Vacuum engineering calculations, formulas, and solved exercises:
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| Main Author: | |
|---|---|
| Format: | Book |
| Language: | English |
| Published: |
San Diego u.a.
Acad. Press
1992
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| Online Access: | Inhaltsverzeichnis |
| Item Description: | Literaturangaben |
| Physical Description: | XXIV, 257 S. graph. Darst. |
| ISBN: | 0120924552 |
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| 245 | 1 | 0 | |a Vacuum engineering calculations, formulas, and solved exercises |c Armand Berman |
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Record in the Search Index
| _version_ | 1805076556051120128 |
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| adam_text |
VACUUM ENGINEERING CALCULATIONS, FORMULAS, AND SOLVED EXERCISES ARMAND
BERMAN NATIONAL PHYSICAL LABORATORY OF ISRAEL HEBREW UNIVERSITY GIVAT
RAM JERUSALEM ACADEMIC PRESS, INC. HARCOURT BRACE JOVANOVICH, PUBLISHERS
SAN DIEGO NEW YORK BOSTON LONDON SYDNEY TOKYO TORONTO CONTENTS PREFACE
XI ACKNOWLEDGMENTS XIII LIST OF SYMBOLS XV TERMINOLOGY IX 1. IDEAL GASES
1 1.1 THE IDEAL GAS LAW 1 1.2 BOYLE'S LAW 1 1.3 CHARLES'S LAW 1 1.4
GAY-LUSSAC'S LAW 1 1.5 MOLE AMOUNT 2 1.6 DALTON'S LAW 2 1.7 THE MEAN
MOLAR MASS OF A MIXTURE OF GASES 2 1.8 THE NUMBER DENSITY N OF PARTICLES
(MOLECULES, ATOMS, ETC.) 3 1.9 STANDARD CONDITIONS FOR GASES (STP,
STANDARD TEMPERATURE AND PRESSURE) 6 1.10 AVOGADRO'S NUMBER 6 1.11 THE
MASS PER MOLECULE 7 1.12 THE MOLAR VOLUME 7 1.13 THE EQUATION OF STATE 7
1.13.1 SINGLE SPECIES OF GAS 7 1.13.2 MIXTURE OF GASES 7 1.14
BOLTZMANN'S CONSTANT 8 1.15 THE GAS DENSITY 8 1.16 GAS PRESSURE 9
EXERCISES 12 REFERENCES 27 2. REAL GASES 29 2.1 THE VAN DER WAALS
EQUATION OF STATE 29 EXERCISES 30 3. KINETIC THEORY OF GASES 35 3.1
MOLECULAR VELOCITIES 35 3.1.1 THE MOST PROBABLE VELOCITY V 35 VI
CONTENTS 3.1.2 THE ARITHMETIC AVERAGE VELOCITY V A 35 3.1.3 THE
MEAN-SQUARE VELOCITY V T 36 3.1.4 THE ROOT-MEAN-SQUARE VELOCITY V R 37
3.2 RELATIONSHIPS BETWEEN MOLECULAR VELOCITIES 38 3.3 THE
MAXWELL-BOLTZMANN LAW OF DISTRIBUTION OF MOLECULAR VELOCITIES 38 3.4
KINETIC ENERGY OF MOLECULES 39 3.4-1 THE AVERAGE TRANSLATIONAL ENERGY
PER MOLECULE IN RANDOM MOTION 39 3.4-2 THE TOTAL TRANSLATIONAL ENERGY E
OF MOLECULES IN RANDOM MOTION 39 3.5 QUANTITATIVE RELATIONSHIPS BETWEEN
MOLECULES AND AREAS 40 3.5.1 THE RATE * AT WHICH MOLECULES AT STEADY
STATE STRIKE A UNIT AREA PER UNIT TIME 40 3.5.2 THE MASS OF GAS G
INCIDENT ON UNIT AREA PER UNIT TIME 42 3.5.3 EFFUSION RATE OF MOLECULES
E THROUGH A SMALL ORIFICE OF AREA A 42 3.5.4 THE VOLUME OF GAS *
IMPINGING ON UNIT AREA PER UNIT TIME 43 3.5.5 THE VOLUME OF GAS B 0
ESCAPING PER UNIT TIME THROUGH AN ORIFICE OF AREA A 43 3.6 METHODS FOR
ESTIMATING THE MOLECULAR DIAMETER S M 43 3.6.1 USE OF THE CONSTANT B IN
THE VAN DER WAALS EQUATION OF STATE 43 3.6.2 USE OF THE DENSITY P OF THE
SOLID OR LIQUID 44 3.6.3 MEASUREMENT OF THE COEFFICIENT OF VISCOSITY 77
(EQ. 3.27) 44 3.6.4 USE OF THE COEFFICIENT OF INTERDIFFUSION OF GASES D,
2 44 3.7 THE TIME T M TO FORM A MONOLAYER 45 3.8 THE MEAN FREE PATH A OF
MOLECULES IN GAS 46 3.8.1 GAS CONSISTING OF MOLECULES OF SAME DIAMETER 8
M 46 3.8.2 MIXTURE OF GASES CONSISTING OF MOLECULES OF VARIOUS DIAMETERS
49 3.9 THE MEAN FREE PATH OF ELECTRONS A C IN GAS 50 3.10 THE MEAN FREE
PATH OF IONS X { IN GAS 50 3.11 TRANSPORT PHENOMENA IN THE VISCOUS STATE
50 3.11.1 THE KNUDSEN NUMBER K' 50 3.11.2 THE COEFFICIENT OF VISCOSITY
R\ 50 3.11.3 THE COLLISION FREQUENCY E PER MOLECULE PER UNIT TIME 51
3.11.4 THE COEFFICIENT OF SELF-DIFFUSION D, , 52 3.11.5 THE COEFFICIENT
OF INTERDIFFUSION D, 2 53 3.12 TRANSPORT PHENOMENA IN THE MOLECULAR
STATE 54 3.12.1 MOLECULAR DRAG 54 3.13 THE RATIO V OF SPECIFIC HEAT
CAPACITIES 55 3.14 HEAT CONDUCTIVITY OF RAREFIED GASES 55 3.14-1 HEAT
CONDUCTIVITY IN THE VISCOUS RANGE 55 3.14-2 HEAT CONDUCTIVITY IN THE
MOLECULAR RANGE 55 3.15 ENERGY TRANSPORT IN RAREFIED GASES 56 3.15.1
AVERAGE ENERGY TRANSFERRED PER MOLECULE E 56 CONTENTS VII 3.15.2 ENERGY
TRANSFERRED BY MOLECULES E V IN THE VISCOUS RANGE 57 3.15.3 ENERGY
TRANSFERRED BY MOLECULES E M IN THE MOLECULAR RANGE 58 3.16
THERMOMOLECULAR FLOW 59 3.16.1 THERMAL TRANSPIRATION 59 EXERCISES 61
REFERENCES 75 4» GAS FLOW IN COMPONENTS AND VACUUM SYSTEMS 76 4.1
QUANTITY OF GAS 76 4.2 MOLAR FLOW RATE OF GAS 77 4.2.1 SINGLE SPECIES OF
GAS 77 4.2.2 MIXTURE OF GASES 77 4.3 CONVERSION OF MOLAR FLOW RATES TO
MOLECULAR OR MASS FLOW RATES 77 4.4 THROUGHPUT 78 4.5 CONVERSION OF
THROUGHPUTS 78 4.6 GAS FLOW REGIMES 80 4-6.1 QUANTIFYING CRITERIA OF GAS
FLOW 80 4-7 IMPEDANCE TO GAS FLOW 82 4.8 CONDUCTANCE TO GAS FLOW 83 4.9
COMPARISON BETWEEN ELECTRICAL AND VACUUM CIRCUITS 84 4.10 IMPEDANCE AND
CONDUCTANCE OF INTERCONNECTED VACUUM COMPONENTS 84 4-10.1 VACUUM
COMPONENTS CONNECTED IN SERIES 85 4.10.2 VACUUM COMPONENTS CONNECTED IN
PARALLEL 86 4.11 CONVERSION OF CONDUCTANCES FOR CYLINDRICAL PIPES OF
UNIFORM CROSS SECTION 86 4.11.1 CONVERSION FOR LAMINAR FLOW 86 4.11.2
CONVERSION FOR MOLECULAR FLOW 86 4.12 PUMPING SPEED*VOLUME RATE OF
FLOW*PERMANENT REGIME 86 4.12.1 PUMPING SPEED OF A VACUUM COMPONENT OR A
VACUUM PUMP 86 4.12.2 PUMPING SPEED OF AN ORIFICE 87 4-12.3 PUMPING
SPEED OF AN ASSEMBLY VACUUM PUMP*VACUUM COMPONENT 88 4.13 BASIC
CONSIDERATIONS IN THE DESIGN OF A VACUUM SYSTEM 89 EXERCISES 89
REFERENCES 1 03 *. STEADY FLOW OF GAS IN THE VISCOUS RANGE 104 5.1
TURBULENT FLOW 104 5.2 LAMINAR FLOW THROUGH AN APERTURE 104 5.2.1
LAMINAR NONCHOCKED THROUGHPUT 104 5.2.2 LAMINAR NONCHOCKED CONDUCTANCE
106 VIII CONTENTS 5.2.3 LAMINAR CHOCKED CONDUCTANCE 106 5.2.4 LAMINAR
CHOCKED THROUGHPUT 107 5.3 LAMINAR FLOW THROUGH LONG PIPES 107 5.3.1
POISEUILLE'S LAW 107 5.3.2 LAMINAR VOLUME FLOW RATE OF GAS THROUGH A
PIPE 111 5.3.3 PRESSURE-DROP FORMULA 112 5.3.4 CORRECTION TO
POISEUILLE'S LAW OWING TO SURFACE SLIP 112 5.3.5 LAMINAR CONDUCTANCE OF
A CIRCULAR ANNULUS 113 5.4 LAMINAR FLOW THROUGH LONG CHANNELS 113 5.4.1
LAMINAR CONDUCTANCE OF CHANNELS OF ELLIPTICAL CROSS SECTION 114 5.4-2
LAMINAR CONDUCTANCE OF CHANNELS OF RECTANGULAR CROSS SECTION 114 5.4-3
LAMINAR CONDUCTANCE OF CHANNELS OF TRIANGULAR (EQUILATERAL) CROSS
SECTION 114 5.5 LAMINAR FLOW THROUGH SHORT PIPES OF UNIFORM CIRCULAR
CROSS SECTION 114 EXERCISES 115 REFERENCES 125 6. STEADY FLOW OF GAS IN
THE MOLECULAR RANGE 127 6.1 MOLECULAR FLOW THROUGH AN APERTURE 127 6.1.1
MOLECULAR THROUGHPUT OF AN APERTURE 127 6.1.2 MOLECULAR CONDUCTANCE OF
AN APERTURE 128 6.1.3 MOLECULAR PUMPING SPEED OF AN APERTURE 128 6.2
MOLECULAR FLOW THROUGH A DIAPHRAGM*DIAPHRAGM EFFECT 130 6.2.1 MOLECULAR
CONDUCTANCE OF A DIAPHRAGM 130 6.2.2 MOLECULAR PUMPING SPEED OF A
DIAPHRAGM 131 6.3 MOLECULAR FLOW THROUGH LONG PIPES 131 6.3.1 MOLECULAR
THROUGHPUT OF A PIPE OF VARYING CROSS SECTION AND PERIMETER 1 31 6.3.2
MOLECULAR CONDUCTANCE OF A PIPE OF VARYING CROSS SECTION AND PERIMETER 1
31 6.3.3 MOLECULAR CONDUCTANCE OF A PIPE OF UNIFORM CROSS SECTION 132
6.3.4 MOLECULAR CONDUCTANCE OF A TAPERED (CONICAL) PIPE OF CIRCULAR
CROSS SECTION 133 6.3.5 MOLECULAR CONDUCTANCE OF A CIRCULAR ANNULUS 133
6.4 MOLECULAR FLOW THROUGH LONG CHANNELS 134 6.4.1 MOLECULAR CONDUCTANCE
OF CHANNELS OF UNIFORM ELLIPTICAL CROSS SECTION 1 34 6.4.2 MOLECULAR
CONDUCTANCE OF CHANNELS OF RECTANGULAR CROSS SECTION 134 6.43 MOLECULAR
CONDUCTANCE OF SLIT-LIKE CHANNELS 135 6.4-4 MOLECULAR CONDUCTANCE OF
CHANNELS OF TRIANGULAR (EQUILATERAL) CROSS SECTION 135 CONTENTS IX 6.5
MOLECULAR FLOW THROUGH SHORT PIPES 136 6.5.1 MOLECULAR CONDUCTANCE OF A
PIPE OF CIRCULAR CROSS SECTION 136 6.6 MOLECULAR FLOW THROUGH SHORT
CHANNELS 138 6.6.1 MOLECULAR CONDUCTANCE OF RECTANGULAR SLITS 138 6.7
MOLECULAR FLOW THROUGH VACUUM COMPONENTS OF SIMPLE AND COMPLEX
GEOMETRIES 139 6.7.1 MOLECULAR CONDUCTANCE OF VACUUM COMPONENTS IN
SERIES 145 EXERCISES 149 REFERENCES 169 7. STEADY FLOW OF GAS IN THE
TRANSITION RANGE 171 7.1 CONDUCTANCE OF LONG CYLINDRICAL PIPES IN THE
TRANSITION RANGE 171 7.2 TRANSITION PRESSURE IN LONG CYLINDRICAL PIPES
173 7.3 MAXIMUM AND MINIMUM PRESSURES OF THE TRANSITION RANGE 173 7.4
MAXIMUM AND MINIMUM MEAN FREE PATH IN THE TRANSITION RANGE 173 EXERCISES
174 REFERENCES 175 OE. GAS LOAD 176 8.1 SOURCES OF GAS IN VACUUM SYSTEMS
176 8.2 EVALUATION OF THE GAS LOAD 176 8.2.1 OUTGASSING (SURFACE) 177
8.2.2 EVAPORATION 181 8.2.3 LEAKAGE 188 8.2.4 PERMEATION 196 EXERCISES
199 REFERENCES 200 Y. VACUUM PUMPS 202 9.1 SURVEY OF VARIOUS TYPES OF
VACUUM PUMPS 202 9.2 POSITIVE-DISPLACEMENT PUMPS 202 9.2.1 COMPRESSION
RATIO 202 9.2.2 SIMULTANEOUS PUMPING OF GAS AND VAPOR 202 9.3 DIFFUSION
PUMPS 207 9.4 PUMPING BY DILUTION 208 EXERCISES 208 REFERENCES 210 X
CONTENTS LUE. PUMPDOWN TRANSIENT 211 10.1 CONSTANT-SPEED CASE, GAS LOAD
DISREGARDED 211 10.1.1 EVACUATION RATE 211 10.1.2 PRESSURE DECAY WITH
TIME 211 10.1.3 TIME REQUIRED TO REACH A CERTAIN PRESSURE 212 10.1.4
TIME REQUIRED TO REDUCE PRESSURE TO A SPECIFIED VALUE 213 10.2
CONSTANT-SPEED CASE, GAS LOAD CONSIDERED 213 10.2.1 EVACUATION RATE 213
10.2.2 PRESSURE DECAY WITH TIME 214 10.2.3 TIME REQUIRED TO REACH A
CERTAIN PRESSURE 214 10.3 VARIABLE-SPEED CASE, GAS LOAD DISREGARDED 215
10.3.1 TIME REQUIRED TO REDUCE PRESSURE TO A CERTAIN VALUE 216 10.4
CONSTANT-THROUGHPUT CASE 217 10.4.1 TIME REQUIRED TO REACH A CERTAIN
PRESSURE 217 10.5 PUMPDOWN TRANSIENT IN THE VISCOUS RANGE 217 10.5.1
TIME REQUIRED TO REACH A CERTAIN PRESSURE IN THE VISCOUS RANGE 217 10.6
PUMPDOWN TRANSIENT IN THE MOLECULAR RANGE 218 10.6.1 TIME REQUIRED TO
REACH A CERTAIN PRESSURE IN THE MOLECULAR RANGE 218 EXERCISES 220
REFERENCES 234 11. PUMPING STEADY STATE 235 11.1 PUMPING STEADY STATE
WITH LOCALIZED GAS LOAD 235 11.1.1 ULTIMATE PRESSURE OF A VACUUM SYSTEM
235 11.2 PUMPING STEADY STATE WITH DISTRIBUTED GAS LOAD 235 EXERCISES
237 REFERENCES 238 APPENDIX: SYSTEM OF UNITS, PHYSICAL CONSTANTS,
CONVERSION FACTORS, RELATION AMONG TEMPERATURE SCALES 239 INDEX 249 \ |
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| indexdate | 2024-07-20T05:59:10Z |
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| spelling | Berman, Armand Verfasser aut Vacuum engineering calculations, formulas, and solved exercises Armand Berman San Diego u.a. Acad. Press 1992 XXIV, 257 S. graph. Darst. txt rdacontent n rdamedia nc rdacarrier Literaturangaben Vacuum technology Handbooks, manuals, etc Vacuum technology Problems, exercises, etc Vacuum Handbooks, manuals, etc Vacuum Problems, exercises, etc Vakuumtechnik (DE-588)4062270-8 gnd rswk-swf Vakuumtechnik (DE-588)4062270-8 s DE-604 GBV Datenaustausch application/pdf http://bvbr.bib-bvb.de:8991/F?func=service&doc_library=BVB01&local_base=BVB01&doc_number=005551714&sequence=000001&line_number=0001&func_code=DB_RECORDS&service_type=MEDIA Inhaltsverzeichnis |
| spellingShingle | Berman, Armand Vacuum engineering calculations, formulas, and solved exercises Vacuum technology Handbooks, manuals, etc Vacuum technology Problems, exercises, etc Vacuum Handbooks, manuals, etc Vacuum Problems, exercises, etc Vakuumtechnik (DE-588)4062270-8 gnd |
| subject_GND | (DE-588)4062270-8 |
| title | Vacuum engineering calculations, formulas, and solved exercises |
| title_auth | Vacuum engineering calculations, formulas, and solved exercises |
| title_exact_search | Vacuum engineering calculations, formulas, and solved exercises |
| title_full | Vacuum engineering calculations, formulas, and solved exercises Armand Berman |
| title_fullStr | Vacuum engineering calculations, formulas, and solved exercises Armand Berman |
| title_full_unstemmed | Vacuum engineering calculations, formulas, and solved exercises Armand Berman |
| title_short | Vacuum engineering calculations, formulas, and solved exercises |
| title_sort | vacuum engineering calculations formulas and solved exercises |
| topic | Vacuum technology Handbooks, manuals, etc Vacuum technology Problems, exercises, etc Vacuum Handbooks, manuals, etc Vacuum Problems, exercises, etc Vakuumtechnik (DE-588)4062270-8 gnd |
| topic_facet | Vacuum technology Handbooks, manuals, etc Vacuum technology Problems, exercises, etc Vacuum Handbooks, manuals, etc Vacuum Problems, exercises, etc Vakuumtechnik |
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