Polarization-preserving of laser beam in Fabry Perot Cavity Accelerator center, IHEP Li Xiaoping.

Slides:



Advertisements
Similar presentations
Waves (in general) sine waves are nice
Advertisements

Chris A. Mack, Fundamental Principles of Optical Lithography, (c) 2007
Measuring film thickness using Opti-Probe
Lecture 8: Reflection and Transmission of Waves
Gaussian Beam Propagation Code
Physics 6C Interference of EM Waves Prepared by Vince Zaccone For Campus Learning Assistance Services at UCSB.
Light and Matter Tim Freegarde School of Physics & Astronomy University of Southampton The tensor nature of susceptibility.
ELEG 648 Plane waves II Mark Mirotznik, Ph.D. Associate Professor The University of Delaware
Compton Experiment at the ATF Update since TILC09 Positron Workshop Durham 28-October-2009 Junji Urakawa instead of T.Takahashi KEK for collaborators.
Status of g ray generation at KEK-ATF ► Introduction ► Status of the cavity R&D ► Out Look French Labs. : LAL (Orsay) in Collaboration with CELIA (Laser.
Properties of Multilayer Optics An Investigation of Methods of Polarization Analysis for the ICS Experiment at UCLA 8/4/04 Oliver Williams.
Photonic Ceramics EBB 443-Technical Ceramics Dr. Sabar D. Hutagalung School of Materials and Mineral Resources Engineering Universiti Sains Malaysia.
Lecture 1 Review of Wave optics Today Introduction to this course Light waves in homogeneous medium Monochromatic Waves in inhomogeneous medium.
Physics 6C Interference of EM Waves Prepared by Vince Zaccone For Campus Learning Assistance Services at UCSB.
Reflection and Refraction of Plane Waves
EE3321 ELECTROMAGNETIC FIELD THEORY
Copyright © 2009 Pearson Education, Inc. Chapter 32 Light: Reflection and Refraction.
EM SPECTRUM Miscellaneous Wave Properties of Light Light & Color Mirrors & Lenses.
Status of g ray generation at KEK-ATF ► Introduction ► Status of the cavity R&D ► Out Look French Labs. : LAL (Orsay) in Collaboration with CELIA (Laser.
Chapter 12. Multimode and Transient Oscillation
Chapter 5 Jones Calculus and Its Application to Birefringent Optical Systems Lecture 1 Wave plates Wave plates (retardation plates) are optical elements.
Installation of a Four-mirror Fabry-Perot cavity at ATF 1.Our setup/goal 2.Why 4 mirrors ? 3.The ATF 4-mirror cavity 4.The optical scheme 5.The laser/cavity.
1 Polarisation effects in 4 mirrors cavities Introduction Polarisation eigenmodes calculation Numerical illustrations F. Zomer LAL/Orsay Posipol 2008 Hiroshima.
M. Woods (SLAC) Beam Diagnostics for test facilities of i)  ii) polarized e+ source January 9 –11, 2002.
The wave nature of light Interference Diffraction Polarization
Phase Change on Reflection To understand interference caused by multiple reflections it is necessary to consider what happens when a light wave moving.
GWADW 2010 in Kyoto, May 19, Development for Observation and Reduction of Radiation Pressure Noise T. Mori, S. Ballmer, K. Agatsuma, S. Sakata,
Introduction to Optical Electronics
1 Junji Urakawa (KEK, Japan) at Sapphire day, Under development of Quantum Beam Technology Program(QBTP) supported by MEXT from to
1 Fabry-Perot cavity & pulsed laser J. Bonis, V. Brisson, J.N. Cayla, R. Chiche, R. Cizeron, J. Colin, Y. Fedala, G. Guilhem, M. Jacquet-Lemire, D. Jehanno,
High Harmonic Generation in Gases Muhammed Sayrac Texas A&M University.
Feedback R&D for Optical Cavity Ryuta TANAKA (Hiroshima univ.) 19 th Feb 2013 SAPPHiRE DAY.
Lecture 7. Tunable Semiconductor Lasers What determines lasing frequency: Gain spectrum A function of temperature. Optical length of cavity Mirror reflectance.
LPOL-cavity Introduction Tests at Orsay Optics (laser polarisation) Calorimeter DAQ Mechanics & installation at DESY  Norbert’s talk.
Fundamental of Optical Engineering Lecture 7.  Boundary conditions:E and T must be continuous.  Region 1:
Status and Plan of Compton  -ray Generation at KEK-ATF Japanese Labs. : KEK, ATF group, Hiroshima University Tsunehiko OMORI (KEK) for 13 February 2014.
Compton Experiment at ATF LCWS10 28-March-2010 T. Takahashi (Hiroshima) / T. Omori (KEK) for collaborators.
Study of High Intensity Multi-Bunch  -ray Generation by Compton Scattering ATF TB 28/May/2006 presented by Tsunehiko OMORI (KEK) on behalf.
Fundamental of Optical Engineering Lecture 8.  A linearly polarized plane wave with Ē vector described by is incident on an optical element under test.
Cascaded Solid Spaced Filters for DWDM applications
Compton Experiment at ATF Tohru Takahashi Hiroshima University for Collaborators (particularly Omori san for slides)
1/10 Tatsuya KUME Mechanical Engineering Center, High Energy Accelerator Research Organization (KEK) ATF2-IN2P3-KEK kick-off meeting (Oct. 10, 2006) Phase.
X-RAY LIGHT SOURCE BY INVERSE COMPTON SCATTERING OF CSR FLS Mar. 6 Miho Shimada High Energy Research Accelerator Organization, KEK.
T.Takahashi Hiroshima Optical Cavity R&D around KEK-ATF T.Takahashi Hiroshima Univ. Nov LCWS08 at Chicago.
Thermoelastic dissipation in inhomogeneous media: loss measurements and thermal noise in coated test masses Sheila Rowan, Marty Fejer and LSC Coating collaboration.
Compton Experiment at ATF Compton Meeting at LAL Orsey 2-Dec-2008 Tsunehiko OMORI (KEK) with many thanks to Compton collaborators.
IPBSM Operation 11th ATF2 Project Meeting Jan. 14, 2011 SLAC National Accelerator Laboratory Menlo Park, California Y. Yamaguchi, M.Oroku, Jacqueline Yan.
Status of the Compton Experiment at the ATF TILC09 18-April-2009 T.Takahashi Hiroshima University for collaborators.
Compton Experiment at ATF DR 2009 Summary and Plan ATF2 Project Meeting 15-Dec-2009 T. Omori (KEK) for collaborators.
Taikan SUEHARA et al., LCWS2007 & DESY, 2007/06/01 R&D Status of ATF2 IP Beam Size Monitor (Shintake Monitor) Taikan SUEHARA, H.Yoda, M.Oroku,
Michael Scalora U.S. Army Research, Development, and Engineering Center Redstone Arsenal, Alabama, & Universita' di Roma "La Sapienza" Dipartimento.
Multiple Beam Interference at Dielectric Interfaces n1n1 n2n2 n3n3 If the reflectivity is high, multiple reflections can not be ignored Things can get.
1 Junji Urakawa (KEK, Japan) at PosiPol2012, Under development of Quantum Beam Technology Program(QBTP) supported by MEXT from to
§3.3 Optical Resonators with Spherical Mirrors We will show the field solutions inside the spherical mirror resonator are Gaussian Beams Z=0 00 z R2R2.
25/05/2007POSIPOL FOUR MIRRORS Fabry Perot resonator at LAL-Orsay Y. Fedala With help of F. Zomer, R.Cizeron.
Geometrical Optics.
Compton Gamma-ray Generation Experiment by Using an Optical Cavity in ATF POSIPOL 2007 Workshop at LAL Hirotaka Shimizu Hiroshima University.
Chapter 5 Jones Calculus and Its Application to Birefringent Optical Systems Lecture 1 Wave plates Wave plates (retardation plates) are optical elements.
Spin Tracking at the ILC Positron Source with PPS-Sim POSIPOL’11 V.Kovalenko POSIPOL’11 V. Kovalenko 1, G. Moortgat-Pick 1, S. Riemann 2, A. Ushakov 1.
Polarization and nonlinear effects enhancement in periodic structures and systems with strong field localization.
Light-Matter Interaction
A. WAVE OPTICS B. GEOMETRIC OPTICS Light Rays
Interference of EM Waves
Greg Ogin, Eric Black, Eric Gustafson, Ken Libbrecht
Dr. D. Z. LI & Prof. J. GAO Accelerator Center, IHEP
Conveners: L.Serafini,F. Villa
Reading Quiz When a light ray hits a surface, the plane which contains the incoming, reflected, and transmitted beams, is called the “plane of _________”:
Trivia Question Who is credited (at least on WIKIPEDIA) with first discovering anti-reflection coatings on optics? (a) Lord Rayleigh (b) James Maxwell.
ERL accelerator review. Parameters for a Compton source
Pierre Favier Laboratoire de l’Accélérateur Linéaire
Presentation transcript:

Polarization-preserving of laser beam in Fabry Perot Cavity Accelerator center, IHEP Li Xiaoping

Introduction of Polarization preserving An important factor of the generated polarized gamma-rays: High polarization of laser light →High polarization of gamma-rays RL Left-handed polarized gamma-rays dominate in the high energy region ◆ Polarized degree Energy dependent cross section laser: λ=1064nm, 100% right-handed e - -beam: 1.3Gev

A high gain Fabry-Perot cavity Laser light will go back-and-forth many times in the cavity: ◆ High reflectivity → High gain ◆ No phase shift on reflection →Keep high polarization Polarization preserving in cavity quarter-wave-stack dielectric mirror ◆ High power of laser →Large number of gamma photons Enhanced pulse laser

General description on Quarter-wave stack mirror Substrate ······ pair 1 pair 2pair N z y Each layer has different characteristic matrix for s-wave and p-wave A periodic dielectric multilayer mirror s-wave i=1,2 p-wave i=1,2 Quarter-wave stack Using specified layer thickness corresponding to λ 0 and θ 0

General description on Quarter-wave stack mirror In an ideal case, means no fabrication error on layer’s thickness and refraction index: For a s-wave: Reflection coefficient is real number: S P

General description on Quarter-wave stack mirror A quarter-wave stack dielectric mirror: ◆ a very high reflectivity ◆ 0 phase shift for both s and p In real case, it always has fabrication error: A General 45 º Mirror

General description on Quarter-wave stack mirror Assume all the layers have same fabrication errors: 20 º 5º5º 10 º 15 º Thickness error: 0.01% Refraction Index error: 0.01% If N is big enough (N>10) there will be no change on the different phase shift between p and s wave with the increase of N. But, with the increase of incidence angle, the phase shift difference increase. Mirror

A 2-mirror Fabry-perot Cavity Polarization preserving in 2-mirror cavity: R ≈ > L/2 A Concentric Cavity In a perfectly aligned 2-mirror cavity: ◆ Laser light takes a normal incidence on the mirror ◆ Axial symmetry: no difference between s-wave and p-wave ◆ Fabrication error of stacked quarter-wave layer has no effect on polarization: argr p =argr s In theory, a 2-mirror cavity has a good capability to keep polarization

Difficulty of 2-mirror cavity c c laser Δ=0.001 º Difficulty of 2-mirror cavity: optical axis A concentric cavity has a high sensitivity to misalignment: In the case of: σ 0 =30um R=210.5mm L=420mm Assume a angle misalignment of one mirror is º, a misalignment of optical axis is ≈0.2 º and spot position shift on mirror is ≈0.7mm Mechanical constraint is very strong A mechanical solution: Four mirrors cavity A Concentric Cavity

A 4-mirror Fabry-perot Cavity laser waist L R R W 0  0 when R  L 4-mirror Ring Cavity R≈L L A Confocal Cavity A confocal cavity has a low sensitivity to misalignment: Assume a angle misalignment of one spherical mirror is º, spot position shift on the other is ≈0.007mm R≈L 4-mirror ring cavity can reduce 2 orders of magnitude of the sensitivity to the misalignment of the mirror compared with 2-mirror case.

Polarization preserving in a 4-mirror cavity: ◆ All the reflection on the mirror is oblique ◆ Oblique incidence has different reflection coefficients for s and p wave A 4-mirror Fabry-perot Cavity ◆ Fabrication error of stacked quarter-wave layer has effect on ≠ polarization: argr p ≠ argr s Difference phase shift between s and p Circular polarized degree (S 3 ) 0.32 rad To keep at least 95% circular polarization: The different phase shift between s and p should be smaller than 0.32rad

Considering the easy mechanical design, first a 2D 4-mirror cavity. A 2D 4-mirror Fabry-perot Cavity laser p s 0.8×10 -5 rad ◆ Assume all the 4 mirrors are A model of 37 layers Ta 2 O 5 /SiO 2 perfectly aligned Blue: d: 0.02% n: 0.02% Red: d: 0.01% n: 0.01% Green: 0.005% 0.005% Not safety for 2D 4-mirror cavity to preserve polarization at a so high gain ◆ Gain: a planar cavity ◆ Minimum error is about 0.01% for both d and n (from company) ◆ Perfectly aligned is not possible, mechanical error always there ◆ Typical incidence angle is 5.7º

A 3D 4-mirror Fabry-perot Cavity 3D Cavity To reduce the degradation of the circular polarization ◆ Considering a non-planar cavity such that planes of incidence are two by two orthogonal ◆ s and p wave are exchanged reflection after reflection ◆ phase shift difference cancelled by two consecutive reflection 2D Cavity by Araki

A 3D 4-mirror Fabry-perot Cavity As we know, two exactly orthogonal incidence plane could cancel phase difference completely. However, in geometry, two pairs exactly orthogonal planes of incidence is not possible to close a 4-mirror ring. ◆ No detailed calculation results. Considering the small incidence angle (5.7 º ), the two incidence planes are almost orthogonal, so it should be much better than 2D cavity to preserve polarization. ◆ Complicated mechanical design

Possibility of fast switching polarization of Compton source A high repetition frequency Pockels Cell could be used to get fast switching on the polarization state of Compton source. Locate Pockels cell just before the cavity, then the polarization of laser beam in cavity could be switched by applying high voltage on the Pockels cell. Laser Pockels cell Cavity

Possibility of fast switching polarization of Compton source L-handed Polarization R-handed Polarization Assume a cavity has a Finesse F=30000, and Cavity length L=2m. The decay time: ms Power of stacking laser in cavity

Possibility of fast switching polarization of Compton source Roughly estimate on the average polarization depends on the switching frequency: To get about 90% polarization at a fast switching frequency 1kHz

Summary 1.The importance of laser polarization preserving 2.A general description on ideal quarter-wave stack dielectric mirror 3.A 2-mirror cavity: a good capability to preserve polarization even there is fabrication error but it has a high sensitivity to misalignment 4.A 2D 4-mirror cavity: low sensitivity to misalignment. But the phase shift difference between s and p wave will limit it to preserve polarization at a very high gain 5.A 3D 4-mirror seems to be the best choice, but it needs a complicated mechanical design. 6.Fast switching on polarization. A very high finesse(30000) was assumed, and a higher frequency could be achieved at low finesse.

Thank you!!