGIME 40 2.3.2 SCIENCE AND ENLIGHTENMENT 40 2.3.3 SCIENCE AND EDUCATION DURING THE FRENCH REVOLUTION (1789-1794) 41 2.3.4 MONGES CURRICULUM FOR THE ECOLE POLYTECHNIQUE 42 2.3.5 AUSTRIA, GERMANY AND RUSSIA IN THE WAKE OF THE ECOLE POLYTECHNIQUE 46 2.3.6 THE EDUCATION OF ENGINEERS IN THE UNITED STATES 51 2.4 A STUDY OF EARTH PRESSURE ON RETAINING WALLS 53 2.4.1 EARTH PRESSURE DETERMINATION ACCORDING TO CULMANN 54 2.4.2 EARTH PRESSURE DETERMINATION ACCORDING TO PONCELET 55 2.4.3 STRESS AND STABILITY ANALYSES 58 2.5 INSIGHTS INTO BRIDGE-BUILDING AND THEORY OF STRUCTURES IN THE 19TH CENTURY 58 2.5.1 SUSPENSION BRIDGES 60 2.5.1.1 AUSTRIA 61 2.5.1.2 BOHEMIA AND MORAVIA 62 2.5.1.3 GERMANY 63 2.5.1.4 UNITED STATES OF AMERICA 64 2.5.2 TIMBER BRIDGES 67 2.5.3 HYBRID SYSTEMS 68 2.5.4 THE GOELTZSCH AND ELSTER VIADUCTS (1845 -1851) 70 2.5.5 THE BRITANNIA BRIDGE (1846-1850) 73 2.5.6 THE FIRST HIRSCHAU BRIDGE OVER THE VISTULA (1850-1857) 75 2.5.7 THE GARABIT VIADUCT (1880-1884) 79 2.5.8 BRIDGE ENGINEERING THEORIES 80 2.5.8.1 REICHENBACHS ARCH THEORY 81 2.5.8.2 YOUNGS MASONRY ARCH THEORY 84 2.5.83 NAVIERS SUSPENSION BRIDGE THEORY 85 2.5.8.4 NAVIERS RESUME DES LEQONS 86 2.5.8.5 THE TRUSSED FRAMEWORK THEORIES OF CULMANN AND SCHWEDLER 87 2.5.8.6 BEAM THEORY AND STRESS ANALYSIS 88 2.6 THE INDUSTRIALISATION OF STEEL BRIDGE-BUILDING BETWEEN 1850 AND 1900 88 2.6.1 GERMANY AND GREAT BRITAIN 90 2.6.2 FRANCE 92 2.6.3 UNITED STATES OF AMERICA 97 2.7 INFLUENCE LINES 97 2.7.1 RAILWAY TRAINS AND BRIDGE-BUILDING 99 2.7.2 EVOLUTION OF THE INFLUENCE LINE CONCEPT 101 102 102 104 106 107 108 109 110 112 112 113 113 114 115 115 116 117 120 121 123 123 124 126 127 130 130 130 133 133 135 137 137 139 141 142 142 144 145 146 148 150 2.8 THE BEAM ON ELASTIC SUPPORTS 2.8.1 THE WINKLER BEDDING 2.8.2 THE THEORY OF THE PERMANENT WAY 2.8.3 FROM PERMANENT WAY THEORY TO THE THEORY OF THE BEAM ON ELASTIC SUPPORTS 2.8.4 GEOTECHNICAL ENGINEERING BRINGS PROGRESS 2.9 DISPLACEMENT METHOD 2.9.1 ANALYSIS OF A TRIANGULAR FRAME 2.9.1.1 BAR END MOMENTS 2.9.1.2 RESTRAINT FORCES 2.9.1.3 SUPERPOSITION MEANS COMBINING THE STATE VARIABLES LINEARLY WITH THE SOLUTION 2.9.2 COMPARING THE DISPLACEMENT METHOD AND TRUSSED FRAMEWORK THEORY FOR FRAME-TYPE SYSTEMS 2.10 SECOND-ORDER THEORY 2.10.1 JOSEF MELANS CONTRIBUTION 2.10.2 SUSPENSION BRIDGES BECOME STIFFER 2.10.3 ARCH BRIDGES BECOME MORE FLEXIBLE 2.10.4 THE DIFFERENTIAL EQUATION FOR LATERALLY LOADED STRUTS AND TIES 2.10.5 THE INTEGRATION OF SECOND-ORDER THEORY INTO THE DISPLACEMENT METHOD 2.10.6 WHY DO WE NEED FICTITIOUS FORCES? 2.11 ULTIMATE LOAD METHOD 2.11.1 FIRST APPROACHES 2.11.2 FOUNDATION OF THE ULTIMATE LOAD METHOD 2.11.2.1 JOSEF PRITSCHE 2.11.2.2 KARL GIRKMANN 2.11.2.3 OTHER AUTHORS 2.11.3 THE PARADOX OF THE PLASTIC HINGE METHOD 2.11.4 THE ESTABLISHMENT OF THE ULTIMATE LOAD METHOD 2.11.4.1 SIR JOHN FLEETWOOD BAKER 2.11.4.2 EXCURSION: A SAMPLE CALCULATION 2.11.4.3 CALCULATING DEFORMATIONS 2.11.4.4 THE ANGLO-AMERICAN SCHOOL OF ULTIMATE LOAD THEORY 2.11.4.5 CONTROVERSIES SURROUNDING THE ULTIMATE LOAD METHOD 2.12 STRUCTURAL LAW - STATIC LAW - FORMATION LAW 2.12.1 THE FIVE PLATONIC BODIES 2.12.2 BEAUTY AND LAW 2.12.2.1 STRUCTURAL LAW 2.12.2.2 STATIC LAW 2.12.2.3 FORMATION LAW 3 THE FIRST FUNDAMENTAL ENGINEERING SCIENCE DISCIPLINES: THEORY OF STRUCTURES AND APPLIED MECHANICS 3.1 WHAT IS ENGINEERING SCIENCE? 3.1.1 FIRST APPROACHES 3.1.2 RAISING THE STATUS OF THE ENGINEERING SCIENCES THROUGH PHILOSOPHICAL DISCOURSE 3.1.2.1 THE CONTRIBUTION OF SYSTEMS THEORY 152 3.1.2.2 THE CONTRIBUTION OF MARXISM 154 3.1.2.3 ENGINEERING SCIENCES THEORY 157 3.1.3 ENGINEERING AND THE ENGINEERING SCIENCES 161 3.2 SUBSUMING THE ENCYCLOPAEDIC IN THE SYSTEM OF CLASSICAL ENGINEERING SCIENCES: FIVE CASE STUDIES FROM APPLIED MECHANICS AND THEORY OF STRUCTURES 162 3.2.1 ON THE TOPICALITY OF THE ENCYCLOPAEDIC 165 3.2.2 FRANZ JOSEPH RITTER VON GERSTNERS CONTRIBUTION TO THE MATHEMATISATION OF CONSTRUCTION THEORIES 165 3.2.2.1 GERSTNERS DEFINITION OF THE OBJECT OF APPLIED MECHANICS 168 3.2.2.2 THE STRENGTH OF IRON 171 3.2.2.3 THE THEORY AND PRACTICE OF SUSPENSION BRIDGES IN HANDBUCH DER MECHANIK 174 3.2.3 WEISBACHS ENCYCLOPAEDIA OF APPLIED MECHANICS 174 3.2.3.1 THE LEHRBUCH 177 3.2.3.2 THE INVENTION OF THE ENGINEERING MANUAL 179 3.2.3.3 THE JOURNAL 180 3.2.3.4 STRENGTH OF MATERIALS IN WEISBACHS LEHRBUCH 182 3.2.4 RANKINES MANUALS , OR THE HARMONY BETWEEN THEORY AND PRACTICE 182 3.2.4.1 RANKINES MANUAL OF APPLIED MECHANICS 185 3.2.4.2 RANKINES MANUAL OF CIVIL ENGINEERING 186 3.2.5 FOEPPL*S VORLESUNGEN UEBER TECHNISCHE MECHANIK 186 3.2.5.1 THE ORIGIN AND GOAL OF MECHANICS 188 3.2.5.2 THE STRUCTURE OF THE VORLESUNGEN 189 3.2.53 THE MOST IMPORTANT APPLIED MECHANICS TEXTBOOKS IN GERMAN 190 3.2.6 THE HANDBUCH DER INGENIEURWISSENSCHAFTEN AS AN ENCYCLOPAEDIA OF CLASSICAL CIVIL ENGINEERING THEORY 192 3.2.6.1 IRON BEAM BRIDGES 193 3.2.6.2 IRON ARCH AND SUSPENSION BRIDGES 196 4 FROM MASONRY ARCH TO ELASTIC ARCH 199 4.1 THE ARCH ALLEGORY 200 4.2 THE GEOMETRICAL THINKING BEHIND THE THEORY OF MASONRY ARCH BRIDGES 200 4.2.1 THE PONTE S. TRINITAE IN FLORENCE 203 4.2.1.1 GALILEO AND GUIDOBALDO DEL MONTE 205 4.2.1.2 HYPOTHESES 205 4.2.2 ESTABLISHING THE NEW THINKING IN BRIDGE-BUILDING PRACTICE USING THE EXAMPLE OF NUREMBERG*S FLEISCH BRIDGE 206 4.2.2.1 DESIGNS FOR THE BUILDING OF THE FLEISCH BRIDGE 207 4.2.2.2 DESIGNS AND CONSIDERATIONS CONCERNING THE CENTERING 208 4.2.2.3 THE LOADBEARING BEHAVIOUR OF THE FLEISCH BRIDGE 211 4.3 FROM WEDGE TO MASONRY ARCH, OR THE ADDITION THEOREM OF WEDGE THEORY 212 4.3.1 BETWEEN MECHANICS AND ARCHITECTURE: MASONRY ARCH THEORY AT THE ACADEMIC ROYALE D*ARCHITECTURE DE PARIS (1687-1718) 212 4.3.2 LA HIRE AND BELIDOR 214 4.3.3 EPIGONES 215 4.4 FROM THE ANALYSIS OF MASONRY ARCH COLLAPSE MECHANISMS TO VOUSSOIR ROTATION THEORY 216 4.4.1 BALDI 217 218 219 221 222 223 225 225 228 230 232 232 233 234 239 240 241 244 245 247 248 250 250 251 252 256 258 262 264 264 265 266 267 268 270 272 275 276 277 278 278 279 280 4.4.2 FABRI 4.4.3 LA HIRE 4.4.4 COUPLET 4.4.5 BRIDGE-BUILDING - EMPIRICISM STILL REIGNS 4.4.6 COULOMBS VOUSSOIR ROTATION THEORY 4.4.7 MONASTERIES NUEVA TEOERICA 4.5 THE LINE OF THRUST THEORY 4.5.1 PRELUDE 4.5.2 GERSTNER 4.5.3 THE SEARCH FOR THE TRUE LINE OF THRUST 4.6 THE BREAKTHROUGH FOR ELASTIC THEORY 4.6.1 THE DUALISM OF MASONRY ARCH AND ELASTIC ARCH THEORY UNDER NAVIER 4.6.2 TWO STEPS FORWARDS, ONE BACK 4.6.3 FROM PONCELET TO WINKLER 4.6.4 A STEP BACK 4.6.5 THE MASONRY ARCH IS NOTHING, THE ELASTIC ARCH IS EVERYTHING - THE TRIUMPH OF ELASTIC ARCH THEORY OVER MASONRY ARCH THEORY 4.6.5.1 GRANDES VOUETES 4.6.5.2 DOUBTS 4.6.5.3 TESTS ON MODELS 4.7 ULTIMATE LOAD THEORY FOR MASONRY ARCHES 4.7.1 OF CRACKS AND THE TRUE LINE OF THRUST IN THE MASONRY ARCH 4.7.2 MASONRY ARCH FAILURES 4.7.3 THE MAXIMUM LOAD PRINCIPLES OF THE ULTIMATE LOAD THEORY FOR MASONRY ARCHES 4.7.4 THE SAFETY OF MASONRY ARCHES 4.7.5 ANALYSIS OF MASONRY ARCH BRIDGES 4.7.6 HEYMAN EXTENDS MASONRY ARCH THEORY 4.8 THE FINITE ELEMENT METHOD 4.9 THE STUDIES OF HOLZER 4.10 ON THE EPISTEMOLOGICAL STATUS OF MASONRY ARCH THEORIES 4.10.1 WEDGE THEORY 4.10.2 COLLAPSE MECHANISM ANALYSIS AND VOUSSOIR ROTATION THEORY 4.10.3 LINE OF THRUST THEORY AND ELASTIC THEORY FOR MASONRY ARCHES 4.10.4 ULTIMATE LOAD THEORY FOR MASONRY ARCHES AS AN OBJECT IN HISTORICAL THEORY OF STRUCTURES 4.10.5 THE FINITE ELEMENT ANALYSIS OF MASONRY ARCHES 5 THE HISTORY OF EARTH PRESSURE THEORY 5.1 RETAINING WALLS FOR FORTIFICATIONS 5.2 EARTH PRESSURE THEORY AS AN OBJECT OF MILITARY ENGINEERING 5.2.1 IN THE BEGINNING THERE WAS THE INCLINED PLANE 5.2.1.1 BULLET 5.2.1.2 GAUTIER 5.2.1.3 COUPLET 5.2.1.4 FURTHER APPROACHES 5.2.1.5 FRICTION REDUCES EARTH PRESSURE 283 286 287 288 289 290 294 294 295 297 297 297 298 299 301 303 304 305 306 308 310 311 313 314 316 316 317 319 321 322 323 325 328 331 331 332 332 333 334 336 339 341 343 344 345 345 5.2.2 FROM INCLINED PLANE TO WEDGE THEORY 5.2.3 CHARLES AUGUSTIN COULOMB 5.2.3.1 MANIFESTATIONS OF ADHESION 5.2.3.2 FAILURE BEHAVIOUR OF MASONRY PIERS 5.2.3.3 THE TRANSITION TO EARTH PRESSURE THEORY 5.2.3.4 ACTIVE EARTH PRESSURE 5.2.3.5 PASSIVE EARTH PRESSURE 5.2.3.6 DESIGN 5.2.4 A MAGAZINE FOR ENGINEERING OFFICERS 5.3 MODIFICATIONS TO COULOMB EARTH PRESSURE THEORY 5.3.1 THE TRIGONOMETRISATION OF EARTH PRESSURE THEORY 5.3.1.1 PRONY 5.3.1.2 MAYNIEL 5.3.1.3 FRAN^AIS, AUDOY AND NAVIER 5.3.1.4 MARTONY DE KOESZEGH 5.3.2 THE GEOMETRIC WAY 5.3.2.1 JEAN-VICTOR PONCELET 5.3.2.2 HERMANN SCHEFFLERS CRITICISM OF PONCELET 5.3.2.3 KARL CULMANN 5.3.2.4 GEORG REBHANN 5.3.2.5 COMPELLING CONTRADICTIONS 5.4 THE CONTRIBUTION OF CONTINUUM MECHANICS 5.4.1 THE HYDROSTATIC EARTH PRESSURE MODEL 5.4.2 THE NEW EARTH PRESSURE THEORY 5.4.2.1 CARL HOLTZMANN 5.4.2.2 RANKINES STROKE OF GENIUS 5.4.2.3 EMIL WINKLER 5.4.2.4 OTTO MOHR 5.5 EARTH PRESSURE THEORY FROM 1875 TO 1900 5.5.1 COULOMB OR RANKINE? 5.5.2 EARTH PRESSURE THEORY IN THE FORM OF MASONRY ARCH THEORY 5.5.3 EARTH PRESSURE THEORY AE LAFRANGAISE 5.5.4 KOETTERS MATHEMATICAL EARTH PRESSURE THEORY 5.6 EXPERIMENTAL EARTH PRESSURE RESEARCH 5.6.1 THE PRECURSORS OF EXPERIMENTAL EARTH PRESSURE RESEARCH 5.6.1.1 CRAMER 5.6.1.2 BAKER 5.6.1.3 DONATH AND ENGELS 5.6.2 A GREAT MOMENT IN SUBSOIL RESEARCH 5.6.3 EARTH PRESSURE TESTS AT THE TESTING INSTITUTE FOR THE STATICS OF STRUCTURES AT BERLIN TECHNICAL UNIVERSITY 5.6.4 THE MERRY-GO-ROUND OF DISCUSSIONS OF ERRORS 5.6.5 THE SWEDISH SCHOOL OF EARTHWORKS 5.6.6 THE EMERGENCE OF SOIL MECHANICS 5.6.6.1 THREE LINES OF DEVELOPMENT 5.6.62 THE DISCIPLINARY CONFIGURATION OF SOIL MECHANICS 5.6.63 THE CONTOURS OF PHENOMENOLOGICAL EARTH PRESSURE THEORY 348 351 352 352 354 355 356 356 358 360 360 361 362 363 365 366 367 371 373 376 378 381 387 387 390 396 404 405 407 411 412 416 417 417 418 419 422 424 5.7 EARTH PRESSURE THEORY IN THE DISCIPLINE-FORMATION PERIOD OF GEOTECHNICAL ENGINEERING 5.7.1 TERZAGHI 5.7.2 RENDULIC 5.7.3 OHDE 5.7.4 ERRORS AND CONFUSION 5.7.5 A HASTY REACTION IN PRINT 5.7.6 FOUNDATIONS + SOIL MECHANICS = GEOTECHNICAL ENGINEERING 5.7.6.1 THE CIVIL ENGINEER AS SOLDIER 5.7.6.2 ADDENDUM 5.8 EARTH PRESSURE THEORY IN THE CONSOLIDATION PERIOD OF GEOTECHNICAL ENGINEERING 5.8.1 NEW SUBDISCIPLINES IN GEOTECHNICAL ENGINEERING 5.8.2 DETERMINING EARTH PRESSURE IN PRACTICAL THEORY OF STRUCTURES 5.8.2.1 THE MODIFIED CULMANN E LINE 5.8.2.2 NEW FINDINGS REGARDING PASSIVE EARTH PRESSURE 5.9 EARTH PRESSURE THEORY IN THE INTEGRATION PERIOD OF GEOTECHNICAL ENGINEERING 5.9.1 COMPUTER-ASSISTED EARTH PRESSURE CALCULATIONS 5.9.2 GEOTECHNICAL CONTINUUM MODELS 5.9.3 THE ART OF ESTIMATING 5.9.4 THE HISTORY OF GEOTECHNICAL ENGINEERING AS AN OBJECT OF CONSTRUCTION HISTORY 6 THE BEGINNINGS OF A THEORY OF STRUCTURES 6.1 WHAT IS THE THEORY OF STRENGTH OF MATERIALS? 6.2 ON THE STATE OF DEVELOPMENT OF THEORY OF STRUCTURES AND STRENGTH OF MATERIALS IN THE RENAISSANCE 6.3 GALILEOS DIALOGUE 6.3.1 FIRST DAY 6.3.2 SECOND DAY 6.4 DEVELOPMENTS IN STRENGTH OF MATERIALS UP TO 1750 6.5 CIVIL ENGINEERING AT THE CLOSE OF THE 18TH CENTURY 6.5.1 THE COMPLETION OF BEAM THEORY 6.5.2 FRANZ JOSEPH RITTER VON GERSTNER 6.5.3 INTRODUCTION TO STRUCTURAL ENGINEERING 6.5.3.1 GERSTNER S ANALYSIS AND SYNTHESIS OF LOADBEARING SYSTEMS 6.5.3.2 GERSTNER S METHOD OF STRUCTURAL DESIGN 6.5.3.3 EINLEITUNG IN DIE STATISCHE BAUKUNST AS A TEXTBOOK FOR ANALYSIS 6.5.4 FOUR COMMENTS ON THE SIGNIFICANCE OF GERSTNER S EINLEITUNG IN DIE STATISCHE BAUKUNST FOR THEORY OF STRUCTURES 6.6 THE FORMATION OF A THEORY OF STRUCTURES: EYTELWEIN AND NAVIER 6.6.1 NAVIER 6.6.2 EYTELWEIN 6.6.3 THE ANALYSIS OF THE CONTINUOUS BEAM ACCORDING TO EYTELWEIN AND NAVIER 425 6.6.3.1 429 6.63.2 432 6.7 436 7 438 7.1 438 7.1.1 440 7.1.2 443 7.1.3 445 7.1.4 448 7.2 451 7.3 452 7.3.1 454 7.3.2 455 7.3.3 457 7.3.4 459 7.3.5 460 7.3.5.1 462 73.5.2 465 7.4 465 7.4.1 468 7.4.1.1 471 7.4.1.2 476 7.4.2 476 7.4.2.1 481 7A.2.2 491 7 A3 492 7.4.3.1 493 7.4.3.2 495 7.4.3.3 499 7.4.3.4 500 7.5 500 7.5.1 504 7.5.2 508 7.5.3 508 7.5.3.1 509 7.53.2 510 7.533 516 7.5.4 THE CONTINUOUS BEAM IN EYTELWEINS STATIK FESTER KOERPER THE CONTINUOUS BEAM IN NAVIERS RESUME DES LEQONS ADOPTION OF NAVIERS ANALYSIS OF THE CONTINUOUS BEAM THE DISCIPLINE-FORMATION PERIOD OF THEORY OF STRUCTURES CLAPEYRONS CONTRIBUTION TO THE FORMATION OF THE CLASSICAL ENGINEERING SCIENCES LES POLYTECHNICIENS: THE FASCINATING REVOLUTIONARY ELAN IN POST-REVOLUTION FRANCE CLAPEYRON AND LAME IN ST. PETERSBURG (1820-1831) CLAPEYRONS FORMULATION OF THE ENERGY DOCTRINE OF THE CLASSICAL ENGINEERING SCIENCES BRIDGE-BUILDING AND THE THEOREM OF THREE MOMENTS THE COMPLETION OF THE PRACTICAL BEAM THEORY FROM GRAPHICAL STATICS TO GRAPHICAL ANALYSIS THE FOUNDING OF GRAPHICAL STATICS BY CULMANN TWO GRAPHICAL INTEGRATION MACHINES RANKINE, MAXWELL, CREMONA AND BOW DIFFERENCES BETWEEN GRAPHICAL STATICS AND GRAPHICAL ANALYSIS THE BREAKTHROUGH FOR GRAPHICAL ANALYSIS GRAPHICAL ANALYSIS OF MASONRY VAULTS AND DOMES GRAPHICAL ANALYSIS IN ENGINEERING WORKS THE CLASSICAL PHASE OF THEORY OF STRUCTURES WINKLERS CONTRIBUTION THE ELASTIC THEORY FOUNDATION TO THEORY OF STRUCTURES THE THEORY OF THE ELASTIC ARCH AS A FOUNDATION FOR BRIDGE-BUILDING THE BEGINNINGS OF THE FORCE METHOD CONTRIBUTIONS TO THE THEORY OF STATICALLY INDETERMINATE TRUSSED FRAMEWORKS FROM THE TRUSSED FRAMEWORK THEORY TO THE GENERAL THEORY OF TRUSSES LOADBEARING STRUCTURE AS KINEMATIC MACHINE TRUSSED FRAMEWORK AS MACHINE THE THEORETICAL KINEMATICS OF REULEAUX AND THE DRESDEN SCHOOL OF KINEMATICS KINEMATIC OR ENERGY DOCTRINE IN THEORY OF STRUCTURES? THE PYRRHIC VICTORY OF THE ENERGY DOCTRINE IN THEORY OF STRUCTURES THEORY OF STRUCTURES AT THE TRANSITION FROM THE DISCIPLINE-FORMATION TO THE CONSOLIDATION PERIOD CASTIGLIANO THE FUNDAMENTALS OF CLASSICAL THEORY OF STRUCTURES RESUMPTION OF THE DISPUTE ABOUT THE FUNDAMENTALS OF CLASSICAL THEORY OF STRUCTURES THE CAUSE THE DISPUTE BETWEEN THE SECONDS* THE DISPUTE SURROUNDING THE VALIDITY OF THE THEOREMS OF CASTIGLIANO THE VALIDITY OF CASTIGLIANOS THEOREMS 517 517 520 522 523 524 526 530 531 534 538 541 541 545 547 550 553 553 554 555 559 564 565 566 567 567 567 568 568 568 569 570 571 575 575 577 578 579 579 580 582 7.6 LORD RAYLEIGHS THE THEORY OF SOUND AND KIRPITCHEVS FUNDAMENTALS OF CLASSICAL THEORY OF STRUCTURES 7.6.1 RAYLEIGH COEFFICIENT AND RITZ COEFFICIENT 7.6.2 KIRPITCHEVS CONGENIAL ADAPTATION 7.7 THE BERLIN SCHOOL OF THEORY OF STRUCTURES 7.7.1 THE NOTION OF THE SCIENTIFIC SCHOOL 7.7.2 THE COMPLETION OF CLASSICAL THEORY OF STRUCTURES BY MUELLER-BRESLAU 7.7.3 CLASSICAL THEORY OF STRUCTURES USURPS ENGINEERING DESIGN 7.7.4 MUELLER-BRESLAU*S STUDENTS 7.7.4.1 AUGUST HERTWIG 7.7A.2 AUGUST HERTWIG*S SUCCESSORS 8 FROM CONSTRUCTION WITH IRON TO MODERN STRUCTURAL STEELWORK 8.1 TORSION THEORY IN IRON CONSTRUCTION AND THEORY OF STRUCTURES FROM 1850 TO 1900 8.1.1 SAINT-VENANFS TORSION THEORY 8.1.2 THE TORSION PROBLEM IN WEISBACH*S PRINCIPLES 8.1.3 BACH*S TORSION TESTS 8.1.4 THE ADOPTION OF TORSION THEORY IN CLASSICAL THEORY OF STRUCTURES 8.2 CRANE-BUILDING AT THE FOCUS OF MECHANICAL AND ELECTRICAL ENGINEERING, STEEL CONSTRUCTION AND THEORY OF STRUCTURES 8.2.1 RUDOLPH BREDT - KNOWN YET UNKNOWN 8.2.2 THE LUDWIG STUCKENHOLZ COMPANY IN WETTER A. D. RUHR 8.2.2.1 BREDT*S RISE TO BECOME THE MASTER OF CRANE-BUILDING 8.2.2.2 CRANE TYPES OF THE LUDWIG STUCKENHOLZ COMPANY 8.2.3 BREDT*S SCIENTIFIC-TECHNICAL PUBLICATIONS 8.2.3.1 BREDT*S TESTING MACHINE 8.2.3.2 THE PRINCIPLE OF SEPARATING THE FUNCTIONS IN CRANE-BUILDING 8.2.3.3 CRANE HOOKS 8.2.3.4 STRUTS 8.2.3.5 FOUNDATION ANCHORS 8.2.3.6 PRESSURE CYLINDERS 8.2.3.7 CURVED BARS 8.2.3.8 ELASTIC THEORY 8.2.3.9 THE TEACHING OF ENGINEERS 8.2.3.10 TORSION THEORY 8.2.4 HEAVY ENGINEERING ADOPTS CLASSICAL THEORY OF STRUCTURES 8.3 TORSION THEORY IN THE CONSOLIDATION PERIOD OF THEORY OF STRUCTURES (1900-1950) 8.3.1 THE INTRODUCTION OF AN ENGINEERING SCIENCE CONCEPT: THE TORSION CONSTANT 8.3.2 THE DISCOVERY OF THE SHEAR CENTRE 8.3.2.1 CARL BACH 8.3.2.2 LOUIS POTTERAT 8.3.2.3 ADOLF EGGENSCHWYLER 8.3.2.4 ROBERT MAILLART 8.3.2.5 REARGUARD ACTIONS IN THE DEBATE SURROUNDING THE SHEAR CENTRE 582 585 585 585 587 588 590 590 592 593 595 596 599 600 600 603 606 608 609 612 613 615 616 617 621 628 632 637 640 641 644 645 649 652 653 654 655 656 657 8.3.3 TORSION THEORY IN STRUCTURAL STEELWORK FROM 1925 TO 1950 8.3.4 SUMMARY 8.4 SEARCHING FOR THE TRUE BUCKLING THEORY IN STEEL CONSTRUCTION 8.4.1 THE BUCKLING TESTS OF THE DSTV 8.4.1.1 THE WORLDS LARGEST TESTING MACHINE 8.4.1.2 THE PERFECT BUCKLING THEORY ON THE BASIS OF ELASTIC THEORY 8.4.2 GERMAN STATE RAILWAYS AND THE JOINT TECHNICAL-SCIENTIFIC WORK IN STRUCTURAL STEELWORK 8.4.2.1 STANDARDISING THE CODES OF PRACTICE FOR STRUCTURAL STEELWORK 5.4.2.2 THE FOUNDING OF THE GERMAN COMMITTEE FOR STRUCTURAL STEELWORK (DAST) 8.4.3 EXCURSION: THE *OLYMPIC GAMES* FOR STRUCTURAL ENGINEERING 8.4.4 A PARADIGM CHANGE IN BUCKLING THEORY 8.4.5 THE STANDARDISATION OF THE NEW BUCKLING THEORY IN THE GERMAN STABILITY STANDARD DIN 4114 8.5 STEELWORK AND STEELWORK SCIENCE FROM 1925 TO 1975 8.5.1 FROM THE ONE-DIMENSIONAL TO THE TWO-DIMENSIONAL STRUCTURE 8.5.1.1 THE THEORY OF THE EFFECTIVE WIDTH 8.5.1.2 CONSTRUCTIONAL INNOVATIONS IN GERMAN BRIDGE-BUILDING DURING THE 1930S 8.5.1.3 THE THEORY OF THE BEAM GRID 8.5.1.4 THE ORTHOTROPIC PLATE AS A PATENT 8.5.1.5 STRUCTURAL STEELWORK BORROWS FROM REINFORCED CONCRETE: HUBERS PLATE THEORY 8.5.1.6 THE GUYON-MASSONNET METHOD 8.5.1.7 THE THEORY DYNAMIC IN STEELWORK SCIENCE IN THE 1950S AND 1960S 8.5.2 THE RISE OF STEEL-CONCRETE COMPOSITE CONSTRUCTION 8.5.2.1 COMPOSITE COLUMNS 8.5.2.2 COMPOSITE BEAMS 8.5.2.3 COMPOSITE BRIDGES 8.5.3 LIGHTWEIGHT STEEL CONSTRUCTION 8.5.4 STEEL AND GLASS - BEST FRIENDS 8.6 ECCENTRIC ORBITS - THE DISAPPEARANCE OF THE CENTRE 9 MEMBER ANALYSIS CONQUERS THE THIRD DIMENSION: THE SPATIAL FRAMEWORK 9.1 THE EMERGENCE OF THE THEORY OF SPATIAL FRAMEWORKS 9.1.1 THE ORIGINAL DOME TO THE REICHSTAG (GERMAN PARLIAMENT BUILDING) 9.1.2 FOUNDATION OF THE THEORY OF SPATIAL FRAMEWORKS BY AUGUST FOEPPL 9.1.3 INTEGRATION OF SPATIAL FRAMEWORK THEORY INTO CLASSICAL THEORY OF STRUCTURES 9.2 SPATIAL FRAMEWORKS IN AN AGE OF TECHNICAL REPRODUCIBILITY 9.2.1 ALEXANDER GRAHAM BELL 9.2.2 VLADIMIR GRIGORIEVICH SHUKHOV 9.2.3 WALTHER BAUERSFELD AND FRANZ DISCHINGER 9.2.4 RICHARD BUCKMINSTER FULLER 9.2.5 MAX MENGERINGHAUSEN 658 659 661 664 666 666 668 671 672 673 675 679 681 682 684 686 691 696 697 698 702 717 719 720 722 757 760 762 763 766 767 769 770 772 772 773 775 9.3 DIALECTIC SYNTHESIS OF INDIVIDUAL STRUCTURAL COMPOSITION AND LARGE-SCALE PRODUCTION 9.3.1 THE MERO SYSTEM AND THE COMPOSITION LAW FOR SPATIAL FRAMEWORKS 9.3.2 SPATIAL FRAMEWORKS AND COMPUTERS 10 REINFORCED CONCRETE S INFLUENCE ON THEORY OF STRUCTURES 10.1 THE FIRST DESIGN METHODS IN REINFORCED CONCRETE CONSTRUCTION 10.1.1 THE BEGINNINGS OF REINFORCED CONCRETE CONSTRUCTION 10.1.2 FROM THE GERMAN MONIER PATENT TO THE MONIER-BROSCHUERE 10.1.3 THE MONIER-BROSCHUERE 10.1.3.1 THE NEW TYPE OF STRUCTURAL-CONSTRUCTIONAL QUALITY OFFERED BY THE MONIER SYSTEM 10.1.3.2 THE APPLICATIONS OF THE MONIER SYSTEM 10.1.3.3 THE ENGINEERING SCIENCE PRINCIPLES OF THE MONIER SYSTEM 10.2 REINFORCED CONCRETE REVOLUTIONISES THE BUILDING INDUSTRY 10.2.1 THE FATE OF THE MONIER SYSTEM 10.2.2 THE END OF THE SYSTEM PERIOD: STEEL + CONCRETE - REINFORCED CONCRETE 10.2.2.1 THE NAPOLEON OF REINFORCED CONCRETE: FRANCOIS HENNEBIQUE 10.2.2.2 THE FOUNDING FATHER OF RATIONALISM IN REINFORCED CONCRETE: PAUL CHRISTOPHE 10.2.2.3 THE COMPLETION OF THE TRIAD 10.3 THEORY OF STRUCTURES AND REINFORCED CONCRETE 10.3.1 NEW TYPES OF LOADBEARING STRUCTURE IN REINFORCED CONCRETE 10.3.1.1 REINFORCED CONCRETE GAINS EMANCIPATION FROM STRUCTURAL STEELWORK: THE RIGID FRAME 10.3.1.2 REINFORCED CONCRETE TAKES ITS FIRST STEPS INTO THE SECOND DIMENSION: OUT-OF-PLANE-LOADED STRUCTURES 10.3.1.3 THE FIRST SYNTHESIS 10.3.2 THE STRUCTURAL-CONSTRUCTIONAL SELF-DISCOVERY OF REINFORCED CONCRETE 10.3.2.1 IN-PLANE-LOADED ELEMENTS AND FOLDED PLATES 10.3.2.2 REINFORCED CONCRETE SHELLS 10.3.2.3 THE SECOND SYNTHESIS 10.3.2.4 OF THE POWER OF FORMALISED THEORY 10.4 PRESTRESSED CONCRETE: *UNE REVOLUTION DANS LART DE BATIR (FREYSSINET) 10.4.1 LEONHARDTS PRESTRESSED CONCRETE. DESIGN AND CONSTRUCTION 10.4.2 THE FIRST PRESTRESSED CONCRETE STANDARD 10.4.3 PRESTRESSED CONCRETE STANDARDS IN THE GDR 10.4.4 THE UNSTOPPABLE RISE OF PRESTRESSED CONCRETE REFLECTED IN BETON- UND STAHLBETONBAU 10.5 PARADIGM CHANGE IN REINFORCED CONCRETE DESIGN IN THE FEDERAL REPUBLIC OF GERMANY, TOO 10.6 REVEALING THE INVISIBLE: REINFORCED CONCRETE DESIGN WITH TRUSS MODELS 10.6.1 THE TRUSSED FRAMEWORK MODEL OF FRANCOIS HENNEBIQUE 10.6.2 THE TRUSSED FRAMEWORK MODEL OF EMIL MOERSCH 10.6.3 A PICTURE IS WORTH 1,000 WORDS: STRESS PATTERNS FOR PLANE PLATE AND SHELL STRUCTURES 777 10.6.4 THE CONCEPT OF THE TRUSS MODEL: STEPS TOWARDS HOLISTIC DESIGN IN REINFORCED CONCRETE 780 781 783 790 791 792 793 794 795 795 797 799 800 802 803 805 806 806 807 808 808 809 810 811 814 815 816 817 818 821 824 824 826 829 832 834 834 835 838 841 11 THE CONSOLIDATION PERIOD OF THEORY OF STRUCTURES 11.1 THE RELATIONSHIP BETWEEN TEXT, IMAGE AND SYMBOL IN THEORY OF STRUCTURES 11.1.1 THE HISTORICAL STAGES IN THE IDEA OF FORMALISATION 11.1.2 THE STRUCTURAL ENGINEER - A MANIPULATOR OF SYMBOLS? 11.2 THE DEVELOPMENT OF THE DISPLACEMENT METHOD 11.2.1 THE CONTRIBUTION OF THE MATHEMATICAL ELASTIC THEORY 11.2.1.1 ELIMINATION OF STRESSES OR DISPLACEMENTS? THAT IS THE QUESTION. 11.2.1.2 AN ELEMENT FROM THE IDEAL ARTEFACTS OF MATHEMATICAL ELASTIC THEORY: THE ELASTIC TRUSS SYSTEM 11.2.2 FROM PIN-JOINTED TRUSSED FRAMEWORK TO RIGID-JOINTED FRAME 11.2.2.1 A REAL ENGINEERING ARTEFACT: THE IRON TRUSSED FRAMEWORK WITH RIVETED JOINTS 11.2.2.2 THE THEORY OF SECONDARY STRESSES 11.2.3 FROM TRUSSED FRAMEWORK TO RIGID FRAME 11.2.3.1 THINKING IN DEFORMATIONS 11.2.3.2 THE VIERENDEEL GIRDER 11.2.4 THE DISPLACEMENT METHOD GAINS EMANCIPATION FROM TRUSSED FRAMEWORK THEORY 11.2.4.1 AXEL BENDIXSEN 11.2.4.2 GEORGE ALFRED MANEY 11.2.4.3 WILLY GEHLER 11.2.4.4 ASGER OSTENFELD 11.2.4.5 PETER L. PASTERNAK 11.2.4.6 LUDWIG MANN 11.2.5 THE DISPLACEMENT METHOD DURING THE INVENTION PHASE OF THEORY OF STRUCTURES 11.3 THE RATIONALISATION MOVEMENT IN THEORY OF STRUCTURES 11.3.1 THE PRESCRIPTIVE USE OF SYMBOLS IN THEORY OF STRUCTURES 11.3.2 RATIONALISATION OF STATICALLY INDETERMINATE CALCULATIONS 11.3.2.1 STATICALLY INDETERMINATE MAIN SYSTEMS 11.3.2.2 ORTHOGONALISATION METHODS 11.3.2.3 SPECIFIC METHODS FROM THE THEORY OF SETS OF LINEAR EQUATIONS 11.3.2.4 STRUCTURAL ITERATION METHODS 11.3.3 THE DUAL NATURE OF THEORY OF STRUCTURES 11.4 KONRAD ZUSE AND THE AUTOMATION OF STRUCTURAL CALCULATIONS 11.4.1 SCHEMATISATION OF STATICALLY INDETERMINATE CALCULATIONS 11.4.1.1 SCHEMATIC CALCULATION PROCEDURE 11.4.1.2 THE FIRST STEP TO THE COMPUTING PLAN 11.4.2 THE *ENGINEERS CALCULATING MACHINE* 11.5 MATRIX FORMULATION 11.5.1 MATRIX FORMULATION IN MATHEMATICS AND THEORETICAL PHYSICS 11.5.2 TENSOR AND MATRIX ALGEBRA IN THE FUNDAMENTAL ENGINEERING SCIENCE DISCIPLINES 11.5.3 THE INTEGRATION OF MATRIX FORMULATION INTO ENGINEERING MATHEMATICS 11.5.4 A STRUCTURAL ANALYSIS MATRIX METHOD: THE CARRY-OVER METHOD 846 847 850 850 851 853 855 859 859 866 869 870 873 873 875 877 880 881 884 887 888 888 890 891 892 895 896 896 898 901 904 905 907 908 909 910 910 911 916 917 917 917 918 12 THE DEVELOPMENT AND ESTABLISHMENT OF COMPUTATIONAL STATICS 12.1 *THE COMPUTER SHAPES THE THEORY* (ARGYRIS) - THE HISTORICAL ROOTS OF THE FINITE ELEMENT METHOD 12.1.1 TRUSS MODELS FOR ELASTIC CONTINUA 12.1.1.1 KIRSCHS SPACE TRUSS MODEL 12.1.1.2 TRUSSED FRAMEWORK MODELS FOR ELASTIC PLATES 12.1.1.3 THE ORIGIN OF THE GRIDWORK METHOD 12.1.1.4 FIRST COMPUTER-AIDED STRUCTURAL ANALYSES IN THE AUTOMOTIVE INDUSTRY 12.1.2 MODULARISATION AND DISCRETISATION OF AIRCRAFT STRUCTURES 12.1.2.1 FROM LATTICE BOX GIRDER TO CELL TUBE AND SHEAR FIELD LAYOUT 12.1.2.2 HIGH-SPEED AERODYNAMICS, DISCRETISATION OF THE CELL TUBE AND MATRIX THEORY 12.2 THE MATRIX ALGEBRA REFORMULATION OF STRUCTURAL MECHANICS 12.2.1 THE FOUNDING OF MODERN STRUCTURAL MECHANICS 12.2.2 THE FIRST STEPS TOWARDS COMPUTATIONAL STATICS IN EUROPE 12.2.2.1 SWITZERLAND 12.2.2.2 UNITED KINGDOM 12.2.2.3 FEDERAL REPUBLIC OF GERMANY 12.3 FEM - FORMATION OF A GENERAL TECHNOLOGY OF ENGINEERING SCIENCE THEORY 12.3.1 THE CLASSICAL PUBLICATION OF A NON-CLASSICAL METHOD 12.3.2 THE HEURISTIC POTENTIAL OF FEM: THE DIRECT STIFFNESS METHOD 12.4 THE FOUNDING OF FEM THROUGH VARIATIONAL PRINCIPLES 12.4.1 THE VARIATIONAL PRINCIPLE OF DIRICHLET AND GREEN 12.4.1.1 A SIMPLE EXAMPLE: THE AXIALLY LOADED ELASTIC EXTENSIBLE BAR 12.4.1.2 THE GOETTINGEN SCHOOL AROUND FELIX KLEIN 12.4.2 THE FIRST STAGE OF THE SYNTHESIS: THE CANONIC VARIATIONAL PRINCIPLE OF HELLINGER AND PRANGE 12.4.2.1 PRANGES HABILITATION THESIS 12.4.2.2 IN THE HADES OF AMNESIA 12.4.2.3 FIRST STEPS IN RECOLLECTION 12.4.2.4 ERIC REISSNERS CONTRIBUTION 12.4.3 THE SECOND STAGE OF THE SYNTHESIS: THE VARIATIONAL PRINCIPLE OF FRAEIJS DE VEUBEKE, HU AND WASHIZU 12.4.4 THE VARIATIONAL FORMULATION OF FEM 12.4.5 A BREAK WITH SYMMETRY WITH SERIOUS CONSEQUENCES 12.5 BACK TO THE ROOTS 12.5.1 PRIORITY FOR MATHEMATICAL REASONING 12.5.2 INFLUENCE FUNCTIONS 12.5.3 INFLUENCE FUNCTIONS AND FEM - AN EXAMPLE 12.5.4 PRACTICAL BENEFITS OF INFLUENCE FUNCTIONS 12.5.5 THE FUNDAMENTALS OF THEORY OF STRUCTURES 12.6 COMPUTATIONAL MECHANICS 13 THIRTEEN SCIENTIFIC CONTROVERSIES IN MECHANICS AND THEORY OF STRUCTURES 13.1 THE SCIENTIFIC CONTROVERSY 13.2 THIRTEEN DISPUTES 13.2.1 GALILEOS DIALOGO 13.2.2 GALILEOS DISCORSI 919 920 921 923 924 925 926 927 929 931 932 933 934 936 936 937 941 945 948 950 952 952 954 954 955 955 958 962 1090 1184 1196 13.2.3 THE PHILOSOPHICAL DISPUTE ABOUT THE TRUE MEASURE OF FORCE 13.2.4 THE DISPUTE ABOUT THE PRINCIPLE OF LEAST ACTION 13.2.5 THE DOME OF ST. PETERS IN THE DISPUTE BETWEEN THEORISTS AND PRACTITIONERS 13.2.6 DISCONTINUUM OR CONTINUUM? 13.2.7 GRAPHICAL STATICS VS. GRAPHICAL ANALYSIS, OR THE DEFENCE OF PURE THEORY 13.2.8 ANIMOSITY CREATES TWO SCHOOLS: MOHR VS. MUELLER-BRESLAU 13.2.9 THE WAR OF POSITIONS 13.2.10 UNTIL DEATH DO US PART: FILLUNGER VS. TERZAGHI 13.2.11 *IN PRINCIPLE, YES ... : THE DISPUTE ABOUT PRINCIPLES 13.2.12 ELASTIC OR PLASTIC? THAT IS THE QUESTION. 13.2.13 THE IMPORTANCE OF THE CLASSICAL EARTH PRESSURE THEORY 13.3 RESUME 14 PERSPECTIVES FOR A HISTORICAL THEORY OF STRUCTURES 14.1 THEORY OF STRUCTURES AND AESTHETICS 14.1.1 THE SCHISM OF ARCHITECTURE 14.1.2 BEAUTY AND UTILITY IN ARCHITECTURE - A UTOPIA? 14.1.3 ALFRED GOTTHOLD MEYERS EISENBAUTEN. IHRE GESCHICHTE UND AESTHETIK 14.1.4 THE AESTHETICS IN THE DIALECTIC BETWEEN BUILDING AND CALCULATION 14.2 HISTORICAL ENGINEERING SCIENCE - HISTORICAL THEORY OF STRUCTURES 14.2.1 SAINT-VENANTS HISTORICAL ELASTIC THEORY 14.2.2 HISTORICAL MASONRY ARCH THEORY 14.2.3 HISTORICO-GENETIC TEACHING OF THEORY OF STRUCTURES 14.2.3.1 THE HISTORICO-LOGICAL LONGITUDINAL ANALYSIS 14.2.3.2 THE HISTORICO-LOGICAL CROSS-SECTIONAL ANALYSIS 14.2.3.3 THE HISTORICO-LOGICAL COMPARISON 14.2.3.4 CONTENT, AIMS, MEANS AND CHARACTERISTICS OF THE HISTORICO-GENETIC TEACHING OF THEORY OF STRUCTURES 14.2.4 COMPUTER-ASSISTED GRAPHICAL ANALYSIS 15 BRIEF BIOGRAPHIES OF 260 PROTAGONISTS OF THEORY OF STRUCTURES BIBLIOGRAPHY NAME INDEX SUBJECT INDEX
any_adam_object 1
author Kurrer, Karl-Eugen 1952-
author2 Thrift, Philip
author2_role trl
author2_variant p t pt
author_GND (DE-588)140286438
(DE-588)1198183969
author_facet Kurrer, Karl-Eugen 1952-
Thrift, Philip
author_role aut
author_sort Kurrer, Karl-Eugen 1952-
author_variant k e k kek
building Verbundindex
bvnumber BV045081412
ctrlnum (OCoLC)1044747236
(DE-599)DNB1155188691
dewey-full 624.1709
dewey-hundreds 600 - Technology (Applied sciences)
dewey-ones 624 - Civil engineering
dewey-raw 624.1709
dewey-search 624.1709
dewey-sort 3624.1709
dewey-tens 620 - Engineering and allied operations
discipline Bauingenieurwesen
edition Second, considerably enlarged edition
era Geschichte gnd
era_facet Geschichte
format Book
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id DE-604.BV045081412
illustrated Illustrated
indexdate 2024-12-24T06:48:44Z
institution BVB
institution_GND (DE-588)2026876-2
isbn 9783433032299
3433032297
language English
German
oai_aleph_id oai:aleph.bib-bvb.de:BVB01-030472469
oclc_num 1044747236
open_access_boolean
owner DE-83
DE-634
DE-210
DE-706
DE-525
owner_facet DE-83
DE-634
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physical XXIX, 1212 Seiten Illustrationen 25 cm
psigel DHB_BSB2
DHB_DM
BSB_NED_20190729
publishDate 2018
publishDateSearch 2018
publishDateSort 2018
publisher Wiley, Ernst & Sohn
record_format marc
series2 Construction history series
spellingShingle Kurrer, Karl-Eugen 1952-
The history of the theory of structures searching for equilibrium
Strukturmechanik (DE-588)4126904-4 gnd
Bauingenieur (DE-588)4004812-3 gnd
Baukonstruktion (DE-588)4004821-4 gnd
Biografie (DE-588)4006804-3 gnd
Geschichte (DE-588)4020517-4 gnd
Baustatik (DE-588)4112679-8 gnd
subject_GND (DE-588)4126904-4
(DE-588)4004812-3
(DE-588)4004821-4
(DE-588)4006804-3
(DE-588)4020517-4
(DE-588)4112679-8
title The history of the theory of structures searching for equilibrium
title_alt Geschichte der Baustatik
title_auth The history of the theory of structures searching for equilibrium
title_exact_search The history of the theory of structures searching for equilibrium
title_full The history of the theory of structures searching for equilibrium Karl-Eugen Kurrer
title_fullStr The history of the theory of structures searching for equilibrium Karl-Eugen Kurrer
title_full_unstemmed The history of the theory of structures searching for equilibrium Karl-Eugen Kurrer
title_short The history of the theory of structures
title_sort the history of the theory of structures searching for equilibrium
title_sub searching for equilibrium
topic Strukturmechanik (DE-588)4126904-4 gnd
Bauingenieur (DE-588)4004812-3 gnd
Baukonstruktion (DE-588)4004821-4 gnd
Biografie (DE-588)4006804-3 gnd
Geschichte (DE-588)4020517-4 gnd
Baustatik (DE-588)4112679-8 gnd
topic_facet Strukturmechanik
Bauingenieur
Baukonstruktion
Biografie
Geschichte
Baustatik
url http://d-nb.info/1155188691/04
http://www.wiley-vch.de/publish/dt/books/ISBN978-3-433-03229-9/
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