Particle accelerators Dr. Phys., pētnieks Artis Linarts RTU, MLKF, TFI CERN - 2016.

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Presentation transcript:

Particle accelerators Dr. Phys., pētnieks Artis Linarts RTU, MLKF, TFI CERN

Why particle accelerators ? Why accelerators?: need to produce under controlled conditions HIGH INTENSITY, at a CHOSEN ENERGY particle beams of GIVEN PARTICLE SPECIES to do an EXPERIMENT! An experiment consists of studying the results of colliding particles either onto a fixed target or with another particle beam. 2

CERN paātrinātāju komplekss Mērķis – LHC radīt lādētu daļiņu sadursmes ar lielām enerģijām, lai ar sensoru palīdzību izprastu vielas uzbūvi, visuma izcelšanos un atklātu jaunas daļiņas 450 GeV – 7 TeV 50 MeV – 1.4 GeV 1.4 GeV – 26 GeV GeV Ultra high vacuum – mbar C ~ 27 km C ~ 6 km C ~ 630 m C ~ 157 m 3

CERN paātrinātāju komplekss Linac 2, praktiski necik. PSB, mazāk par 1,2 s. PS, mazāk par 3.6 s SPS mazāk par 16.8 s LHC, vismaz 30 minūtes s → km 3,7 reizes lielāks attālums nekā no Zemes līdz Saulei Cik liels ceļš jāveic protonam no sākuma līdz sadursmes brīdim LHC? No H 2 tvertnes } 4

Protonu iegūšana H2H2 Katods Protonus iegūst ar elektronu starojumu jonizējot ūdeņradi Anods Plazma Uz LINAC Protoniem izejot caur ~ 1mm 2 spraugu tiek paātrināti līdz 1.4 % c, v ≈4000 km/s 5

Paātrinātāju darbības princips Goal: keep enough CHARGED particles confined in a well defined volume to accelerate them for a sufficiently long time (ms - hours) Electric field accelerates particles Particles of different energy (speed) behave differently Magnetic field confines particles on a given trajectory An accelerator is formed by a sequence (called lattice) of: a)Magnets → Magnetic Field F b b) Accelerating Cavity → Electric Field F E Lorentz Force 6

Paātrinātāju darbības princips 7

Linac 2 Protons pass through the conductors, which are alternately charged positive or negative. The conductors behind them push the particles and the conductors ahead of them pull, causing the particles to accelerate. Small quadrupole magnets ensure that the protons remain in a tight beam Rolf Widerøe 8

Linac 2 At the end of Linac 2, the proton bunches have reached the energy of 50 MeV and speed 31,4 % c Low frequency RF generator (<10MHz) 9

Ciklotrons 1)Particle source located in a vertical B field near the center of the ring 2)Electrical (E) RF field generated between two gaps with a fixed frequency 3)Particles spiral while accelerated by E field every time they go through the gap Main limitations: 1) not working for relativistic particles, either high energy or electrons 2) B field at large radius not vertical E. Lawrence 1932 B E 10

Sinhrotrons New concept of circular accelerator (1952). The magnetic field of the bending magnet varies with time. As particles accelerate, the B field is increased proportionally. The frequency of the accelerating cavity, used to accelerate the particles, has to also change. 11

Sinhrotronu paātrinātāju komplekss PSB – from 50 MeV to 1,4 GeV PS – from 1,4 GeV to 25 GeV SPS – from 25 GeV to 450 GeV LHC – from 450 GeV to 7 TeV 12

Dipolu magnēts Force given by the vertical magnetic field compensates the centrifugal force to keep the particles on the central trajectory A fast dipole, able to deflect the beam in few μs is called kicker. A kicker is used to extract the beam from the machine.! B F 13

Kvadrupolu magnēts Dipoles are interleaved with quadrupoles to focus the beam. Quadrupoles act on charged particles as lens for light. By alternating focusing and defocusing lens the beam dimension is kept small 14

Magnētiskās lēcas B field is focusing in one plane but defocusing in the other. 15

LHC LHC is a collider and synchrotron storage ring: Large: high energy needs large bending radius 26.7 km circumference Collider: particles are stored in two separated rings which are synchrotrons, and accelerated from injection energy (450 GeV) to 7 TeV. At 7 TeV the two beams are forced to cross in collision points to interact. 16

LHC fakti Nb –Ti superconducting cable – operational temperature 1,9 K 17

LHC paātrinātājs The field in an RF cavity is made to oscillate at a given frequency, so timing the arrival of particles is important. On LHC, each RF cavity is tuned to oscillate at 400 MHz. The ideally timed proton, with exactly the right energy, will see zero accelerating voltage when the LHC is at full energy. Protons with slightly different energies arriving earlier or later will be accelerated or decelerated so that they stay close to the energy of the ideal particle. Each lap around LHC protons gain ~ 485 keV => About 10 6 laps to reach full energy 18

LHC paātrinātājs Particles are confined within a range in phase and energy called BUCKET and are grouped into bunches by the electric field Bunch length: few 100’s- few ns 19

LHC turpinājums Beam screen to protect Superconducting magnets from Synchrotron radiation. Radiation emitted by charged particles accelerated longitudinally and/or transversally Power lost per m in dipole: some W Total radiated power per ring: some kW Vacuum required to avoid unwanted collision far from the IPs and decrease the Luminosity Typical vacuum: Torr There is ~6500 m3 of total pumped volume in the LHC, like pumping down a cathedral. 20

Vēlreiz CERN paātrinātāju komplekss Mērķis – LHC radīt lādētu daļiņu sadursmes ar lielām enerģijām, lai ar sensoru palīdzību izprastu vielas uzbūvi, visuma izcelšanos un atklātu jaunas daļiņas 450 GeV – 7 TeV 50 MeV – 1.4 GeV 1.4 GeV – 26 GeV GeV Ultra high vacuum – mbar 21

LHC enerģijas apjomi At 7 TeV: Imax = A Field=8.33 T Stored energy= 6.93 MJ The energy stored in the entire LHC could lift the Eiffel tower by about 84 m Total stored beam energy at top energy (7 TeV), nominal beam, 334 MJ Nominal LHC parameters: protons per bunch 2808 bunches British aircraft carrier: HMS Illustrious and Invincible weigh 20,000 tons all-up and fighting which corresponds to the aircraft carrier navigating v=5.8 m/s 22

Paldies par uzmanību! 23

Atsauces Introduction to accelerators by Simone Gilardoni CERN-BE/ABP Introduction to Accelerator Physics by Pedro Castro / Accelerator Physics Group (MPY) G J Wiener et al Phys. Educ. 51 (2016)