Charged particle traps: physics and techniques of charged particle field confinement
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| Main Authors: | , , |
|---|---|
| Format: | Book |
| Language: | English |
| Published: |
Berlin [u.a.]
Springer
2005
|
| Series: | Springer series on atomic, optical, and plasma physics
37 |
| Subjects: | |
| Online Access: | Inhaltsverzeichnis |
| Item Description: | Literaturverz. S. 335 - 347 |
| Physical Description: | XI, 354 S. Ill., graph. Darst. |
| ISBN: | 3540220437 |
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| 245 | 1 | 0 | |a Charged particle traps |b physics and techniques of charged particle field confinement |c F. G. Major ; V. N. Gheorghe ; G. Werth |
| 264 | 1 | |a Berlin [u.a.] |b Springer |c 2005 | |
| 300 | |a XI, 354 S. |b Ill., graph. Darst. | ||
| 336 | |b txt |2 rdacontent | ||
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| 490 | 1 | |a Springer series on atomic, optical, and plasma physics |v 37 | |
| 500 | |a Literaturverz. S. 335 - 347 | ||
| 650 | 4 | |a Champs électromagnétiques | |
| 650 | 4 | |a Ions piégés | |
| 650 | 4 | |a Plasma (Gaz ionisés) - Confinement | |
| 650 | 4 | |a Refroidissement laser | |
| 650 | 4 | |a Electromagnetic fields | |
| 650 | 4 | |a Laser cooling | |
| 650 | 4 | |a Plasma confinement | |
| 650 | 4 | |a Trapped ions | |
| 650 | 0 | 7 | |a Teilchenfalle |0 (DE-588)4349942-9 |2 gnd |9 rswk-swf |
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| 689 | 0 | |5 DE-604 | |
| 700 | 1 | |a Gheorghe, Viorica N. |e Verfasser |4 aut | |
| 700 | 1 | |a Werth, Günter |e Verfasser |4 aut | |
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Record in the Search Index
| _version_ | 1804138356601257984 |
|---|---|
| adam_text | CONTENTS PARTITRAPOPERATIONTHEORY 1INTRODUCTION
.............................................. 3
1.1HISTORICALBACKGROUND................................... 3
1.2PRINCIPLESOFPARTI CLECON*NEMENT........................ 10
2THEPAULTRAP ............................................ 17
2.1THEORYOFTHEIDEALPAULTRAP............................ 17
2.2MOTIONALSPECTRUMINPAULTRAP......................... 23
2.3ADIABATICAPPROXIMATION................................ 24 2.3.
1POTENTIALDEPTH.................................. 25 2.3.
2OPTIMUMTRAPPINGCONDITIONS..................... 26
2.4REALPAULTRAPS........................................ 27 2.4.
1MODELSFORIONCLOUDS............................ 28
2.5INSTABILITIESINANIMPERFECTPAULTRAP.................... 33
2.6THEROLEOFCOLLISIONSINAPAULTRAP..................... 36
2.7QUANTUMDYNAMICSINPAULTRAPS........................ 39 2.7.
1QUANTUMPARAMETRI COSCILLATO R.................... 39 2.7.
2QUANTUMDYNAMICSINIDEALPAULTRAP.............. 43 2.7. 3E*ECTIV
EPOTENTIALS............................... 46 3THEPENNINGTRAP
........................................ 51
3.1THEORYOFTHEIDEALPENNINGTRAP........................ 51
3.2MOTIONALSPECTRUMINPENNINGTRAP...................... 56
3.3REALPENNINGTRAPS..................................... 57
3.4SHIFTOFTHEEIGENFR EQUENCIES............................. 59 3.4.
1ELECTRIC FIELDIMPERFECTIONS ........................ 59 3.4.
2MAGNETICFIELDINHOMOGENEITIES.................... 62 3.4. 3DISTORTIONS
ANDMISALIGNMEN TS..................... 64 3.4.
4SPACECHARGESHIFT............................... 67 3.4.
5IMAGECHARGES................................... 68
3.5INSTABILITIESOFTHEIONMOTION............................ 68
3.6TUNINGTHETRAP........................................ 70
3.7QUANTUMDYNAMICSINIDEALPENNINGTRAP................. 72 3.7.
1SPINLESSPARTICLEDYNAMICS........................ 72 3.7.
2SPINMOTION..................................... 78 VIII CONTENTS
3.8QUANTUMDYNAMICSINREALPENNINGTRAPS................ 81 3.8. 1ELECTRIC
FIELDPERTURBATIONS....................... 81 3.8.
2MAGNETICFIELDPERTURBATIONS...................... 83 3.8.
3THEGENERALHAMILTONIAN......................... 84 4OTHERTRAPS
.............................................. 87
4.1COMBINEDTRAPS........................................ 87 4.1.
1EQUATIONSOFMOTION.............................. 87 4.1. 2MAGNETRON-FRE
EOPERATION......................... 90 4.1.
3QUANTUMDYNAMICSINCOMBINEDTRAPS............. 91
4.2CYLINDRICALTRAPS....................................... 95 4.2.
1ELECTROSTATIC FIELDINACYLIND RICALTRAP............. 96 4.2.
2INHERENTANHARMONICIT YOFTHEFIELD................ 98 4.2.
3CONTROLFORANHARMONICITY........................ 99 4.2.
4DIPOLEFIELDINACYLIND RICALTRAP.................. 102 4.2.
5OPEN-ENDEDCYLINDRICALTRAPS..................... 105
4.3NESTEDTRAPS.......................................... 107
4.4MULTIPOLARTRAPS....................................... 108
4.5LINEARTRAPS........................................... 109 4.5.
1THEIDEALLINEARTRAP............................ 109 4.5. 2ELECTROSTATIC
FIELDINALINEARQUADRUPOLETRAP...... 113 4.5. 3ELECTRIC
FIELDINALINEARMULTIP OLETRAP............ 115
4.6RINGTRAPS............................................ 117
4.7PLANARPAULTRAPS...................................... 118
4.8ELECTROSTATICTRAPS..................................... 123
4.9KINGDONTRAP.......................................... 124
PARTIITRAPTECHNIQUES 5LOADINGOFTRAPS
......................................... 131
5.1IONCREATIONINSIDETRAP................................ 131
5.2IONINJECTIONFROMOUTSIDETHETRAP...................... 133
5.3POSITRONLOADING....................................... 135
6TRAPPEDCHARGEDPARTICLEDETECTION ...................... 139
6.1DESTRUCTIVEDETECTION ................................... 139 6.1.
1NONRESONANTEJECTION............................. 139 6.1.
2RESONANTEJECTION................................ 140
6.2NONDESTRUCTIVEDETECTION................................ 141 6.2.
1ELECTRONIC DETECTION.............................. 141 6.2.
2BOLOMETRICDETECTION............................. 142 6.2.
3FOURIERTRANSFORMDETECTION....................... 145 6.2.
4OPTICALDETECTION................................ 146 CONTENTS IX
PARTIIINONCLASSICALSTATESOFTRAPPEDIONS 7QUANTUMSTATESOFMOTION
............................... 153
7.1FOCKSTATES............................................ 153
7.2OSCILLATORCOHERENTSTATES............................... 154 7.2.
1THEIDEALPENNINGTRAP........................... 155 7.2.
2THEHARMONICPAULTRAP.......................... 156
7.3SQUEEZEDSTATES........................................ 159
8COHERENTSTATESFORDYNAMICALGROUPS ................... 161
8.1TRAPSYMMETRI ES....................................... 161
8.2QUASIENERGYSTATESFORCOMBINEDTRAPS................... 162 8.2.
1ASINGLETRAPPEDCHARGEDPARTI CLE................. 162
8.2.2QUANTUMMULTIPARTI CLESTATES...................... 165
9STATEENGINEERINGANDRECONSTRUCTION .................... 169
9.1TRAPPEDION-LASERINTERACTIO N............................ 169 9.1.
1ATOM-FIELDHAMILTONIANS.......................... 169 9.1.
2TWO-LEVELAPPROXIMATIO N......................... 170
9.2STATECREATION......................................... 173 9.2.
1NUMBERSTATES................................... 173 9.2.
2COHERENTSTATES.................................. 174 9.2.
3SQUEEZEDSTATES.................................. 175 9.2. 4ARBIT
RARYSTATES.................................. 176 9.2.
5THERMALSTATES.................................. 177 9.2. 6SCHR¨
ODINGER-CATSTATES............................ 178
9.3STATERECONSTRUCTION.................................... 183 9.3.
1WIGNERFUNCTIONS................................ 183 9.3.
2EXPERIMENTALSTATERECONSTR UCTION................. 185
PARTIVCOOLINGOFTRAPPEDCHARGEDPARTICLES 10 TRAPPEDIONTEMPERATURE
................................ 193 10.1MEASUREMENTOFIONTEMPERATUR
E......................... 194 11 RADIATIVECOOLING
........................................ 197 12 BU*ERGASCOOLING
....................................... 203
12.1PAULTRAP............................................. 204
12.2PENNINGTRAP.......................................... 206 13
RESISTIV ECOOLING ......................................... 211
13.1NEGATIVEFEEDBACK...................................... 215
13.2STOCHASTICCOOLI NG...................................... 216
XCONTENTS 14 LASERCOOLING .............................................
221 14.1PHYSICALPRINCIPLES..................................... 221
14.2DOPPLERCOOLING:SEMI-CLASSICAL THEORY.................... 223
14.3RESOLVEDSIDEBANDCOOLING.............................. 226
14.4EITCOOLI NG........................................... 233
14.5SISYPHUSCOOLI NG....................................... 236
14.6STIMULATEDRAMANCOOLING.............................. 246
14.7SYMPATHETICCOOLING.................................... 250 15
ADIABATICCOOLING ........................................ 257
PARTVTRAPPEDIONSASNONNEUTRALPLASMA 16 PLASMAPROPERTIES
........................................ 263
16.1COULOMBCORRELATIONPARAMETER.......................... 263
16.2WEAKLYCOUPLEDPLASMAS................................ 263 16.2.
1PENNINGTRAPS................................... 263
16.2.2PAULTRAPS...................................... 266 17
PLASMAOSCILLATIONS ....................................... 269
17.1ROTATINGWALLTECHNIQUE................................ 272 18
PLASMACRYSTALLIZATION .................................... 275
18.1PHASETRANSITIONS...................................... 275
18.2CHAOSANDORDER....................................... 278
18.3CRYSTALLINESTRUCTURES................................... 280
18.3.1CRYSTALSINPAULTRAPS............................ 281 18.3.
2CRYSTALSINPENNINGTRAPS......................... 290 18.3.
3CRYSTALSINSTORAGERINGS.......................... 291 19
SYMPATHETICCRYSTALLIZATION .............................. 295 AM
ATHIEUEQUATIONS ....................................... 299
A.1PARAMETRICOSCILLATORS.................................. 299
BORBITSOFTRAPPEDIONS ................................... 303
CNONLINEAROSCILLATOR ...................................... 309
C.1MULTIPOLEEXPANSIONS................................... 309
C.2NORMALFORMS......................................... 310
C.3NONLINEARRESONANCES................................... 312 CONTENTS
XI DGENERATINGFUNCTIONSFORQUANTUMSTATES ................ 315
D.1UNCERTAINTYRELATIO NS................................... 315
D.2GENERATINGFUNCTIONS................................... 316
D.2.1HERMITEFUNCTIONS................................ 316
D.2.2LAGUERREPOLYNOMIALS............................. 317 D.3DISPLACEMEN
TOPERATORS................................. 319
D.4TIMEDEPENDENTOSCILLATO RS............................. 320
D.4.1GAUSSIANPACKETS................................. 320
D.4.2LINEARINVARIANTS................................. 322
D.4.3QUADRATICINVARIANTS.............................. 322
D.5COHERENTSTATESFORSYMPLECTIC GROUPS.................... 323 D.5.1 SP
(2 , R )COHERENTSTATES.......................... 323
D.5.2LINEARDYNAMICALSYSTEMS......................... 324
ETRAPDESIGNANDELECTRONICS .............................. 327
FCHARGEDMICROPARTICLETRAPPING .......................... 331 REFERENCES
.................................................... 335 INDEX
......................................................... 349
|
| adam_txt |
CONTENTS PARTITRAPOPERATIONTHEORY 1INTRODUCTION
. 3
1.1HISTORICALBACKGROUND. 3
1.2PRINCIPLESOFPARTI CLECON*NEMENT. 10
2THEPAULTRAP . 17
2.1THEORYOFTHEIDEALPAULTRAP. 17
2.2MOTIONALSPECTRUMINPAULTRAP. 23
2.3ADIABATICAPPROXIMATION. 24 2.3.
1POTENTIALDEPTH. 25 2.3.
2OPTIMUMTRAPPINGCONDITIONS. 26
2.4REALPAULTRAPS. 27 2.4.
1MODELSFORIONCLOUDS. 28
2.5INSTABILITIESINANIMPERFECTPAULTRAP. 33
2.6THEROLEOFCOLLISIONSINAPAULTRAP. 36
2.7QUANTUMDYNAMICSINPAULTRAPS. 39 2.7.
1QUANTUMPARAMETRI COSCILLATO R. 39 2.7.
2QUANTUMDYNAMICSINIDEALPAULTRAP. 43 2.7. 3E*ECTIV
EPOTENTIALS. 46 3THEPENNINGTRAP
. 51
3.1THEORYOFTHEIDEALPENNINGTRAP. 51
3.2MOTIONALSPECTRUMINPENNINGTRAP. 56
3.3REALPENNINGTRAPS. 57
3.4SHIFTOFTHEEIGENFR EQUENCIES. 59 3.4.
1ELECTRIC FIELDIMPERFECTIONS . 59 3.4.
2MAGNETICFIELDINHOMOGENEITIES. 62 3.4. 3DISTORTIONS
ANDMISALIGNMEN TS. 64 3.4.
4SPACECHARGESHIFT. 67 3.4.
5IMAGECHARGES. 68
3.5INSTABILITIESOFTHEIONMOTION. 68
3.6TUNINGTHETRAP. 70
3.7QUANTUMDYNAMICSINIDEALPENNINGTRAP. 72 3.7.
1SPINLESSPARTICLEDYNAMICS. 72 3.7.
2SPINMOTION. 78 VIII CONTENTS
3.8QUANTUMDYNAMICSINREALPENNINGTRAPS. 81 3.8. 1ELECTRIC
FIELDPERTURBATIONS. 81 3.8.
2MAGNETICFIELDPERTURBATIONS. 83 3.8.
3THEGENERALHAMILTONIAN. 84 4OTHERTRAPS
. 87
4.1COMBINEDTRAPS. 87 4.1.
1EQUATIONSOFMOTION. 87 4.1. 2MAGNETRON-FRE
EOPERATION. 90 4.1.
3QUANTUMDYNAMICSINCOMBINEDTRAPS. 91
4.2CYLINDRICALTRAPS. 95 4.2.
1ELECTROSTATIC FIELDINACYLIND RICALTRAP. 96 4.2.
2INHERENTANHARMONICIT YOFTHEFIELD. 98 4.2.
3CONTROLFORANHARMONICITY. 99 4.2.
4DIPOLEFIELDINACYLIND RICALTRAP. 102 4.2.
5OPEN-ENDEDCYLINDRICALTRAPS. 105
4.3NESTEDTRAPS. 107
4.4MULTIPOLARTRAPS. 108
4.5LINEARTRAPS. 109 4.5.
1THEIDEALLINEARTRAP. 109 4.5. 2ELECTROSTATIC
FIELDINALINEARQUADRUPOLETRAP. 113 4.5. 3ELECTRIC
FIELDINALINEARMULTIP OLETRAP. 115
4.6RINGTRAPS. 117
4.7PLANARPAULTRAPS. 118
4.8ELECTROSTATICTRAPS. 123
4.9KINGDONTRAP. 124
PARTIITRAPTECHNIQUES 5LOADINGOFTRAPS
. 131
5.1IONCREATIONINSIDETRAP. 131
5.2IONINJECTIONFROMOUTSIDETHETRAP. 133
5.3POSITRONLOADING. 135
6TRAPPEDCHARGEDPARTICLEDETECTION . 139
6.1DESTRUCTIVEDETECTION . 139 6.1.
1NONRESONANTEJECTION. 139 6.1.
2RESONANTEJECTION. 140
6.2NONDESTRUCTIVEDETECTION. 141 6.2.
1ELECTRONIC DETECTION. 141 6.2.
2BOLOMETRICDETECTION. 142 6.2.
3FOURIERTRANSFORMDETECTION. 145 6.2.
4OPTICALDETECTION. 146 CONTENTS IX
PARTIIINONCLASSICALSTATESOFTRAPPEDIONS 7QUANTUMSTATESOFMOTION
. 153
7.1FOCKSTATES. 153
7.2OSCILLATORCOHERENTSTATES. 154 7.2.
1THEIDEALPENNINGTRAP. 155 7.2.
2THEHARMONICPAULTRAP. 156
7.3SQUEEZEDSTATES. 159
8COHERENTSTATESFORDYNAMICALGROUPS . 161
8.1TRAPSYMMETRI ES. 161
8.2QUASIENERGYSTATESFORCOMBINEDTRAPS. 162 8.2.
1ASINGLETRAPPEDCHARGEDPARTI CLE. 162
8.2.2QUANTUMMULTIPARTI CLESTATES. 165
9STATEENGINEERINGANDRECONSTRUCTION . 169
9.1TRAPPEDION-LASERINTERACTIO N. 169 9.1.
1ATOM-FIELDHAMILTONIANS. 169 9.1.
2TWO-LEVELAPPROXIMATIO N. 170
9.2STATECREATION. 173 9.2.
1NUMBERSTATES. 173 9.2.
2COHERENTSTATES. 174 9.2.
3SQUEEZEDSTATES. 175 9.2. 4ARBIT
RARYSTATES. 176 9.2.
5THERMALSTATES. 177 9.2. 6SCHR¨
ODINGER-CATSTATES. 178
9.3STATERECONSTRUCTION. 183 9.3.
1WIGNERFUNCTIONS. 183 9.3.
2EXPERIMENTALSTATERECONSTR UCTION. 185
PARTIVCOOLINGOFTRAPPEDCHARGEDPARTICLES 10 TRAPPEDIONTEMPERATURE
. 193 10.1MEASUREMENTOFIONTEMPERATUR
E. 194 11 RADIATIVECOOLING
. 197 12 BU*ERGASCOOLING
. 203
12.1PAULTRAP. 204
12.2PENNINGTRAP. 206 13
RESISTIV ECOOLING . 211
13.1NEGATIVEFEEDBACK. 215
13.2STOCHASTICCOOLI NG. 216
XCONTENTS 14 LASERCOOLING .
221 14.1PHYSICALPRINCIPLES. 221
14.2DOPPLERCOOLING:SEMI-CLASSICAL THEORY. 223
14.3RESOLVEDSIDEBANDCOOLING. 226
14.4EITCOOLI NG. 233
14.5SISYPHUSCOOLI NG. 236
14.6STIMULATEDRAMANCOOLING. 246
14.7SYMPATHETICCOOLING. 250 15
ADIABATICCOOLING . 257
PARTVTRAPPEDIONSASNONNEUTRALPLASMA 16 PLASMAPROPERTIES
. 263
16.1COULOMBCORRELATIONPARAMETER. 263
16.2WEAKLYCOUPLEDPLASMAS. 263 16.2.
1PENNINGTRAPS. 263
16.2.2PAULTRAPS. 266 17
PLASMAOSCILLATIONS . 269
17.1ROTATINGWALLTECHNIQUE. 272 18
PLASMACRYSTALLIZATION . 275
18.1PHASETRANSITIONS. 275
18.2CHAOSANDORDER. 278
18.3CRYSTALLINESTRUCTURES. 280
18.3.1CRYSTALSINPAULTRAPS. 281 18.3.
2CRYSTALSINPENNINGTRAPS. 290 18.3.
3CRYSTALSINSTORAGERINGS. 291 19
SYMPATHETICCRYSTALLIZATION . 295 AM
ATHIEUEQUATIONS . 299
A.1PARAMETRICOSCILLATORS. 299
BORBITSOFTRAPPEDIONS . 303
CNONLINEAROSCILLATOR . 309
C.1MULTIPOLEEXPANSIONS. 309
C.2NORMALFORMS. 310
C.3NONLINEARRESONANCES. 312 CONTENTS
XI DGENERATINGFUNCTIONSFORQUANTUMSTATES . 315
D.1UNCERTAINTYRELATIO NS. 315
D.2GENERATINGFUNCTIONS. 316
D.2.1HERMITEFUNCTIONS. 316
D.2.2LAGUERREPOLYNOMIALS. 317 D.3DISPLACEMEN
TOPERATORS. 319
D.4TIMEDEPENDENTOSCILLATO RS. 320
D.4.1GAUSSIANPACKETS. 320
D.4.2LINEARINVARIANTS. 322
D.4.3QUADRATICINVARIANTS. 322
D.5COHERENTSTATESFORSYMPLECTIC GROUPS. 323 D.5.1 SP
(2 , R )COHERENTSTATES. 323
D.5.2LINEARDYNAMICALSYSTEMS. 324
ETRAPDESIGNANDELECTRONICS . 327
FCHARGEDMICROPARTICLETRAPPING . 331 REFERENCES
. 335 INDEX
. 349 |
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| author | Major, Fouad G. Gheorghe, Viorica N. Werth, Günter |
| author_facet | Major, Fouad G. Gheorghe, Viorica N. Werth, Günter |
| author_role | aut aut aut |
| author_sort | Major, Fouad G. |
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| building | Verbundindex |
| bvnumber | BV035182614 |
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| callnumber-search | QC718.5.C65 |
| callnumber-sort | QC 3718.5 C65 |
| callnumber-subject | QC - Physics |
| ctrlnum | (OCoLC)57209746 (DE-599)BVBBV035182614 |
| dewey-full | 530 |
| dewey-hundreds | 500 - Natural sciences and mathematics |
| dewey-ones | 530 - Physics |
| dewey-raw | 530 |
| dewey-search | 530 |
| dewey-sort | 3530 |
| dewey-tens | 530 - Physics |
| discipline | Physik |
| discipline_str_mv | Physik |
| format | Book |
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| id | DE-604.BV035182614 |
| illustrated | Illustrated |
| index_date | 2024-07-02T22:58:31Z |
| indexdate | 2024-07-09T21:26:53Z |
| institution | BVB |
| isbn | 3540220437 |
| language | English |
| oai_aleph_id | oai:aleph.bib-bvb.de:BVB01-016989345 |
| oclc_num | 57209746 |
| open_access_boolean | |
| owner | DE-19 DE-BY-UBM |
| owner_facet | DE-19 DE-BY-UBM |
| physical | XI, 354 S. Ill., graph. Darst. |
| publishDate | 2005 |
| publishDateSearch | 2005 |
| publishDateSort | 2005 |
| publisher | Springer |
| record_format | marc |
| series | Springer series on atomic, optical, and plasma physics |
| series2 | Springer series on atomic, optical, and plasma physics |
| spelling | Major, Fouad G. Verfasser aut Charged particle traps physics and techniques of charged particle field confinement F. G. Major ; V. N. Gheorghe ; G. Werth Berlin [u.a.] Springer 2005 XI, 354 S. Ill., graph. Darst. txt rdacontent n rdamedia nc rdacarrier Springer series on atomic, optical, and plasma physics 37 Literaturverz. S. 335 - 347 Champs électromagnétiques Ions piégés Plasma (Gaz ionisés) - Confinement Refroidissement laser Electromagnetic fields Laser cooling Plasma confinement Trapped ions Teilchenfalle (DE-588)4349942-9 gnd rswk-swf Geladenes Teilchen (DE-588)4121332-4 gnd rswk-swf Teilchenfalle (DE-588)4349942-9 s Geladenes Teilchen (DE-588)4121332-4 s DE-604 Gheorghe, Viorica N. Verfasser aut Werth, Günter Verfasser aut Springer series on atomic, optical, and plasma physics 37 (DE-604)BV013270105 37 SWB Datenaustausch application/pdf http://bvbr.bib-bvb.de:8991/F?func=service&doc_library=BVB01&local_base=BVB01&doc_number=016989345&sequence=000001&line_number=0001&func_code=DB_RECORDS&service_type=MEDIA Inhaltsverzeichnis |
| spellingShingle | Major, Fouad G. Gheorghe, Viorica N. Werth, Günter Charged particle traps physics and techniques of charged particle field confinement Springer series on atomic, optical, and plasma physics Champs électromagnétiques Ions piégés Plasma (Gaz ionisés) - Confinement Refroidissement laser Electromagnetic fields Laser cooling Plasma confinement Trapped ions Teilchenfalle (DE-588)4349942-9 gnd Geladenes Teilchen (DE-588)4121332-4 gnd |
| subject_GND | (DE-588)4349942-9 (DE-588)4121332-4 |
| title | Charged particle traps physics and techniques of charged particle field confinement |
| title_auth | Charged particle traps physics and techniques of charged particle field confinement |
| title_exact_search | Charged particle traps physics and techniques of charged particle field confinement |
| title_exact_search_txtP | Charged particle traps physics and techniques of charged particle field confinement |
| title_full | Charged particle traps physics and techniques of charged particle field confinement F. G. Major ; V. N. Gheorghe ; G. Werth |
| title_fullStr | Charged particle traps physics and techniques of charged particle field confinement F. G. Major ; V. N. Gheorghe ; G. Werth |
| title_full_unstemmed | Charged particle traps physics and techniques of charged particle field confinement F. G. Major ; V. N. Gheorghe ; G. Werth |
| title_short | Charged particle traps |
| title_sort | charged particle traps physics and techniques of charged particle field confinement |
| title_sub | physics and techniques of charged particle field confinement |
| topic | Champs électromagnétiques Ions piégés Plasma (Gaz ionisés) - Confinement Refroidissement laser Electromagnetic fields Laser cooling Plasma confinement Trapped ions Teilchenfalle (DE-588)4349942-9 gnd Geladenes Teilchen (DE-588)4121332-4 gnd |
| topic_facet | Champs électromagnétiques Ions piégés Plasma (Gaz ionisés) - Confinement Refroidissement laser Electromagnetic fields Laser cooling Plasma confinement Trapped ions Teilchenfalle Geladenes Teilchen |
| url | http://bvbr.bib-bvb.de:8991/F?func=service&doc_library=BVB01&local_base=BVB01&doc_number=016989345&sequence=000001&line_number=0001&func_code=DB_RECORDS&service_type=MEDIA |
| volume_link | (DE-604)BV013270105 |
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