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Room acoustical fields:

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Bibliographische Detailangaben
Beteilige Person:	Mechel, Fridolin P. 1930-2014 (VerfasserIn)
Format:	Buch
Sprache:	Englisch
Veröffentlicht:	Berlin [u.a.] Springer 2013
Schlagwörter:	Raumakustik Schallfeld
Links:	http://deposit.dnb.de/cgi-bin/dokserv?id=3838723&prov=M&dok_var=1&dok_ext=htm http://bvbr.bib-bvb.de:8991/F?func=service&doc_library=BVB01&local_base=BVB01&doc_number=025666462&sequence=000001&line_number=0001&func_code=DB_RECORDS&service_type=MEDIA
Umfang:	XIII, 595 S.
ISBN:	3642223559 9783642223556

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Datensatz im Suchindex

DE-BY-TUM_call_number	0002 ARC 325f 2016 A 3045
DE-BY-TUM_katkey	2197811
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DE-BY-TUM_media_number	040008024284
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adam_text	IMAGE 1 CONTENTS 1 SOUND SOURCES 1 2 MONOPOLE LINE SOURCE O R POINT SOURCE 3 2.1 TRANSFORMATION O F LINE SOURCE RESULTS TO POINT SOURCE RESULTS . . . 3 3 MIRROR SOURCES 5 3.1 LINE SOURCE ABOVE AN ABSORBENT PLANE 5 3.2 NUMERICAL TESTS O F THE MIRROR SOURCE APPROXIMATION FOR A LINE SOURCE 10 3.3 POINT SOURCE ABOVE A N ABSORBENT PLANE 15 3.4 NUMERICAL EXAMPLES FOR FIELDS O F A POINT SOURCE ABOVE A N ABSORBENT PLANE 17 3.5 NUMERICAL SURVEY O F THE PRECISION O F THE MIRROR SOURCE APPROXIMATION FOR A POINT SOURCE 2 0 4 MODIFIED MIRROR SOURCES 2 5 5 H A R D - S O F T SUPERPOSITION 33 6 CUBIC ROOM 3 9 6.1 POINT SOURCE IN A C U B E WITH HARD WALLS ON ALL SIDES, CLASSICAL SOLUTION 4 0 6.2 POINT SOURCE IN A CUBE WITH ABSORBENT WALLS O N ALL SIDES, CLASSICAL SOLUTION 4 5 6.3 T H E C U B E WITH UNSYMMETRICAL ABSORPTION AT OPPOSITE WALLS . . 5 9 7 ZONE SOLUTION IN A CUBE 61 7.1 T H E ONE-SIDED NICHE 61 7.2 T H E ALL-SIDES ABSORBENT CUBE, ZONE SOLUTION 71 7.3 C U B E WITH SOUND EXCITATION IN A WALL 77 8 FIELD IN A RECTANGULAR REVERBERANT R O O M 85 8.1 STATIONARY FIELD WITH O N E ABSORBENT WALL 8 6 8.2 REVERBERATION FROM STATIONARY EXCITATION 110 I X HTTP://D-NB.INFO/1012631753 IMAGE 2 X C O N T E N T S 8.3 REVERBERANT R O O M WITH TRANSVERSAL ZONES 121 8.4 REVERBERATION IN THE R O O M WITH TRANSVERSAL ZONES 129 8.4.1 DECAY EXPONENT FROM Y OT A N D PHASE VELOCITY CPH.M. . . . 129 8.4.2 DECAY EXPONENT FROM Y M A N D SOUND VELOCITY CO 135 8.4.3 DECAY EXPONENT FROM Y AND SOUND VELOCITY C 0 B U T WITHOUT M Z = 0 137 8.4.4 DECAY EXPONENT FROM S , 138 8.4.5 TWITTERING REVERBERATION 142 8.5 STATIONARY FIELD WITH REDUCED ABSORBER AREA 151 9 FLAT R O O M S 157 9.1 SCATTERING CYLINDER IN A FLAT R O O M 158 9.2 SCATTERING CYLINDER EXCITED BY A LINE SOURCE 161 9.3 RECTANGULAR FLAT R O O M WITH APPENDED C H A M B E R 163 9.4 RECTANGULAR FLAT R O O M WITH STAGE R O O M 170 10 W E D G E R O O M S 177 10.1 W E D G E R O O M WITH HARD FLANKS 177 10.1.1 SCATTERING O F A CYLINDRICAL W A V E 178 10.1.2 SCATTERING O F A PLANE WAVE 181 10.2 W E D G E MODES WITH ABSORBENT FLANKS 185 10.2.1 NUMERICAL SOLUTION O F THE EIGEN VALUE EQUATION . . . . 187 10.2.2 AZIMUTHAL EIGEN VALUES 189 10.2.3 APPROXIMATION T O THE W A V E EQUATION 193 10.2.4 FICTIVE MODES 194 10.2.5 T H E REMAINDER R(FT) AS SUPERPOSITION O F FICTIVE MODES 197 10.2.6 SEPARATE SOLUTION FOR THE REMAINDER R(P) O F THE W A V E EQUATION 199 10.3 W E D G E R O O M WITH STEPPED ABSORBENT FLANK 2 0 3 10.3.1 CONVERGENT W E D G E 2 0 5 10.3.2 DIVERGENT W E D G E 207 10.4 W E D G E R O O M WITH STEPPED WALL ADMITTANCE 214 10.4.1 EXCITATION BY A LINE SOURCE Q 2 1 5 10.4.2 EXCITATION BY A PLANE W A V E 2 2 2 10.5 NUMERICAL RESULTS 2 2 3 11 VAULT R O O M S 2 2 7 11.1 BARREL ARCH 227 11.2 CIRCULAR-CYLINDRICAL R O O M 2 3 2 11.3 RING-SHAPED WHISPERING GALLERY 2 4 0 11.4 ELLIPTICAL CYLINDER 2 4 6 11.5 ELLIPTICAL CYLINDER WITH POINT SOURCE 257 12 CUPOLA-SHAPED R O O M 2 6 3 IMAGE 3 CONTENTS XI 13 MIRROR SOURCE METHOD, RULES 277 13.1 FIELD ANGLE O F A MIRROR SOURCE 281 13.2 S O M E SPECIAL SOURCE POSITIONS 2 8 4 13.3 CRITERIA FOR TRUNCATION O F THE MIRROR SOURCE GENERATION 287 13.4 COMPUTING BLOCKS IN THE MIRROR SOURCE PROCEDURE 288 13.5 H O W DOES THE CONVENTIONAL MIRROR SOURCE PROCEDURE WORK? . 2 8 9 13.6 MIRROR SOURCE ALGORITHM IN CONCAVE R O O M S 2 9 2 13.7 SUPPLEMENTARY CHANGE O F THE FIELD POINT P 2 9 5 13.8 N U M B E R O F MIRROR SOURCES 2 9 6 14 GEOMETRICAL SUBTASKS AND ADMITTANCES 2 9 9 14.1 GEOMETRICAL SUBTASKS IN 3 D 2 9 9 14.2 SUPPORTS FOR THE ESTIMATION O F ADMITTANCES 309 15 MIRROR SOURCE FIELDS IN CONCAVE R O O M S 3 1 9 15.1 A C A K E SLICE CONCERT HALL 319 15.2 A TUREEN SHAPED STADIUM 328 15.3 EXTERIOR FIELD 333 16 SOUND RADIATION O F A COOLING T O W E R 337 16.1 CONTRIBUTIONS IN THE IMMISSION POINT 3 4 4 17 REVERBERATION WITH MIRROR SOURCES 347 17.1 CUT-OFF MODELS 347 17.2 CUT-OFF REVERBERATION IN A C A K E SLICE CONCERT HALL 3 5 0 17.3 SQUARED CUT-OFF REVERBERATION 3 5 6 17.4 IMPULSE-REVERBERATION 359 17.5 REVERBERANT ROOM WITH MIRROR SOURCES 3 6 4 17.5.1 CUT-OFF REVERBERATION 368 17.5.2 IMPULSE REVERBERATION 374 17.6 ABSORPTION IN THE REVERBERANT R O O M WITH MIRROR SOURCES . . . . 3 7 6 17.7 INCOHERENT ABSORPTION WITH MIRROR SOURCES 380 17.8 ABSORBER ONLY ON A PARTIAL AREA O F THE FLOOR 3 8 2 17.9 FINAL REMARKS A B O U T THE MIRROR SOURCE REVERBERATION 389 18 MIRROR SOURCES IN C O N V E X R O O M S 3 9 1 18.1 MIRROR SOURCE ALGORITHM IN CONVEX R O O M S 3 9 5 18.2 SHADING BY A SCREEN 397 18.3 A N OPERA HOUSE WITH ORCHESTRA PIT 4 0 0 19 MODIFIED MIRROR SOURCE PROCEDURE 4 1 3 2 0 MIRROR SOURCES AND CORNER SOURCES 4 1 7 20.1 COMBINATION O F CORNER FIELDS TO THE R O O M FIELD 4 2 1 20.2 MIRROR SOURCES O F A CORNER ROOM AND ADDITION THEOREM . . . . 4 2 3 20.3 REFLECTION O F A CORNER SOURCE AT A N OPPOSITE WALL 4 2 5 20.4 T H E CASE O F NEARLY ANTI-PARALLEL FLANKS 4 2 7 20.5 SPECIAL CASE O F ANTI-PARALLEL FLANKS 4 2 8 IMAGE 4 XII CONTENTS 21 MIRROR SOURCES COMBINED WITH THE PRINCIPLE O F SYMMETRYSUPERPOSITION (PSS) 4 3 5 21.1 MIRROR SOURCES AND SYMMETRY-SUPERPOSITION WITH UNSYMMETRICAL ABSORBERS 4 4 5 21.2 A MORE PRECISE SOLUTION FOR UNSYMMETRICAL FLANKS WITH THE PSS 4 4 8 21.3 INTERIM R E S U M E O F THE COMBINATION O F MIRROR SOURCES AND PSS 4 5 1 2 2 MIRROR SOURCES AND W E D G E SPACE FIELD 4 5 5 22.1 SYMMETRISATION O F THE CORNER SCATTERING 4 5 8 22.2 SCATTERING O F POINT SOURCES FROM SCATTERING O F LINE SOURCES . . 4 5 9 22.3 W E D G E SPACE WITH IDEAL FLANKS: M O D E ANALYSIS 4 6 0 22.3.1 ONE-SIDED ANGULAR COORDINATE 4 6 0 22.3.2 CENTRED ANGULAR COORDINATE 4 6 5 2 3 CORNER SCATTERING FROM LITERATURE 4 6 7 23.1 SCATTERING AT CORNERS WITH IDEAL FLANKS ACCORDING T O OBERHETTINGER 4 6 9 23.1.1 INTEGRAL FORMULATION FOR A LINE SOURCE 4 7 0 23.1.2 SERIES EXPANSION FOI A LINE SOURCE 4 7 3 23.1.3 SPECIAL CASE DP = M 0, INTEGER 4 7 9 23.1.4 FIELD IN A DIFFERENT INTEGRAL FORM FOR LINE SOURCE AND EQUAL FLANKS 4 8 0 23.1.5 FIELD IN INTEGRAL FORM FOR LINE SOURCE AND MIXED FLANKS 4 8 4 23.2 SCATTERING O F A POINT SOURCE AT W E D G E S WITH IDEAL FLANKS . . . 4 8 8 23.3 SCATTERING AT A W E D G E WITH IDEAL FLANKS AFTER H E R G L O T Z . . . . 4 9 2 23.3.1 GENERALISATION TO SOLUTIONS FOR % = N/A; A 0 4 9 4 23.4 SCATTERING AT A W E D G E WITH IDEAL FLANKS AFTER TUZHILIN . . . . 4 9 9 23.5 SCATTERING O F PLANE W A V E AT A W E D G E WITH M I X E D FLANKS AFTER OSIPOV 5 2 5 23.5.1 SOLUTION P(R, P) AS A SERIES, FOR PLANE W A V E , IDEAL FLANKS, AND NOT T O O BIG K 0 R 528 23.5.2 MALYUZHINETS SOLUTION FOR IDEAL AND FOR ABSORBENT FLANKS 534 23.5.3 EXPANDED MALYUZHINETS-SOLUTION FOR HARD O R ABSORBENT FLANKS 538 23.5.4 SOLUTION FOR SOFT FLANK AT P = - A N D FINITE IMPEDANCE AT P = + E 5 4 2 23.5.5 SOLUTION FOR A SOFT FLANK AT IP = + J AND A FINITE IMPEDANCE AT P = - 5 5 4 2 23.5.6 APPROXIMATION FOR SMALL K 0/ 543 23.5.7 APPROXIMATION FOR SMALL K 0R AND O N E FLANK S O F T . . . . 5 4 5 IMAGE 5 CONTENTS XIII 23.5.8 SPECIAL CASE O F A PLANE WITH IMPEDANCE J U M P I.E. (P = TT / 2 ; J I = 1 5 4 5 23.5.9 PLANE SCREEN WITH IMPEDANCE SURFACES; I.E. D = 7R; AND WITH N = 2 / M = 1; ( FULL E D G E O R H A L F PLANE ) 5 4 6 23.5.10 ASYMPTOTIC EXPANSION O F THE FIELD AT A CONVEX W E D G E FOR LARGE K 0 R 5 4 6 23.5.11 ASYMPTOTIC EXPANSION O F THE FIELD AT A CONVEX W E D G E FOR LARGE K 0 R AND GRAZING SOUND INCIDENCE . . 5 5 0 23.5.12 CHANGE O F THE ANGULAR COORDINATE FROM P, ORIGINATED ON THE MEDIAN PLANE, TO D WITH ORIGIN ON A FLANK . . . 5 5 0 2 4 SHIELDING BY C O N V E X CORNERS O R SCREENS 553 25 TWO-DIMENSIONAL R O O M S 557 25.1 2 D - R O O M 557 25.2 EQUIVALENT SOURCES 5 6 0 25.3 SOURCE ANGLE 5 5 6 2 25.4 WALLS AND MIRROR SOURCES 563 25.5 SEARCH FOR MIRROR SOURCES 5 6 6 25.6 CAKE SLICE AS EXAMPLE FOR A 2D-ROOM 568 25.7 REVERBERATION IN THE TWO-DIMENSIONAL C A K E SLICE 571 25.8 CORNER SOURCES 5 7 6 25.9 ALGORITHM WITH MIRROR AND CORNER SOURCES 5 7 9 2 6 CONCLUDING REMARKS 585 LITERATURE 587 INDEX 591
any_adam_object	1
author	Mechel, Fridolin P. 1930-2014
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discipline	Maschinenbau / Maschinenwesen Physik Architektur
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indexdate	2024-12-20T16:23:19Z
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language	English
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owner	DE-29T DE-11 DE-83 DE-91 DE-BY-TUM
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spellingShingle	Mechel, Fridolin P. 1930-2014 Room acoustical fields Raumakustik (DE-588)4048567-5 gnd Schallfeld (DE-588)4121611-8 gnd
subject_GND	(DE-588)4048567-5 (DE-588)4121611-8
title	Room acoustical fields
title_auth	Room acoustical fields
title_exact_search	Room acoustical fields
title_full	Room acoustical fields Fridolin Mechel
title_fullStr	Room acoustical fields Fridolin Mechel
title_full_unstemmed	Room acoustical fields Fridolin Mechel
title_short	Room acoustical fields
title_sort	room acoustical fields
topic	Raumakustik (DE-588)4048567-5 gnd Schallfeld (DE-588)4121611-8 gnd
topic_facet	Raumakustik Schallfeld
url	http://deposit.dnb.de/cgi-bin/dokserv?id=3838723&prov=M&dok_var=1&dok_ext=htm http://bvbr.bib-bvb.de:8991/F?func=service&doc_library=BVB01&local_base=BVB01&doc_number=025666462&sequence=000001&line_number=0001&func_code=DB_RECORDS&service_type=MEDIA
work_keys_str_mv	AT mechelfridolinp roomacousticalfields

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