Gas Lasers for strong field applications · PDF fileflashtube Laser rod re fle c t or...

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Gas Lasers for strong field applications tutorial Igor Pogorelsky Accelerator Test Facility, BNL

Transcript of Gas Lasers for strong field applications · PDF fileflashtube Laser rod re fle c t or...

Page 1: Gas Lasers for strong field applications · PDF fileflashtube Laser rod re fle c t or λ∼1 µm ga s ... semiconductor optical switch prior to amplification. Output energy ... Use

Gas Lasers for strong field applications

tutorial

Igor Pogorelsky

Accelerator Test Facility, BNL

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MOTIVATION! Why are we talking today about gas lasers?

Indeed, 99% of publications on advance acceleration or broader high power laser scientific applications consider solid state lasers.

! Meantime CO2 gas lasers enabled: the first laser beatwave accelerationICA and IFEL electron acceleration the first and only staged and monoenergetic laser accelerator the strongest Thomson scattering source

! All above with just two gas laser facilities operating for thiskind of experiments

! Developing practical alternative solutions for particle accelerators and radiation sources requires taking all the best from both solid state and gas laser technologies and pushing these technologies up in power, rep. rate, etc.

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O U T L I N E

! GAS LASERS: spectral range from UV to Far-IR kW and even MW of average power wall plug efficiency up to 70%

! Active medium: atoms, molecules, excimers

! Variety of pumping schemes: electric discharge, electron beams, optical and chemical pumping

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O U T L I N E (closer to the point)

! We narrow our scope to gas lasers capable to produce pico- and femtosecond pulses with relativistically strong normalized fields a >1 and high repetition rate.

! We will review several ongoing projects in this field.

! Special attention is given to picosecond CO2 lasers that proved to be a valuable tool for strong-field physics applications.

!Finally, we will analyze possibilities for generating CO2laser pulses of the Petawatt peak power and a few cycles long.

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Typical Parameters of Solid State and CO2 Lasers PARAMETER Solid State 10-atm CO2

Host matrix density (cm-3) 1023 1020

Active particle density (cm-3) 1020 1019

Photon energy (eV) 1 0.1

Stored energy (J/cm3) 1 0.02

Gain (%/cm) ~50 3-4

Active volume (cm3) 100 10,000

Output energy (J) 100 100

Bandwidth (THz) 5-50 1

Average power (kW) 1 10

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Lasers with Optical Pumping

fla shtub e

La se r ro d

re fle ctor

λ∼1 µm

ga s

C F I3 7

Exp lo sive s

Solid State Laser

PhotodissociationIodine Laser

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Lasers with Optical Pumping

fla shtub e

La se r ro d

re fle ctor

λ∼1 µm

C F I3 7C F3 7

Sh oc k wa ve

I*λ=1.3 µm

Solid State Laser

PhotodissociationIodine Laser

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COIL - Chemical Oxygen Iodine Laser

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Chemical laser

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Chemical laser

HF* λ=2.7 µmH2 + F2 = H + HF + FH2 + F = HF*v + H λ=3.6 µmDF*

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COIL in flight(chemical oxigen iodine laser) (cartoon)

warheads

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Gas lasers capable to high average power and repetition rate

Excimer, discharge orphotopump

Iodine, photo-

chemical

HF, chemical

CO2 (CO), discharge

Wavelength [µm] 0.2-0.3 1.3 3-4 9-10 (4-5)

Average Power [kW] 1 10 1 50

Repetition Rate [kHz] 0.1-10 10 0.1 1

Wall-Plug Efficiency [%] 15 30 180 30 (70)

Gas Consumption closed loop kg/min kg/min closed loop

Min. Pulse (Theory) [ps] 0.03 1000 100 0.15

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Photochemical XeF excimer laser

XeF2 + hν (λ ≅ 160 nm) → XeF(B) + FXeF(B) + M → XeF(C) + MXeF(C) → XeF(A) + hν (λ ≅ 480 nm) XeF(A) → Xe + F

Bandwidth 100 nm ⇒Transform limited pulse duration10 fsec

·Up to 1 kJ energy demonstrated

Wavelength match to frequency doubled Ti:Sa ·

Courtesy of D. Mikheev P.N.Lebedev Physical InstituteQuantum Radiophysics DivisionPhotochemical Processes Laboratory

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Photochemical XeF amplifier of fsec optical pulses

Multi-channel surface dischargeactive medium size 3×11×50 cm3Courtesy of D. Mikheev

P.N.Lebedev Physical InstituteQuantum Radiophysics DivisionPhotochemical Processes Laboratory

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100 TW project

Achieved amplification x40 in 39 passesRequired: 1.6x103 in 78 passesContrast 1010

Courtesy of D. Mikheev P.N.Lebedev Physical InstituteQuantum Radiophysics DivisionPhotochemical Processes Laboratory

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Electrical discharge excimer

laser10 J per pulse, 100 Hz repetition rate, 1 kW average power

gas flow

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Example of multi-stage high repetition rate excimer laser

Demonstrated:10 ps, 400 Hz x 20 pulse/train = 8 kHz rep. rate, 50 W average powerPossibility:1 kW with SOPRA-class laser amplifierBandwidth 20 THz allows 50 fs amplified without stretching

KrF la se re

_

_

_

F : Kr : Ar2

2+

+

F Kr Kr* + F KrF* + F

KrF*

“ha rp oo ning ”

re c om b ina tionKr + F

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Benefits of using long-wavelength (λ=10µm) CO2 laser:

• Combines advantages of high-quality conventional RF accelerators and high-gradient optical accelerators with λ =~1 µm

•favorable phasing•structure scaling.

Illustrated by STELLA - the first two-stage laser accelerator Optical delay

Illustrated by Thompson scattering experiment – presently the brightest Thomson x-ray source.

• Ponderomotive potential that controls x-ray production, plasma wake generation and other strong-field phenomenais proportional to λ2.

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…but λ=1 µm permits tighter focusing (assuming w0~λ) !

However:♦Interacting with e-beam you do not want to focus laser tighter than e-beam (decreases acceleration quality and x-ray yield). CO2 laser focusing is sufficient to interact with low-emittance e-beams.

♦In volumetric interactions ten times tighter focus of the 1 µm laser results in 1000 times smaller interaction volume where we can see an equivalent effect. This will proportionally reduce the process yield.

♦Thus, 1 TW CO2 laser in certain cases is equivalent to 100 TW solid state laser.

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CO2 Laser

• CO2 vibrational modes• Discharge excites N2; N2 excites CO2• Radiation transitions between vibrational levels

(001)

(020)

(010)

(100)

Ground Sta te (000) V= 0

V= 1

CO2 N2

10.6 mµ

9.6 mµ

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Rotational CO2 Laser Lines•Vibrational bands are composed of a transitions between rotational sublevels. •Selection rules for symmetric CO2molecules allow only transitions where the rotational quantum number J changes by ±1. •They constitute correspondingly P-and the R-branches of vibrationalbands with the central lines defined by expressions:

211 210 JJBJJBP

JJBJJBR 11 210

Grating selects operating line

At the normal discharge temperature the maximum line strength is at J~20 and the typical interline spacing varies between 1.4 cm-1 (38 GHz) for 9R-band to 1.8 cm-1 (55 GHz) for 10P-band. Each branch contains about 20-30 rotational lines and covers ~1 THz bandwidth

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IndustrialCO2 Lasers

CW-MHz- kHz-Hz >10 kW

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Bandwidth limited amplificationof ps CO2 laser pulses

Rh στν 2

*0 Ng σ=

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CO2 Laser Facilities for Strong-Field Physics

UCLA

Neptune ATF

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Plasma Density (cm )-3

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Block diagram of ATF CO2 laser system

Semiconductor

fina l

Saturableabsorbe r

Sa turableabsorbe r

Sa turableabsorbe r

Sa turableabsorbe r

wawepla te

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High-pressure ATF laser amplifier PITER I

Amplifier cell opened for maintenance

X-raytube

Pd>25 torr cm requires ionization source (x-ray tube)Discharge unstable after τ[µs]~3/P[atm] which is ~300 ns at 10 atmEnergy load 120 J/l atm Optical gain 2%/cm

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25 ps CO2 laser pulse measurements

The results obtained with the 25 ps optical delay gate applied to the double-staged semiconductor optical switch prior to amplification

Output energy10 J

Output beam profile

10 cm

Autocorrelator measurements

Left – intensity distribution in 10 um fundamental beams across the nonlinear crystal with a real time scale

Right – 2nd harmonic signal corresponding to a single-shot autocorrelation function profile

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Paul Corkum (NRC) demonstrated in 1986 :sliced 130 fs CO2 pulses 2 ps CO2 pulses

amplified to 0.1 TW

Autocorrelation curves

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Some prospects for multi-Terawattfemtosecond CO2 pulses

Direct amplification in a 4-atm CO2 amplifier containing a mixtureof molecular isotopes with12C, 13C, 14C, 16O, 18O.

Gain bandwidth 7 THz sufficientfor 150 fs pulse amplification.

Proposed by G. Shvets

Raman backscattering of 9.6 µm nanosecond pump into counter-propagating femtosecond 10.6 µm seed pulse in resonance plasma ωp=∆ω. Possibility of high repetition rate as well.

Proposed by P. Corkum, V. Gordienko

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Pulse Chirping and Compression in Laser Amplifier

UCLA

0.00

500.00

1000.00

1500.00

2000.00

0

0.5

1

1.5

2

2.5

28200 28240 28280 28320 28360 28400 28440 28480

Sign

al A

mpl

itude

(arb

.uni

ts)

Gai

n (m

-1)

Frequency (GHz)

10P(24) 10P(18) 10P(16)10P(20)10P(22)

Measured blue shift 40 GHzcorresponds to ne= 3x1017cm-3

( ) ( ) cre ntxntx ,1, −=η

( )dxxtntn

ne

cr

e ,0

∫∂∂

=∆λπω

Can be used to compress 1 ps to 100 fs

40 ps250 psPlasmashutter

∆η/∆ω<0

Laser-induced ionization shifts the phase of the wave resulting in a chirpand subsequent pulse compression

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g L0 10 20 30

0

1 TW

1 PW

Time (ps)

0 20 40 60 80 100 120

Time (ps)

0 20 40 60 80 100 120Time (ps)

0 20 40 60 80 100 120

10 MW (3ps)input pulse

0.8 PW outputfrom MARS

1 TW outputfrom PITER

GHzR 37=∆νh/ER µν =∆Use power or Stark broadening in laser field

, at 1010 W/cm2

Hypothetical combination of PITER with MARS provides 0.8 PW capability @ 1 ps

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Prospects for high repetition ratepicosecond CO2 pulses

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High-pressure CO2:N2O laser optically pumped by HF chemical laser

10.0 10.2 10.4 10.6 10.8 11.0 11.2 mµ

C

C

O

O

+N

N

O

O

2

2

2

2

PR PR

Demonstrated: Pumping Efficiency 20%, SSG 10%/cm

Another possibility is direct energy transfer via reactions F+D2=DF*+D, D+F2=DF*+F, DF* + CO2 =DF+ CO2*

Courtesy of M. Azarov Russian Academy of Science

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CONCLUSIONS! Gas lasers potentially meet the requirements for advanced strong field applications (accelerators, radiation sources).

!Molecular and excimer gas lasers can operate in a parameter range for such applications including:

! multi-TW peak power! ps or fs pulse length! ~kHz rep rate! ~kW or higher average power

!The closest fit to the aforementioned requirements CO2 laser has also a fundamental attraction due to the λ2 proportionalponderomotive potential.

!1 PW CO2 laser scheme is feasible within the present day technology capabilities. Focused to the diffraction limit with #F= 1, 1 PW produces field with a=70 (do not forget λ-proportional spot size too !) that allows realization of highly relativistic processes such as GeV ion acceleration, ponderomotive acceleration of electrons in a laser focus, study of Unruch radiation, etc.