Proceedings of the Eleventh International Conference on Cyclotrons and their Applications, Tokyo, Japan

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ACCELERATON OF RADOACTVE ON BEAMS N CYCLOTRONS* M.L. Mallory National Superconducting Cyclotron Laboratory Michigan State University East Lansing M 48824-1321 Abstract The prod uction of radioactive ion beams is reviewed. The major emphasis of this paper is on the cyclotron analogue beam method which utilizes the capability of a high energy heavy ion cyclotron. The demonstration of this technique with the K5 cyclotron at Michigan State University is reported where beams of 3H 1 + and 6He2+ have now been successfully produced. The future portends a large development in the production of radioactive ion beams at high energy. ntroduction The past 2 years has seen a tremendous growth in the capability of accelerating stable heavy ion beams both in energy and in isotopic mass. Cyclotrons have made a major contribution in this technological achievement. Figure 1 is a nuclidic chart showing the - 3 natural occurring stable isotopes (black area) as a function of proton and neutron number. Many of these vi z... a: Q. 1 "- 5 a:... CD ::J Z The present main scientific justification for radioactive ion beam development is the special data needs of the astrophysics community and their desires to elucidate the physics properties of certain radioisotopes that playa role in their solar models. Other possible areas of interest that would benefit from these developments are solid state physics production of radionuclides and deep ion implantation. Since most of the participants of this conference are from nuclear physics laboratories have included a very recent nuclear physics result obtained from a series of radioactive ion beam experiments performed by Tanihata et al. at the Bevalac accelerator. Figure 2 4. 3.S 3 c.::. He Li Be B C MSU-86-298 NUMBER OF NEUTRONS N Fig. 1. Nuclidic chart shown as a plot of neutron number vs. proton number. Approximately 3 stable isotopes are shown in black and 16 known radioactive isotopes are in gray. The white area include nuclei that have been predicted to be stable with respect to particle decay. 2.S isotopes have not been accelerated to nuclear physics energies but seem possible by the present generation of accelerators and ion sources. Figure 1 also shows the - 16 radioisotopes (gray area) that have been identified and studied during the past 5 years. n the very recent years a new frontier has opened namely the production of radioactive ion beams (whose half lives are too short to be introduced in an ion source and accelerated in the conventional manner) at nuclear physics energies 1 2 and it now appears likely that cyclotrons will also make a major contribution in this mass region. 2. L-----.;:.S------l-:-rO'--------;lS' N Fig. 2. RMS matter radii for light nuclei based upon a Glauber model analysis of measured reaction cross section are shown. The data are compared with the trend obtained from a typical spherical HartreeFock calculation (crosses). An improved calculation of 11 Be (plus sign) is based upon a shell model calculation for the orbit occupancies of the 1/2+ configuration combined with a Hartree-Fockcalculation for the radial wave functions. 558

is a meas urement of t he exper i me ntal mean nuclear radius as a funct i on of neutron number for various light radi oactive nuclei. 3 The theoret ical predicti ons of the mean nuclear radi us for spher i cal nucl ei ar e s hown (x - line) and does a very poor j ob of predicti ng these resul ts. Al ex Br own f rom Mi chi gan State has mod i fied h i s model for "Be (cross data point) and i s getting better agreement. 4 The major po int here is that experi ments with radioacti ve beams are already making a contribution to our under standing of nuclear phys i cs models and we would expect many more s i nce t hese be ams will test t he models at extreme condi t i ons of nucl ear matter. The pr i mary purpose of thi s paper is to repor t on the various met hods of producing and accel erating radioact i ve beams. n the f i rst sect i on shall br i ef l y descr ibe the t wo accelerator-target ion sour ce met hod. n the next sect i on s hall report on t he fragmentat i on method of maki ng radi oacti ve par t i cl es and finally shall conclude with the cycl otron analogue beam technique. Two Accelerator - Target on Source Method The initial concept of making a radi oacti ve ion beam requ res an energeti c 1st stage accel erator wi t h its beam bombar di ng a tar get. The radi oactive isotopes made at the t arget migrates to an ion source and are ionized extracted and accelerated in a 2nd stage accelerator. The f i rst part of this technique has been amply demonstr ated at the Cer n SO LDE f acility5 whe r e a prot on beam bombards a target l ocated in the ion source of a mass separator. Fi gure 3 is a shortened version MSU-86-297 Fi g. 4. A photogr aph of the Unisor facility at Oak Ridge. Heavy ions have been used at this fac i lity to make radioact i ve i sot opes. Figure 5 i s a 1 year old schematic drawing of the central region of the Oak Ridge ORC cyclotron 7 showi ng the calculated orbi t of a beam from the tandem accelerator being i njected into the ion source of the cyclotron. t was pr oposed that radioactive i ons would be made in this ion source extracted and accelerated in the ORC. This is the first proposal of using a cyclotron to accelerate radi oact i ve ions to nuclear physics type energies. "This proposal has not been implemented at Oak Ri dge. 1 9 8 '"'!:::!. 7 en c: 6 -... 5 a.. 4 3 2 He H 2 3 4 5 6 7 8 9 1 12 13 14 Neutrons (N) H 1 em DEE ON SOURCE ARC CHAMBER WTH TARGET MATER AL OR C ACC ELERATED RADOACT V E BEAM - --- <t- ARC PLASMA ACC ELERATNG ELECTRODE Fig. 3. A shortened n ucl i dic chart of the l i gh t radioactive isotopes pr oduced at the SOLDE faci li ty in Cern are shown i n dark. The i sotopes were made with a pr ot on beam. of the nucl i dic chart showi ng the radi oacti ve l i ght isotopes made at thi s faci l ity. Heavy ion accel erators have a l so been used to make radioact i ve ions i n a target i on source and Fi g. 4 is a pi cture of t he Unisor facility6 at Oak Ridge. The heavy i ons are accel erated in ORC or the 25MV el ect rostat ic tandem accelerat or. Fi g. 5. A median plane view of the central region of the ORC. The injected beam would impinge upon a target l ocated next t o the arc plasma column of a cold cathode ion source. Radi oactive i ons produced in the target woul d diffuse into the plasma column be ionized extracted and accelerated in the cyclotron. Next show a schematic drawi ng (Fig. 6) of an ion source facility that i s be i ng const r ucted at the Tri umf La bor atory. 8 This f igure shows a target ion source ( propos ed to be an ECR type) where the very intense Tri umf proton beam will be used to produce radi oact i ve 559

ions. t is further proposed that the radioactive ions produced in this facility would be extracted and injected into a superconduct.ing accelerator; the type not yet decided. This proposed facility would be an outstanding frontier device for accelerating radioactive ion beams. Fragmentation - Beam Line Separator With the successful completion of thebevalac it was experimentally discovered that the grazing collisions of high energy heavy ion nucleons resulted in the production of nuclear fragments in large yields. The measured cross section yields 9 for different fragments obtained from ihteraction of a 22 MeV/u 48Ca beam are plotted in Fig. 1. The most abundant cross sections are produced in the tens of millibarn and can potentially lead to large radioactive ion beams. Figure 8 is the integrated fragment production cross section for a variety of masses at three incident energies. 1 The yields are nearly equal over this range where the lower ener gy per nucl eon are wi thi n the capabilities of the K5 cyclotron at Michigan State and the Ganil accelerator. Several fragment angular distributions taken at MSU 11 are illustrated in Fig. 9 and indicates that the fragment production cross sections are sharply peaked in the forward direction of the incident primary beam. These experimental observations have led to the construction of a fragment separator in the external beam line of the Bevalac. Neutron number Fig. 1. The production cross section of neutron rich light isotopes observed in the fragmentation of 212 48 2 MeV/u Ca ion on an 89 mg/cm Be taret. Ar + Co Msu a4 41 42 MeV/NUCLEON \.. 1. e... "...... -'u... :;t.. r"""'" r.. '" t 92 MeV/NUCLEON (xo"( -........'ul ""'1. V.1'' 1.UtTT. 111111. UU.'ll.'77.1'D.ac t"'t+t 137 MeV/NUCLEON (xo-4) t.o.&..a......... Fig. 6. facility current ions. The planned layout of a target ion source at Triumf is shown. The high intensity proton of Triumf will be used to make radioactive FRAGMENT MASS Fig. 8. The integrated fragment production cross section for Ar + Ca as a function of the fragment mass for several beam energies. The lower energies are within the capability of the K5 cyclotron. 56

'u.n."ln cll.rtlntlona 1 1 MSU-86-37 1 8 Bp18lS. 1 'i i! i 1-1 "-." " 1-2.t.'73 x 8'-1. (- el Ue) o &1-1.134 8-2.13. 1 Anle (e. ) 15 ooo <.! 4 2 8 6 4 2 1 6+ 8p1.16 89177 C "(1 Fig. 9. Preliminary angular distribution for 16 + 58 Ni at 35 MeV/u. Data for 7Li and lob are shown for different rigidities. Figure lois a schemati c drawing of the fragment separator 12 in the secondary beam line at the Bevalac where F1 is the target. This target is followed by a magnetic analysis system and finally by a detector that with time-of-flight makes it possible to identify 4 2 4 looo 89.1 146 dl 3 F2alit o.... " loa 6W1.V Fig. 1. The secondary beam line at he Bevalac for making radioactive isotopes. The target is located at Fl followed by an analysis system. single isotopes. A similar fragment separator is now in operation at the Ganil accelerator. 13 Figure 11 is a Ganil measurement of the production of radioactive ion beams produced with an argon primary beam as a function of the Bp of their analysis system. Such an external analysis system has also been studied at Michigan State by L. Harwood. 14 At the Unilac a complex fragment production facility and storage ring is under design. 15 Cyclotron Radi oacti ve Analogue Beam Method The heavy ion analogue beam method was developed approximately 15 years ago 16 and it is a technique for the tuning of the cyclotron for small intensity ion beams. A large intensity beam is first tuned in the cyclotron and its mass to charge ratio (m/q) is nearly equal to the mass to charge ratio of the low intensi ty beam. Figure 12 and 13 shows examples of analogue beams obtained from the ORC and 88" cyclotrons. The 1971 ORC data shows six analogue peaks which were obtained from a Penning ion source for the mass to charge ratio of 5. The 88" data was obtained this year for an ECR ion source 17 and shows over 15 beams for the mass to charge rati of 4. These beams are all extracted with only slight variations in the rf frequency and appropriate changes in the feed material of the ion source. n the radi oacti ve i on beam case the analogue beam method means the mass to charge ratio of the primary beam that fragments into the radi oacti ve beam at an appropriately placed target is equal to the radioactive beam mass to charge ratio. 18 Fig. 11. A series of spectrum obtained at Ganil showing the effect of Bp variation in their beam line on the purity of 38Ar 39Ar and 41 K. 2eo 24 2 g.6 OJ.2 8 ON." 1e' 4..'. M'. "..h Jl;11 1\ ". 4 j. :- \ 8 '2 '6 2 24 28 32 36 4 CHANNEL NUMBER Fig. 12. Analogue beam spectrum produced from a Penning source at the ORC cyclotron for the mass to charge ratio of 5. Table 1 lists examples of primary and radioactive analogue beams. The radioactive beam is completely stripped of its electrons as would most probably happen in this energetic collision process. The table indicates that the very light elements and neutron rich radioactive isotopes comprise.the mass region for this method. Another heavy ion experimental result obtained during the past 1 years is the energy distribution of the light fragments. 19 For example Fig. 14 shows the light particle fragment energies from the breakup of a 3 MeV/ll carbon beam. This figure indicates that some 561

q/a -1/4 " (8.75 MeV/u)!2c 1." 'H. 'A:!.4 Kr 1 5 p MSU-86-211 12C + 56 Fe 15 Ec = 192.6 MeV 1. 1... t.> 1. 1.... 1 \ONe 32 S3' 21S A 24M He. 52 Cr.. 1'1 i'pe OKr sao 1 15 2 N 'tl :> OJ ::> '-....c E 2-1 5 2 laj b Channt13 Fig. 13. Analogue beam spectrlut produced from the 88" cyclotron facility using an ECR ion sour ce for q/a of 1/4.. 2.5 fraction of the fragmented tri tuum parti cles have an energy per nucleon greater than the energy per nucleon of the incident carbon beam. t has been realized that the Fermi motion of the nucleons in the projectile must be included in the final energy of the fragments thereby making it possible to have fragment energies per nucleon equal or greater than the incident Table Analogue Radioactive on Beams Primary Beam Fragment Beam Lifetime 6 Li 2+ 3H 1 + 12.3Y.1 1 2 3 4 5 E lab (MeV ) 6 7 8 Fig. 14. An experimental measurement of the yields of light fragments from carbon upon an iron target taken in 1976. Some fraction of the tritium ions have an energy per nucleon greater than the carbon beam. interaction of the primary beam with a target some fraction of the radioactive analogue beam will have the same velocity as the primary beam and will continue to be accelerated in the cyclotron. 12C4+ 6 He 2+ 85 ms Energy Spectrum of she 16 4+ 8 He 2+ 119 ms 16 6+ 8L i 3+ 844 ms 18 6+ 9 Li 3+ 177 ms 22Ne 6 + 1 \i 3+ 8.7 ms 22Ne 8 + l Be 4+ 13.8 s 24 Mg 8+ 12 Be 4+ 24 ms wloo >...J W a: 8 z: 6 u w (f) (f) (f) a: u 4 12C ---+ she + sse 2 MeV/A S = 36. MeV Rc=2.4 fm 2ONe8+ 15 c 6+ 2.45 s 2 24 Mg 9+ 16 c 6+.75 s 25 Mg 1+ 2 8 + 13.5 s 1 2 ENERGY (MeV) 3 projectile. A recent theoretical calculation 2 of the relative ross section for making 6He from a carbon beam as a function of energy (F ig. 15) shows a large val ue at the proj ectile energy. This means that after Fig. 15. A theoretical prediction of the fragments 6He energy per nucleon relative cross section and shows a large valve for the cross section at the projectile energy per nucleon (arrow). 562

Figure 16 shows the initial concept of producing a radioactive ion beam from the K5 cyclotron. The figure shows the pole tips of the K5 and representative beam orbits. At - 15" radius the primary beam strikes a target. Radi oacti ve analogue ions made at the target in the forward direction ( ) and at the same velocity as the incident beam would continue to be accelerated. The primary beam will be / probe used for the radioactive beam test and shows the t arget located at the probe end and an aperture located directly behind it which provides a penetration space for the extracted beam. Experiments have been done with various carbon target thickness and all have produced radioactive beams. As the target increased from.1" to.125" the extracted radioactive current increased. Production rate is very sensi ti ve to the radial position of the target. The increase of the beam current to target thickness and position has raised interesting questions as to the exact nature of production. One proposal being explored is small angle grazing at the target edge for the production mechanism. \ CONVERSON TARGET PROBE Fig. 16. A view of the lower half of the K5 cyclotron pole tips and extraction system. The initial concept for making radioactive ions had a target lo cate d at 15" radius. The concept now being investigated has the target located on the last turn (lower right corner). stripped of electrons and lost in the cyclotron interior. The requirements for accelerating the radioactive ion beam to full radius of the cyclotron depends on how exact an analogue the beams are and the radius of the target. n the K5 one also has the capability of making fine adjustments to the cyclotron accelerating magnetic field thru the magnet trim coils.... 18 f F1gure 17 1S the computed phase h1story plot. 6.2. 3 1 convert1ng a L1 + pr1mary beam to H + at 15" and indicates that these beams can be accelerated to full radius with the existing trim coils of the K5 cyclotron. 1..8.6.4 MSU-85-393... 2 w -----f-+---4+-+------r-- z ; -.2 -.4 -.6 -.8-1. Fig. 17. The computed sine phase curve for 6Li 2+ going to 3H 1 + wi th a final energy of 3 MeV/u is shown. The fragment producing target was located at 15" for this calculation. The studies at Michigan State has now focused on placing the conversion target at the outer radius of the cyclotron primarily because of the ease of constructing the target probe and also better yields at higher energies. Figure 18 is a picture of the target r 7 PS Fig. 18. The target probe is shown in the photograph. Carbon is used for the arget and a thin stripper i s mounted in the extraction slit behind the target. n the ini tial experiment a large count rate consisting of the primary beam (-1 6 ct/sec) was obtained for all target thickness. All equilibrium charge state calculation indicated that the primary beam should be completely stripped of electrons and thereby unable to follow the cyclotron extraction path. This unstripped beam resul t has been observed before and it was proposed that some smal l fraction of the totally stripped beam is able to recapture electrons at the target back interface. These primary beam ions can be reduced in intensity by a second s tripping and a clearing magnet. A thin stripper was installed in the extraction path hole of the target probe and resulted in reducing the primary beam to less than 1 ct/sec in the K5 external beam line. Figure 19 shows energy peaks of beam particles detected with a solid state silicon detector. The detector is too thin to stop the 3Hl+ hence producing the smeared peak seen at the lower energy. 6He 2+ is detected at a count rate of 2 particles per second. Small peaks are seen at the location for 9Li 3+ and 12 Be 4 +. Figure 2 shows an initial experiment of measuring the energy loss of 6He for a series of absorbers. The detector for this experiment is mounted in air and the 6He exits out the end of the beam pipe. n the first curve the 6He penetrates completely thru the silicon detector. As additional aluminum absorbers are added the 6He just completely stops in the detector and with additi onal absor bers the 6H e ener gy is degraded. Although we have not measured the radioactive analogue beam phase space parameters it is assumed they are equal to the normally extracted beam quality of the K5 21 which is 1 mm-mrad in the radial direction and 7 mm-mrad in the axial direction 563

MSU-86-33 1 6 He 3.8 mm (/) z 1 u 1 Helium Acceleration History in Cyclotron With the successful acceleration and extraction of 6He from the K5 cyclotron (the particles are accelerated across four dee gaps before extraction) all but one isotope of helium has been produced from cyclotrons and made available for experiments. Figure 21 is a histogram of the discovery and acceleration history of the various helium isotopes. 4He was first a Fig. 19. The energy spectrum obtained for the. 18 6 fragmentation of an + beam at 35 MeV/u. The lower energy peaks are due to. 3 H1+ which penetrate thru the 6 9. 12 detector. He Ll and Be analogue peaks are identified. 8 Helium Discovery-Acceleration Histogram MSU-86-296 7 ) and with an energy spread <.1%. This small phase space limits our radioactive beam count rate but also gives a high quality beam for experiments. Present K5 cyclotron primary beam currents are now limited by the power dumped into the extraction system. Wi th an internal target the currents will be limited by the ion source which can be up to two magnitudes greater than the extraction limit. However concerns on where the stripped primary beam is dumped i nsi de the K5 has limi ted the i niti al beam curr ents. Examination of the cyclotron interior approximately one week after a test run showed no evidence of thermal damage where the maximum primary current for 186+ was 1.4 e\1a. ncreased radioactivation of the cyclotron interior is also a concern and studies on activiation are underway. No change in the cyclotron radiation environment was detected after the above run. With greater primary beam intensity we expect to increase the 6He2+ current C/) Z 6 u [ W\ t ldj\ 4.8 mm MSU-86-3 5.4 mm 8.2 mm. 7. mm 7.8 mm 3.8 mm o 1 2 25 Fig. 2. A series of energy spectra obtained for the 6 He beam as various Al degraders were added before the detector. nitially <3.8 mm) the 6He did not stop in the detector. The peaks at low energy are all caused by 3He 1 +. This data represents the first preliminary experiment at Michigan State with 6He 186 19 195 Years Fig. 21. 2 A histogram of the discovery and cyclotron acceleration of the helium isotopes. Only 8He has not been accelerated in a cyclotron. discovered 22 in solar spectrum in 1868 and successfully accelerated in a CYClotron 23 by Lawrence in 1933. 6He was discovered 24 in 1936 and accelerated in the K5 during this year 1986. 3He was discovered 25 at 8 Berkeley by using the cyclotron as a mass separator. He was produced for the first time at Berkeley only 2 years ago and has not yet been accelerated in a cyclotron. Within a short span of years the acceleration of all helium isotopes at nuclear physics energies can be expected. Conclusion The production and acceleration of radioactive ion beams at nuclear physics energies is now underway. Cyclotrons are playing a major role in this technical development. The analogue beam method has been proven viable at Michigan State Uni versi ty and experiments continue to elucidate its performance capability. The future for radioactive beams at nuclear physics energies looks very promising and challenging. Acknowledgements wish to thank my colleagues at Michigan State for their help in accelerating 6He ; R. Blue D. Mikolas F. Marti J. Nolen J. Kuchar P. Miller R. Ronningen and W. McHarris. also thank the K5 operational crew for their fine help. thank D. Clark from Berkeley for his help in obtaining the helium history. thank E.. Hudson and K. Carter for the data and pictures from Oak Ridge. thank B.A. Brown G.M. Crawley andh. Utsunomiya for using their unpublished data. * This material is based upon work supported by the National Science Foundation under Grant No. PHY83-12245. 564

References 1. J.M. Nitschke LBL-17935 (June 1984). 2. Proceedings of the Accelerated Radioactive Beams Workshop Parksville Canada (September 1985). 3. 1. Tanihata et al. Phys. Rev. Lett. 55 (1985) 2679.. 4. B.A. Brown and G.F. Bertsch (Private Comm.). 5. H.L. Raun et al. Proceedi ngs of the Accelerated Radioactive Beam Workshop Parksville Canada (September 1985) 94. 6. E.H. Spejewski et al. Proc. Eighth nt. Electromagnetic sotope Separator Conf. eds. G. Andersson and G. Holmen Chalmers Univ. Gothenberg Sweden (1973) 318. 7. M.L. Mallory and G.S. McNeilly Nucl. nstr. and Meth. 138 (1976) 421. 8. TheTriumf Accelerated Radioactive on Beams Facility Newsletter #4 (1986). 9. G.D. Westfall et al. Phys. Rev. Lett. 43 (1979) 1859. 1. Barbara Vincenta Jacak Ph.D. Thesis Michigan State University (1984) 4. 11. G.M. Crawley (Private Comm.). 12.. Tanihata Proceedings of the Accelerated Radioactive Beams Workshop Parksville Canada (September 1985) 354. 13. R. Bimbot et al. Z. Phys. A. - Atoms and Nuclei 322 (1984) 443. 14. L. Harwood "Proceedings of the Workshop on Prospects for Research with Radioactive Beams from Heavy on Accelerators" Washington DC (1984). 15. H. Geissel et al. Proceedings of the Accelerated Radioactive Beams Workshop Parksville Canada (September 1985) 341. 16. M.L. Mallory E.D. Hudson and G. Fuchs Proceedings of the nternational Conference on Multiply-Charged Heavy on Sources and Accelerating Systems EEE Trans. Nucl. Sci NS-19 No.2 (1972) 118. 17. M.A. McMahon et al. LBL-21538 Preprint (1986). 18. M.L. Mallory Proceedings of the Accelerated Radioactive Beam Workshop Parksville Canada (September 1985) 283. 19. J.B. Ball et al. Phys. Rev. Lett. 4 (1978) 1698. 2. H. Utsunomiya (Private Comm.) 21. F. Marti (Private Comm.) 22. Handbook of Chemistry and Physics 38 (1957) 367. 23. M.S. Livington Physics Today 12-r1956) 18. 24. T. Bjerge Nature 137 (1936) 865. 25. L.W. Alvarez Physev. 56 (1939) 379. 26. J. Cerny et al. Phys. Re Lett. 1 (1966) 469. Addendum After completion of thi s paper it was real i zed that locating the conversion target on the last turn of the cyclotron internal beams removes the cyclotron resonance constraint thereby allowing the extraction of non analogue beams. This greatly expands the possible radioactive ion beam list. 565