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slac-pub-5016

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July SLAC-PUB-5016 1989 (El SURVEY OF THE RESPONSE OF STANDARD LIMITED STREAMER TUBES OVER THE COMPLETE RANGE OF THREE-COMPONENT GAS MIXTURES OF ISOBUTANE, C02, ARGON* -- _ SLD-WIC Collaboration: A. CALCATERRA, R. DE SANGRO, and P. DE SIMONE Lab. Nazionali di Frascati dell' INFN, I-00044 Frascati (Roma), Italy P. N. BURROWS, S. L. CARTWRIGHT, S. GONZALEZ, A. LATH, U. SCHNEEKLOTH, D. C. WILLIAMS, and J. M....

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July SLAC-PUB-5016 1989 (El SURVEY OF THE RESPONSE OF STANDARD LIMITED STREAMER TUBES OVER THE COMPLETE RANGE OF THREE-COMPONENT GAS MIXTURES OF ISOBUTANE, C02, ARGON* -- _ SLD-WIC Collaboration: A. CALCATERRA, R. DE SANGRO, and P. DE SIMONE Lab. Nazionali di Frascati dell' INFN, I-00044 Frascati (Roma), Italy P. N. BURROWS, S. L. CARTWRIGHT, S. GONZALEZ, A. LATH, U. SCHNEEKLOTH, D. C. WILLIAMS, and J. M. YAMARTINO Massachusetts Institute of Technology, Cambridge, MA 02139, USA N. BACCHETTA, D. BISELLO, A. CASTRO, M. LORETI, L. PESCARA, M. TECCHIO, and J. WYSS INFN, Sezione di Padova and UniversitB di Padova-, I-35100 Padova, Italy * B. ALPAT, R. BATTISTON, G. M. BILEI, R. DELL' ORSO, M. PAULUZZI, and L. SERVOLI INFN, Sezione di Perugia and UniversitB di Perugia, I-06100 Perugia, Italy M. CARPINELLI, R. CASTALDI, and C. VANNINI INFN, Sezione di Pisa and UniversitB di Pisa, I-56010 San Piero a Grade, Italy _ g. L. BYERS, D. KHARAKH, R. L. MESSNER, and R. W. ZDARKO Stanford Linear Accelerator Center, Stanford University, Stanford, CA 94309, USA J. R. JOHNSON University of Wisconsin, Madison, WI 53706, USA Presented by R. W. Zdarko Presented at the 4th Pisa Meeting on Advanced Detectors: Frontier Detectors for Frontier Physics, May 21-25, 1989, La Biodola, Italy. *Work supported in part by Departmept of Energy (USA) contracts DE-AC02-76ER03069 (MIT), DE-AC03-76SF00515 (SLAC), and DE-AC02-76ER00881 (VW), and by the Istituto Nazionale di Fisica Nucleare (Italy). Abstract - We present the results of a systematic study of three-component gas mixtures containing argon, isobutane, and carbon dioxide. The study used production-type chambers from the SLD Warm Iron Calorimeter (WIC), instrumented with standard pleastic streamert tubes, and triggered by cosmic-ray muons. Pulse height spectra are presented as a function of high voltage, over a wide range of mixtures of these three gases. Various features and similarities observed throughout this three-dimensional mixture-space are important clues to understanding the underlying physics of discharge mechanisms in wire detectors. 1. Introduction Plastic limited streamer tubes [l], mass produced from extruded PVC profiles coated with resistive graphite paint, form a cost-effective solution to the problem of instrumenting the very large-volume tracking calorimeters required by most modern particle detectors. These tubes are used in the Warm Iron Calorimeter (WIC) of SLD [2], and a testing facility has been developed to measure the response from every individual pickup electrode on every WIC chamber prior to installation. We have already : reported some results [3] from studies with this-facility, most recently-on an accept' review of the recent literature on this subject able nonflammable gas mixture [4-51. A [6-131 finds many studies of various gas mixtures, but none that covers the combinations sufficiently to give a comprehensive description. Using production chambers fabricated for the SLD WIC, traversed by minimumionizing cosmic-ray muons, we have undertaken a systematic survey of streamer tube response over the complete range of gas mixtures containing three commonly used gases: argon, isobutane, and CO2. We have thus produced a summary of the behavioral characteristics of these popular tracking and calorimetric devices over the entire three-dimensional mixture space. Some of these characteristics (such as multiple streamer activity) may be peculiar to the specific geometry of the tubes, while others are more general. The analysis and interpretation of these data may lead to a better understanding of the underlying physical processes involved in the discharge mechanisms. 2. Data Acquisition Our experimental set up has been described in previous publications [3-51, but all the relevant elements are shown in figs. l-3. Figure 1 shows the streamer tube module cross section and a typical chamber lamination. The cosmic ray trigger scintillators 2 . _ and test chambers are shown in fig. 2. Strip and pad signals from both chambers are brought via twisted pair cables to low noise preamps with an effective integration time of roughly 600 ns. The charge integrated pulses are then sent to a sample-holdand-multiplex circuit (SHAM) [14] and then digitized by a microprocessor-controlled ADC module (BADC)[15], as shown in the fig. 3 block diagram. It should be noted that in the following discussion, the term "SHAM counts" refers to the final digital result after pedestal subtraction. Our system has been calibrated several times and consistently gives roughly 33 SHAM-counts per picocoulomb of integrated charge. The gas mixtures for both chambers are controlled by mass flow controllers which have shown themselves to be very reliable and reproducible to better than 1% over the 2 3 years this testing facility has been in operation. The top (three-module) chamber always had "standard gas" (75Yo isobutane: 25% argon) flowing through it, while the gas mixture under test flowed through the bottom (five-module) chamber. Only events showing a single clean track in the top chamber were used to analyze the behavior of the bottom chamber. Figure 4(a) shows pulse height distributions from the top chamber with low and high pulse-height cuts. All values histogrammed are sums of strip or' pad signals id clusters associated with a single cosmic ray muon. Thus, these spectra represent the total charge collected by strip or pad electrodes per single track crossing. Figure 4(b) shows representative distributions for the bottom (test) chamber. In the following analysis, we chose to use the total charge collected by both strips and pads for each event. Thus, our data can be compared directly to results from other experiments in which wire signals are recorded. Figure 4(c) s h ows the distribution of total charge for - the events in fig. 4(b). Figures 4(b) and 4( )s how two clearly separated peaks, a small c peak attributed to the proportional mode, and a larger one due to limited streamers. Most of the data presented here were collected during a period when atmospheric conditions were quite stable. This is important to note, since later we will discuss the sensitivity of chamber response to changes in temperature and pressure. Throughout all data taking periods the ambient temperature and barometric pressure were recorded to ensure reliable comparisons of the data. 3. Gas Mixture-High Voltage Spectra Mosaics To investigate systematically the three-dimensional mixture space, we chose to fix the ratio of isobutane to argon and then vary the fraction of CO2 from 0% to near 100%. The motivation for this approach came from noticing this ratio is al3 most the same for both the standard (3: 1) mix and our new nonflammable gas (isobutane : argon : GOa = 9.5 : 2.5 : 88). We found that we could cover this space adequately with five ratios (5 : 1, 3 : 1, on 2:1, l:l, a n d 1:2),a1 g with the two boundary cases (only COz-argon and only COz-isobutane), the third two component boundary being covered by the data with 0% COz. For a given mixture, pulse height spectra were then recorded for several values of the high voltage. In each case, we tried to start the high voltage scan at a value low enough that nearly 100% of the pulses were in proportional mode, while the maximum voltage was determined by the limit of our HV supply (5 kV) or excessive current being drawn by our test chamber. Figures 5-11 show the result of this study, where each figure pertains to a given isobutane/argon ratio or a boundary case. The individual distributions are arranged in rows of constant high voltage and columns of constant CO2 fraction to form a matrix (or "mosaic"). The presentation of these mosaic figures is the main contribution of this report. Together, they describe the chamber operation as combinations of gas mixture and high voltage, and are varied through most of the attainable values. For some mixtures, excessive current occurred before full transition beyond proportional mode could occur (see fig. 9, isobutane : argon = 1: 2; and fig. 10, COS-argon only.) In other mixtures, high enough voltages were reached such that even the single streamer peak seems to evolve into all multiple streamers (see fig. 7, isobutane : argon = 2 : 1; CO2 = 30%). For most of the mixtures, the evolution from proportional mode to single streamer - mode is clearly seen, along with the gradual appearance of higher pulse heights implying multiple streamers. We decided to use this transition as one way to characterize each gas mixture. From the estimated percentages of proportional and nonproportional events, we formed yield curves for each mix showing the transition from proportional mode to beyond. In the upper left corner of figs. 5 through 9 are the corresponding curves. In particular, fig. 12 is a blowup of the transition curves from fig. 7 for the 2: 1 ratio. We chose to interpolate the voltage for 50% nonproportional mode to characterize the transition for each mix. Figure 13 shows these characteristic transition voltages as a function of CO2 percentages for the various argon : isobutane combinations. As mentioned earlier, the space is covered fairly uniformly by our ratio selections. The two component boundary curves cover only a small range of CO2 content, but their extensions can be inferred. The argon-only curve is terminated at 90% CO2 since 4 smaller fractions caused excessive current and instability of the test chamber. Our interpretation is that the streamers are becoming very long and poorly quenched. The isobutane-only curve is terminated at 90% CO2 because below that point the separation between proportional and streamer modes is not well defined. In fact the 0% CO2 point of the 5 : 1 ratio curve also represents pure inference, as inspection of fig. 5 shows that here, too, no discernable transition is apparent. This merging of the pulse heights from the two modes will be discussed later as an advantage to be expiofted. Included on the vertical scale in, fig. 13 are values for the electric field at the wire. The calculation assumes cylindrical symmetry with a 9 mm outer wall diameter and a 100 pm diameter wire. These values may be useful for transferring our results to different geometries with different-sized wires. We are planning future studies to check this dependence by testing modules containing different sized wires. Another quantity of interest which can be examined is the most probable pulse height of proportional and single streamer pulses. To provide a basis for comparison of various mixtures, we evaluate-the charge at the transition voltages plotted in fig. 13. That is, the most probable value of the proportional and single streamer peaks are determined for each pulse height spectrum, then plotted for each gas mixture as a function of voltage. The characteristic charge for each mode with that mixture is then determined by interpolation at the transition voltage. The resulting values are plotted in fig. 14. Several features should be noted while examining this figure. First of all, the typical pulse heights in streamer mode are greater than in proportional mode by an order of magnitude. Also evident is the relatively small slope of most of the curves. This implies that the charge involved in these processes at the transition point is largely independent of CO2 content, and mainly depends on the isobutane: argon ratio, except near the limits (CO2 greater than 90%, or when the argon fraction becomes too high). This observation is the result of our choice of fixing the isobutane: argon ratios as a way to explore this gas mixture space. It is also interesting to compare the pulse heights for these two modes for either high argon or high isobutane content: for high argon content the pulse heights of characteristic the the two modes are very different, while for high isobutane content they become nearly the same. For intermediate mixtures like the 2: 1 ratio, the ratio of amplitudes remains constant over the whole range. These tendencies are also evident in figs. 5-11. - - Another characteristic of the different mixtures determined from examination of figs. 5-11 is the level of multiple or secondary streamer activity present when the voltage rises high enough to produce single streamers. This behavior is complex and involves changes in both the amplitude and time structure of the pulses, but some qualitative observations may be made. First, it should be noted that for many of the mixtures represented, as the high voltage is increased, the multiple streamers ` appear before the proportional mode completely disappears. The charge associated with multiple streamers seems to vary with CO2 percentage. That is, for high CO2 content the peaks due to multiple streamers are cleanly separated from the single streamer peak, while for low CO2 content-and in particular near the upper left sector of fig. 13-they appear only as a slight shoulder on the single streamer peak. To investigate multiple streamers further, we recorded the pulses on the wires of our test chamber with a digital storage oscilloscope (Textronix Model 2430A). Choosing voltages that produce sufficient multiple streamers, we looked at single events triggered by our triple scintillation counters. We found that for the high CO2 region, the pulses tended to be separatedin time, while for the low CO;! region, they tended to be more often as narrow as single streamer pulses,- but very large in magnitude. Thesz effects are demonstrated in fig. 15, where on the left side [fig. 15(a)] narrow pulses range from a few millivolts in the top picture to over 200 mV in the bottom picture; while on the right side [fig. 15(b)] are examples of multiple pulses separated in time. 4. Temperature and Pressure Effects Another property that we measured for all mixtures was the effect of temperature and - pressure changes. We have already reported results for the standard gas and our new three-component nonflammable gas,[l] but here we attempt to generalize these results for all the possible combinations. A shift in transition voltage with temperature is shown clearly in fig. 16, where voltage scans are shown for two different temperatures. The same effect is also seen for pressure changes. This effect is summarized for four different gas combinations in fig. 17, where the mean charge of all the histogrammed pulses is plotted as a function of voltage for various temperature and pressure conditions. What one notices is that each gas combination has a characteristic shape for the mean charge curve which only shifts in voltage for different conditions. This effective voltage shift can be measured for each gas combination. Although there are some slight variations for different gas mixtures, as an approximate rule, the shift for all gases with temperature is (for constant average charge): 6 dV dT =9fl V/OC , and as a function of atmospheric pressure: dV ~- SF =-4flV/mmHg . These two numbers can be very useful for estimating shifts in chamber response due to changes in these two variables, and compensating with changes in high voltage. 5. Mixtures Without a Clear Transition As mentioned above, there are two regions of the mixture space explored in this study where the transition from proportional to streamer mode is not apparent from examination of the pulse height spectra. In such cases, as the voltage is increased the shape of the distribution changes comparatively little, showing a single peak with a most probable value which grows slowly and smoothly. For chambers with. digital readout, i.e., with pulses recorded by a discriminator, this behavior could be an advantage in some cases: for a fixed threshold and assuming constant pulse shape, the efficiency for recording pulses will change relatively slowly and smoothly with changes in high voltage (or, equivalently, temperature and pressure). By contrast, this efficiency curve for a mixture which shows clearly separated peaks will tend to have a fairly rapid change or "step" where the transition occurs. - The-two regions under discussion include the low-CO2 mixtures with high isobutane : argon ratio (fig. 5) and the two-component CO2 : isobutane mixtures with at least 10% isobutane. Of these, the former represent highly flammable mixtures, while the latter class of mixtures have much better flammability characteristics (technically nonflammable in the case of 9 : 1 CO2 : isobutane) and are thus much safer for use in large detector systems. It is interesting to note that, of this latter class, the mixture with 20% isobutane (80% CO2) generally yields the largest pulse height for a given high voltage, and thus also the most stable efficiency against small changes in the mixture. Similar observations have been made in studies by the DELPHI [13] and OPAL [6] groups. We have extended the study of this region and will report more detailed results later. 6. Conclusions Data have been presented concerning the behavior of standard plastic streamer tubes over a broad range of mixtures of three commonly used gases: argon, isobutane, and CO2. Further investigations are planned, but it is hoped that the extensive survey presented here will prove useful to others working in this field. k ckppyyedgments The work described in this paper took place within the general framework of the SLD collaboration. We would like to express our gratitude to the whole WIC staff with its many skilled people whose expertise has been essential to the design, construction, and operation of the chambers. In particular, we want to thank N. Erickson, J. Escalera, M. Mittmann, and P. Ritson, whose work created and maintained the test facility. References [l] E. Iarocci, Nucl. Inst. and Meth. 217 (1983) 30. [2] SLD Design Report, SLAC Report SLAC-273 (1984). [3] G. Callegari et al., SLAC-PUB-4461 (1988). [4]- 4, C. Benvenuti ei al., SLAC-PUB-4687 (1989); submitted to Nucl. Inst. and Meth. [5] [6] [7] S. Cartwright et al., Nucl. Inst. and Meth. A277 (1989) 269. An Ji-Gang ei al., Nucl. Inst. and Meth. A267 (1988) 386. E. P. DeLima ei al., Nucl. Inst. and Meth. A267 (1988) 93. et al., [8] N. Koori IEEE Trans. Nucl. Sci. NS-33 (1986) 395. et al., et al., [9] Y. Kamyshkov [lo] You TieJian Nucl. Inst. and Meth. A257 (1987) 125. Nucl. Inst. and Meth. A252 (1986) 61. ' [ll] L. S. Zhang, Nucl. Inst. and Meth. A247 (1986) 343. [12] G. Bagliesi et al., Nucl. Inst. and Meth. A268 (1988) 144. [13] G. A. Akopdj anov, Nucl. Inst. and Meth. A278 (1989) 722. [14] E. Cisneros et al., IEEE Trans. Nucl. Sci. NS-24 (1977) 413. IEEE Trans. Nucl. Sci. NS-25 (1978) 706. [15] M. Breidenbach - et al., _ Figure Captions 1. (a) Sketch oft ypical chamber lamination. (b) Cross section of streamer-tube module. 2. Cosmic ray trigger configuration. 3. Block diagram of data flow. -- _ 4. (a) Strip and pad charge...

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PREDICTIONS FOR CP VIOLATION* Frederick J. GilmanStanford Linear Accelerator Center, Stanford University, Stanford, CA 94309SLAC-PUB-5018 August 1989 PmABSTRACTPredictions for CP violation in the three-generation Standard Model are reviewed, es
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t..-SLAG-PUB-5019 SCIPP August Pm) 88/32 1989Future Limitson the v, Mass*J. J. GOMEZ-CADENAS and A. SEIDEN1Santa Cruz Institute.for ParticlePhysicsUniversityof California,Santa Cruz, CA 95064, USAandM.C.GQNZALEZ-GARCIA
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SLAC-PUB-5021 July 1989 (A)REQUIREMENTS AND LIMITATIONS ON BEAM QUALITY IN SYNCHROTRON RADIATION SOURCES* M. Cornacchia - Stanford Linear Accelerator Center Stanford University, Stanford, CA 94309 USA ABSTRACT The requirements and limitations of th
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SLAC-PUB-5022 May, 1989 TTREE LEVEL CONSTRAINTS ON CONFORMAL FIELD THEORIES AND STRING MODELS*DAVID C. LEWELLEN Stanford Linear Accelerator Center Stanford University, Stanford, California 94309.*ABSTRACTSimple tree level constraints for con
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SLAG-PUB-5023 July 1989 TEMBEDDING HIGHER LEVEL KAC-MOODY ALGEBRAS IN HETEROTIC STRING MODELS*DAVID C. LEWELLENStanford Linear Accelerator Center Stanford University, Stanford,California 94309ABSTRACTHeterotic string models in which the spa
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-.-SLAC-PUB-5024 July 1989 (A)f -1ALIGNMENT DESIGN*ANDVIBRATIONISSUESINTeVLINEARCOLLIDERG. E. FISCHERStanford Linear Accelerator Center, Stanford University, Stanford, CA 94X29 U.S.A.-_.Abstract The next generation of l
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t .~.-SLAC-PUB-5025 UTHEP-89-0701 July 1989 PmRENORMALIZATIONSCHEMES:WHEREDO WE STAND?*B. F. L. WardTheory Division, CERN, Geneva, Switzerland; and Stanford Linear Accelerator Center, Stanford University, Stanford, CA 94309, USA; and D
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SLAC-PUB-5026 August 1989 (A)AN IMMERSED FIELD CLUSTER KLYSTRON" R. B. PALMERStanford Linear Accelerator Center, Stanford University, Stanford, California 94309, USA; and Brookhaven National Laboratory, Upton, NY 11973, USA and-_W. B. HERRMA
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c.-SLAC-PUB-5027 October 1989 CT)FERMIONS SIGMAAND MODELSOLITONSIN THEO(3) NONLINEAR DIMENSIONS*IN 2 + 1 SPACE-TIMEPURUSHOTHAM VORUGANTI~Stanford Linear Accelerator Center Stanford University, Stanford, CA 94309and._.Stanford Un
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SLAC-PUB-5028 July 1989 (1) THE SLD CALORIMETER SYSTEM *A. C. BENVENUTI ZNFN, Sezione di Bologna, l-40126 Bologna, Italy L. PIEMONTESE INFN, Sezione di Ferrara and Universith di Ferrara, I-441 00 Ferrara, Italy A. CALCATERRA, R. DE SANGRO, P. DE SIM
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BUNCH COMPRESSION FOR THE TLC*SLAC-PUB-5034 August 1989 (A)S. A. KHEIFETS, R. D. RUTH, and T. H. FIEGUTH Stanford Linear Accelerator Center (SLAC) Stanford University, Stanford, California 94309The length of the bunch for the TeV Linear Collide
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SLAC-PUB-5038 August 1989 (A)DESIGN OF A HIGH LUMINOSITY COLLIDER FOR THE TAU-CHARM FACTORY*KATSUNOBU OIDEOStanford Linear Accelerator Center Stanford University, Stanford, CA 94309ABSTRACTImportant relations between basic parameters of a hig
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SLAC-PUB-5051 July 1989 (T/E)Phenomenologyof the CKMMatrix*YOSEF Stanford Stanford LinearNIR Center 94309Accelerator Stanford,University,CaliiforniaABSTRACT- The way in which an exact determination the Standard Model is demonstrate
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SL.4C-PYB-5054 .4ugust ISSY (A) E. Tanabe, M. Borland,* A 2-MeV MICROWAVE R. H. Miller* THERMIONIC L. V. Nelson5 GUN1 J. N. Weaver,* and H. Wiedemann'M. C. Green,8* StanfordSynchrotron' Stanford$ AET Associates, Cupertino, CA 95014, USA Rad
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*SLAC-PUB-5056 August 1989 NE COMMISSIONING EXPERIENCE WITH THE SLC ARCS*-. TIMOTTHY L. BARKLGW, YU-CHIU CHAO, ANDBEW HUTTON, NOBUKAZU TGGE, and NICHOLAS J. WALKER StanfordLinear AcceleratorCenter, StanfordUniversity, Stanford,CA, U.S.A. Abstra T
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-SLAC-PUB-5060 LBL-27608 August 1989 (4 AN ADIABATIC FOCUSER*fP. CHENand K. OIDESStanford Linear Accelerator Center Stanford University, Stanford, CA 94309 A. M. SESSLER Lawrence Berkeley Laboratory, Berkeley, CA 94720 s. s. YU Lawrence Liv
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SLAC-PUB-5065 August 1989 E/TTAnalysisof SemileptonicDecays ofMesons ContainingHeavy Quarks*FREDERICK J. GILMAN AND ROBERT L. SINGLETON Stanford Linear Accelerator Center Stanford University, Stanford, California 94309ABSTRACTW e anal
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-i -.SLAC-PUB-5066 August 1989 (1)THE DIGITAL DATA TRIGGER SYSTEMACQUISITION CHAIN FOR THE SLD WARMAND IRONTHE COSMIC RAY CALORIMETER' tINFNA. Benvenuti Sezione di Bologna, I-40126 Bologna, ItalyINFNL. Piemontese Sezione di Ferrar
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SLAC-PUB-5067 August, 1989(9Field Identifications in Coset Conformal Theories from Projection MatricesC. AHN* Stanford Linear Accelerator Center Stanford University, Stanford, California94909andM. A. WALTONt Physics Dept., McGill University
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SLAC-PUB-5068 LBL-27753 September 1989EXPERIMENTAL BEAM DYNAMICS AND STABILITY IN THE SLC LINAC*G. S. ABRAMS Lawrence Berkeley Laboratory, University of California, Berkeley, CA 94720 J. T. SEEMAN, R. JACOBSEN, R. K. JOBE, and M. C. ROSS Stanford
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SLAC-PUB-5069 September 1989 09EFFECTS OF RF DEFLECTIONS ON BEAM DYNAMICS IN LINEAR COLLIDERS*J. T. SEEMAN Stanford Linear Accelerator Center, Stanford University, Stanford, CA 94309.Abstract The beam dynamics effects caused by static RF defle
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SLAC-PUB-5070 LBL-27760 UCRL-101688 August 1989 (A/E)Recent Progress in Relativistic Klystron Research*M. A. Allen, R. S. Callin, H. Deruyter, K. R. Eppley, K. S. Fant, W. R. Fowkes, H. A. Hoag, R. F. Koontz, T. L. Lavine, G. A. Loew , R. H. Mille
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-5.L.SLAG-PUB-5071 LBL-27662 August 1989 wvwFOURTH-ORDERSYMPLECTICINTEGRATION*ETIENNE FOREST Lawrence Berkeley Laboratory Berkeley, California 94720.-andRONALD D. RUTH Stanford Stanford-Linear Accelerator Stanford,Center 94309
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SLAC-PUB-5072October 1989 (1)THE FAST SIMULATION OF ELECTROMAGNETIC AND HADRONIC SHOWERS* G. Grindhammer,alb M. Rudowicz,b and S. Petersba,` %anford Linear Accelerator Center, Stanford University, Stanford, CA 94309 bMax-Planc k - Institut fiir P
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-SLAC-PUB-.5073 November 1989 (A)SUPERCONDUCTING MAGNETS IN HIGH RADIATION ENVIRONMENTS: DESIGN PROBLEMS AND SOLUTIONS*S. J. ST. LORANTand E. TILLMANNCenter CA 94309Stanford Linear Accelerator Stanford University, Stanjonl,-.ABSTRACTA
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iSLAC-PUB-5074 August1989 P-1ConformalField Theoriesfor the Green-SchwarzSuperstring*ROGERBROOKSStanfordLinear Accelerator Center Stanford, California 94$ 09Stanford University,ABSTRACTThe energy-momentum -D dimensions tensor of
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SLAG-PIT13-5075 Auoust lOS!J o (Ej.4)SLC STATUS AND SLAC FUTURE PLANS* BURTON RICHTERStanford Linear Accelerator Center Stanford University, Stanford, California 94309Abstract In this presentation, I shall discuss the linear collider program. ~
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-c, -.SLAC-PUB-5076 FTUV/89-28 August 1989 T/EConstraints on Additional 2' Gauge Bosons from a Precise Measurement of the 2 Mass *tM. C. GONZALEZ-GARCIAandJ. W. F. VALLE Stanford Linear Accelerator Center Stanford University, Stanford, Ca
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ISLAC PUB 5077 SU-ITP-867 August 1989 (T/E)Running Couplings in sum x U(1)BRYANW. LYNN*Department of Physics and Stanford Linear Accelerator Center Stanford University, Stanford, California 94305ABSTRACTWe prove that the running * couplin
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c .-SLAC-PUB-5079 LBL-27683 June 1989 C-WZ" PHYSICSFROM THE MARKII AT THE SLC"Gerald S. Abrams Lawrence Berkeley Laboratory University of California Berkeley, California 94720 For the MARK II CollaborationStanford Linear Accelerator Cente
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-SLAC - PUB - 5081August 1989 PYc, -.Strangeonium A ComparisonSpectroscopy with Kaonat the J/G: Hadroproduction*B. N. RATCLIFF Stanford Linear Accelerator Center Stanford University, Stanford, California 94309ABSTRACTAn experimental p
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SLAC-PUB-5082 June 1989 (Ml- -COLOR TRANSPARENCY AND THE STRUCTURE OF THE PROTON IN QUANTUM CHROMODYNAMICS* STANLEY J. BRODSKY*Stanford Linear Accelerator CenterStanford University, Stanford, California 94305Presented at the Distinguished-Sp
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-SLAC-PUB-5083 August 1989 PmUnsolved Problems in Hadronic Charm Decay*By Thomas E. Browder Stanford Linear Accelerator Center Stanford University, Stanford, CA. 94309AbstractThis paper describes several outstanding problems in the study of h
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-SLAGPIT%5084 SCII' 89/52 l' Noven1ber 1989 (1) STRIP DETECTOR TELESCOPE IN TJJE hlARJ< 11 DETECTORAT TJJE SLCA SILICONL. Labarga' , C. Adolphsen ` B. Barnett' , , A. Breakstone3, I' Dauncey2, . A. Litke' V. Liith4, J. Matthews' , , S. Parker3
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2 COHERENT INTERACTION* PAIR CREATION FROM BEAM-BEAMSLAC-PUB-5086 September 1989 WE/A)PISIN Stanford StanfordCHEN Linear Accelerator Center University, Stanford, California 94309"` i .Abstract It has recently been recognized that in future
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SLAG-PUB-5088 September 1989 (MlT E S T S O F Q U A N T U M CHROMODYNAMICS IN EXCLUSIVE e+e- and ye PROCESSES*STANLEY J. BRODSKY Stanford Linear .4 ccelera f 01 C Ed. enl Stanford Un;versity, Stanford, California g-1309. I-S.41 . IIVTRODVCTION O
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SLAC-PUB-5089 SCIPP-89/37 October 1989 T/EMulti-Scalar Models with a High Energy S&k*HOWARD E . HABER Santa Cruz Institute for Particle Physics University of California, Santa Cruz, CA 95064 andYOSEF NIRStanford Linear Accelerator Center Stan
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SLACPUB-5090 September 1989 T/EImplicationsof a Precise Measurement Breakingof the 2 Widthon the Spontaneousof Global Symmetries*M . C. GONZALEZ-GARCIA Stanford Linear Accelerator Stanford University, Stanford, and Departament Uniuersitat
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fSLAC-PUB-5091 September 1989 (A) BEAM DYNAMICS IN LINEAR COLLIDERS*RONALD D. RUTH Stanford Linear Accelerator Center (SLAC) Stanford University, Stanford, California 94309lNTRODUCTION In this paper, we discuss some basic beam dynamics issues r
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c -.SLAC-PUB-5092 LBL-27740 December 1989 PmMeasurements Distributionsof Charged in HadronicParticleInclusiveDecaysof the 2 Boson*.G. S. Abrams,(` ) C. E. Adolphsen,c2) D. Averill,c3) J. Ballam,t4) B. C. Barish,t5) T. Barklow,(4) B.
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-cSLAC-PUB-5093 September 1989 (T/E)Study of w' Decays*Walter H. Toki representing the Mark III CollaborationStanford Linear Accelerator Center Stanford University, Stanford, California 94309AbstractHadronic decays of the w' are reviewed a
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c .-SLAC-PUB-5094 September 1989 (T/E)-.Tau Charm Factory Physics*Walter H. TokiStanfordLinear AcceleratorCenter StanfordUniversity, Stanford,California 94309Abstract Physics from a Tau Charm Factory is presented..Tau Charm Factories
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SLAC-PUB-5095 September 1989 c (NJGeneralQED/QCDAspectsof SimpleSystems*VALENTINEL. TELEGDI CH-8092!, Zurich,withInstitutefor High h7nergy Physics, ETH, in collaborationSTANLEYSwitzerlandJ. BRODSKY *Stanford Linear Accelerat