Accelerators Overview

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Accelerators Overview Introduction to Accelerators Overview Saturday Morning Physics Fermilab – October 18th Particle accelerators Particle accelerator is a device that uses electrostatic force to accelerate and electromagnetic fields to bend charge particles to high speeds and energy SMP - Introduction to Accelerators | fgg 2 What is a particle accelerator? Does anyone knows what . World’s biggest particle accelerator the name of this machine is? . 7 TeV energy , 17 miles (27 km) in circumference . 574 ft (~180 m) buried underground between the border of France and Switzerland heat matter at temperatures last seen since Big Bang LHC: Ulra High vacuum Order the magnitude lower than ISS space station Very low temperatures -456o F SMP - Introduction to Accelerators | fgg 3 How many accelerators are there? There are > 15,000 particle accelerators around the world Only research particle accelerators are shown here. Data: ELSA [http://www-elsa.physik.uni-bonn.de/accelerator_list.html] SMP - Introduction to Accelerators | fgg 4 How do they work? Which of these particles you cannot put into an accelerator? Required elements to make an accelerator Particles Energy Control Collision Detector e n p g l e r o e u o l c t t d t r o r o n a o n t n o m SMP - Introduction to Accelerators | fgg 5 Particle accelerators Modern Physics Computing Quantum Physics Accelerator design code Particle Physics High performance computing Engineering Radio Frequency Classical Physics Alignment & Survey Ultra high vacuum Mechanics Particle Electronics Electrodynamics Accelerator Magnet Technology Mechanical Cryogenics SMP - Introduction to Accelerators | fgg 6 A little bit about me… This is Originally from Sao Paulo (USP), Brazil great… What do I like… BRR!!! soccer, football, F1, ski, hiking, camping, Fermilab… relax on the beach…21F Here I come! Interval training workout Movies, concerts, plays, operas ~8,400Education miles – University later of Sao Paulo 1995 Ms in Theoretical Particle Physics 2000 PhD in Exp. Particle Physics 84F Feb ‘96 moved to US to develop my PhD work SMP - Introduction to Accelerators | fgg 7 Outline 1. INTRODUCTION 1. HISTORY OF ACCELERATORS 2. BEAM CONTROL 1. STEERING 2. FOCUSING 2. FNAL ACCELERATORS CHAIN 1. ACCELERATOR BASED EXPERIMENTS 2. BEAM DIAGNOSTICS 3. RADIATION 4. HOW ACCELERATORS ARE OPERATED 3. ACCELERATOR APPLICATIONS, TECHNOLOGY & FUTURE ACCELERATOS SMP - Introduction to Accelerators | fgg 8 Particle accelerators Modern Physics Computing Quantum Physics Accelerator design code Particle Physics High performance computing Engineering Radio Frequency Classical Physics Alignment & Survey Ultra high vacuum Mechanics Particle Electronics Electrodynamics Accelerator Magnet Technology Mechanical Cryogenics SMP - Introduction to Accelerators | fgg 9 Units .Energy is measured in units of electron volt (eV) . 1 eV : kinetic energy gained (or lost) by a unit charged particle after crossing an electrical potential of one volt . However, 1V = 1 J/C , so 1eV = (1.602x10-19 C)*1 J/C DE = qV elementary particle How fast is the particle moving? 1 2 E = mv , so v = 2퐸/푚 + V=1.5V - 2 INTRODUCTION = 2푥1.5푥(1.6푥10−19퐽)/(1.67푥10−27푘푔) ≌ 1.7푥104 푚/푠 remember that velocity of light is 3x108 m/s this is only 0.006 of speed of light!!! SMP - Introduction to Accelerators | fgg 10 Electrostatic The force from the electrical field will pull How many batteries would take to the particle and make it create a LHC accelerator? move increasing its speed INTRODUCTION until it moves really fast. So…does it mean that particles will be moving at 7푥1012 NO! relativistic effects Not very practical, is it? ≃ 4,000c??? 1.5 has to be considered (more later…) SMP - Introduction to Accelerators | fgg 11 Electromagnetism When a charge particle is placed in a magnetic field, it experiences a magnetic force when the charge is moving relative to the magnetic field 퐹 퐵 (perpendicular) 푣 INTRODUCTION 퐵 Magnetic field make particles to move on a circular path SMP - Introduction to Accelerators | fgg 12 Electrostatic & Electromagnetism While electric fields change the energy of the particles, Magnetics fields make them making the particles move follow a circular path Lorentz INTRODUCTION faster …. Equation of motion under Lorentz force 푑푝 퐹 = 푑푡 = q(퐸 + 푣 x퐵) SMP - Introduction to Accelerators | fgg 13 Relativity: momentum & energy Rest energy = 푚 푐 2 2 E0 0 Einstein’s relativity formula E = 푚푐 E Lorentz factor g = E mass of a moving 0 When particles are accelerated close to speed particle 푚 = g푚0 v of light, relativistic effects start counting... Normal veloci b = ty c Total Energy 2 2 2 2 2 2 2 E pc E = Ekin + m0c = 푚0푐 + 푝푐 INTRODUCTION E E0 pc E0 momentum and energy are not equal Non-relativistic p = m v p = 푚푣 = 푚0푐bg 0 E momentum and energy become closer pc High relativistic p = m0cg = E/c E0 SMP - Introduction to Accelerators | fgg 14 Length scale …why accelerators? In order to study small objects, the higher the energy of the probe one needs to use it ℎ De Broglie’s wavelength l = Planck constant h = 6.63x10−34J.s 푝 = 4.14x 10−15eV.s INTRODUCTION Picture from http://www.clab.edc.uoc.gr/materials/pc/surf/ accelerators_intro.html SMP - Introduction to Accelerators | fgg 15 Velocity as function of energy E= 훾푚푐2 relativistic More energy can be poured into the 2∗퐸 v= particles, giving a shorter l so that it 푚 Non-relativistic probes deeper into the sub-atomic world INTRODUCTION [MeV] SMP - Introduction to Accelerators | fgg 16 Early days… . 1870 Discovery of Cathode Rays Tube (CRT) by William Crookes . Propagation of electrons from the cathode to the anode William Crookes Electrons are emitted from a heated element (cathode) which resides inside INTRODUCTION glass tube under vacuum. Electrons are attracted to the anode and strike a flat screen coated with phosphor which glows Where was it used for? when struck by the beam of electrons Typical energies of about tens of thousands of eV SMP - Introduction to Accelerators | fgg 17 Early days… . 1895 Discover of X-Rays . X-rays are produced as the result Nobel Prize of changes in the positions of the 1901 electrons orbiting the nucleus An X-ray tube: electrons are accelerated by electrical field Wilhelm Rontgen and generate X-rays when they First X ray made in public. Medical hit a target. Society Jan 1896 INTRODUCTION . 1897 – Cavendish Laboratory . Demonstrates that cathode rays are made of particles . measured the mass to charge ratio, . 1,800 x lighter than hydrogen atom . Discovery of the first elementary particle electron SMP - Introduction to Accelerators | fgg 18 Timeline 1890 Rutherford develops the theory of atomic scattering using alpha-particles Rutherford need a more powerful source to 1900 continue his research Direct-Voltage accelerators 1927: “It has been my ambition to have Cockcroft & Walton & Van de Graaf available for study a copious supply of atoms electrostatic generator and electrons which have an individual 1930 1928 Gurney and Gamov predicted tunneling energy far transcending that of alpha and & Cockcroft-Walton start designing 800kW beta particles from radioactive bodies. I am hopeful that I may yet have my wish fulfilled.” 1940 SMP - Introduction to Accelerators | fgg 19 Cockcroft-Walton accelerator 1928-1930 Rutherford’s Laboratory . Nobel Prize . Voltage multiplier by using a stack of1951 capacitors and switch diodes Design for 800 kV, but reached 700kV John Cockcroft E.T..S. Walton Lithium atoms split with only 400 kV protons! First device to produce an artificial nuclear disintegration Main limitation INTRODUCTION Hard to reach ~1MV due to discharges through air and along material surfaces. Concept design First accelerator John Cockcroft , Ernest Rutherford, E.T..S. Walton SMP - Introduction to Accelerators | fgg 20 Examples of C-W accelerators BNL (USA) 1971-1988 INTRODUCTION CERN (CH-F) 1959-1993 FNAL (USA) 1969-2012 SMP - Introduction to Accelerators | fgg 21 The Van de Graaf generator . 1929-1933 VDG . Belt of insulating material carries electricity from a point source to a large insulated spherical conductor. Another belt delivers electricity of the opposite charge to another sphere Concept design R. J. Van de Graaff Main limitation . Tandem Graaf Accelerator (1950) Van de Graaf cannot go . Negative ions are accelerate towards a much beyond 10-20 MV. positive terminal located INTRODUCTION Electric breakdown in the center of a pressure tank was a . The negative ions pass through a foil the electrons fundamental are stripped, producing a limitation. positive-ion beam . The beam is then accelerated a second time away from the positive terminal SMP - Introduction to Accelerators | fgg 22 Examples of VDG & Tandem generators Daresbury (UK) 20MeV 1981 MIT (USA) 5MV generator 1933 INTRODUCTION 14UD 15MV ANU (Australia) Operational since 1973 Michigan (USA) 6MV Tandem Yale (USA) 1964-2011 22.4 MV Tandem BNL (USA) 15MV Fermilab (USA) SMP - Introduction to Accelerators | fgg 4.4 MV Pelletron23 Timeline 1890 Rutherford develops the theory 1927: “It has been my ambition to have of atomic scattering available for study a copious supply of atoms Rutherford need a more powerful source to and electrons which have an individual continue his research. 1900 energy far transcending that of alpha and beta particles from radioactive bodies. I am hopeful that I may yet have my with fulfilled.” Direct-Voltage accelerators Time-varying fields resonant acceleration Cockcroft & Walton & Van de Graaf electrostatic generator 1930 1924 Ising proposes time-varying fields 1928 Gurney and Gamov predicted tunneling across drift-tubes & Cockcroft-Walton start designing 800 kW 1928 Wideroe demonstrates Ising’s principle 1929 Lawrence creates cyclotron 1940 SMP - Introduction to Accelerators | fgg 24 Application of time-varying fields . 1924 Gustav Ising, (Sweden) . proposes applying much smaller voltage in an linear accelerator by using time-varying fields G. Ising Particles would be accelerated by using alternating electric fields, with “drift tubes” INTRODUCTION positioned at appropriate Ising’s idea intervals to shield the particles during the half-cycle when the Ising was unable to field is in the wrong direction demonstrate the concept for acceleration SMP - Introduction to Accelerators | fgg 25 .
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