1. Systems description

The facilities highlighted within this paper are operated at AWE, Aldermaston, UK and the Central Laser Facility (CLF), STFC (Science and Technology Facilities Council) Rutherford Appleton Laboratory (RAL), UK and have the following system parameters:

• ∙ Orion is the latest facility to be built in the UK and became operational in April 2013^{[Reference Hopps, Danson, Duffield, Egan, Elsmere, Girling, Harvey, Hillier, Norman, Parker, Treadwell, Winter and Bett1]}. It is a Nd:glass laser system which combines 10 long-pulse beamlines (500 J, 1 ns @ 351 nm) with two synchronized infrared petawatt beams (500 J in 500 fs). Up to 15% of the Orion beam time is available to the UK academic community.

• ∙ HELEN is the Orion predecessor and was operational at AWE for nearly 30 years^{[Reference Norman, Andrew, Bett, Clifford, England, Hopps, Parker, Porter and Stevenson2]}. It had two 527 nm, 500 J long-pulse (nanosecond) beamlines capability with a synchronized 100 TW short-pulse beam. It closed down in April 2009 to allow resources to be switched to the Orion facility during its commissioning.

• ∙ Vulcan is a high-power Nd:glass academic user facility^{[Reference Danson, Brummitt, Clarke, Collier, Fell, Frackiewicz, Hancock, Hawkes, Hernandez-Gomez, Holligan, Hutchinson, Kidd, Lester, Musgrave, Neely, Neville, Norreys, Pepler, Reason, Shaikh, Winstone, Wyatt and Wyborn3]} which has been operational for over 30 years. It enables a broad range of experiments through a flexible geometry^{[Reference Hernandez-Gomez, Brummitt, Canny, Clarke, Collier, Danson, Dunne, Fell, Frackiewicz, Hancock, Hawkes, Heathcote, Holligan, Hutchinson, Kidd, Lester, Musgrave, Neely, Neville, Norreys, Pepler, Reason, Shaikh, Winstone and Wyborn4, Reference Musgrave, Boyle, Carroll, Clarke, Heathcote, Galimberti, Green, Neely, Notley, Parry, Shaikh, Winstone, Pepler, Kidd, Hernandez-Gomez and Collier5]}. It has two target areas: one with $6\times 300$ J (1053 nm $@1$ ns) long pulses combined with two synchronized short-pulse beams and a separate target area with high-energy petawatt capability (500 J in 500 fs) synchronized with a single long-pulse beamline.

• ∙ Astra-Gemini is a Ti:Sapphire laser system^{[Reference Hooker, Blake, Chekhlov, Clarke, Collier, Divall, Ertel, Foster, Hawkes, Holligan, Landowski, Lester, Neely, Parry, Pattathil, Streeter and Wyborn6]} operating at 800 nm pumped by green pulsed lasers in multi-stage amplifiers. It is operated as an academic user facility. It has two ultra-high-power beamlines delivering 15 J in 30 fs pulses $@800$ nm, generating focused intensities  ${>}10^{21}$ W cm$^{-2}$ to target.

Figure 1.

Layout of the Orion/Vulcan petawatt laser systems.

2. Petawatt generation delivering focused intensities of $10^{\mathbf{21}}$ W cm$^{-\mathbf{2}}$

Short-pulse capabilities on all these systems are based on the technique of chirped pulse amplification (CPA)^{[Reference Strickland and Mourou7]}, where an ultra-short pulse is stretched, amplified and then recompressed to overcome nonlinear propagation issues primarily in the glass amplifiers. The first kilojoule class system to be configured to deliver a petawatt was the Nova Facility at LLNL^{[Reference Perry, Pennington, Stuart, Tietbohl, Britten, Brown, Herman, Golick, Kartz, Miller, Powell, Vergino and Yanovsky8]}. All of the basic building blocks used on later systems were deployed on Nova, including: broad-bandwidth pulse generation; optical pulse stretching; pulse amplification; deformable mirrors; pulse compression and reflective focusing.

2.1. Orion & Vulcan ultra-high-power delivery

The Orion and Vulcan short-pulse petawatt beamlines are based on the master oscillator–power amplifier (MOPA) architecture (see Figure 1). A pulse generated in a commercial Ti:Sapphire oscillator is initially stretched in a double-pass Offner stretcher. Its first stages of amplification are in a broadband three-stage optical parametric chirped pulse amplifier (OPCPA)^{[Reference Dubietis, Jonusauskas and Piskarskas9, Reference Ross, Matousek, Towrie, Langley and Collier10]}. Further amplification in mixed glass (phosphate/silicate) takes the energy to the joule level prior to the final amplification in three stages of disc amplifiers (100 mm $\{$double-passed$\}$, 150 and 200 mm $\{\times 3\}$ aperture). An adaptive optic mirror, a critical component in generating the ultra-high intensities to target, is positioned as the reflecting mirror between the double passes of the 100 mm disc amplifier. Feedback is provided from a Hartmann sensor positioned in the output diagnostic package.

Following the disc amplifier stages, a beam at the 700 J level is expanded to 600 mm in diameter and compressed in a single-pass geometry using a pair of gold-coated diffraction gratings (with 1480 lines mm$^{-1}$) separated by 13 m and housed in a large vacuum chamber. The resulting 500 J, 0.5 ps beams are then propagated to target in vacuum and focused using an F/3, 1.8 m focal length off-axis parabola (OAP).

Figure 2.

One of the 940 mm aperture compressor gratings installed on the Vulcan Petawatt beamline.

There is now vast experience and understanding of the generation of petawatt pulses to target, as detailed in [Reference Hopps, Danson, Duffield, Egan, Elsmere, Girling, Harvey, Hillier, Norman, Parker, Treadwell, Winter and Bett1, Reference Danson, Brummitt, Clarke, Collier, Fell, Frackiewicz, Hancock, Hawkes, Hernandez-Gomez, Holligan, Hutchinson, Kidd, Lester, Musgrave, Neely, Neville, Norreys, Pepler, Reason, Shaikh, Winstone, Wyatt and Wyborn3, Reference Danson, Brummitt, Clarke, Collier, Fell, Frackiewicz, Hawkes, Hernandez-Gomez, Holigan, Hutchinson, Kidd, Lester, Musgrave, Neely, Neville, Norreys, Pepler, Reason, Shaikh, Winstone, Wyatt and Wyborn11]. It can be summarized as:

Figure 3.

(a) The Orion petawatt output bandwidth. (b) The Orion output temporal profile demonstrating <500 fs pulsewidth.

Figure 4.

Prototype adaptive mirror as deployed on Vulcan Petawatt.

• ∙ Deliver enough energy (>500 J) limited by grating damage (see Figure 2 for the large, 940 mm aperture installed on Vulcan Petawatt)

• ∙ Generate sufficient bandwidth (>4 nm; see Figure 3(a))

• ∙ Optimize the stretcher/compressor for short-pulse delivery (<500 fs see Figure 3(b)).

Having generated the petawatt beam, the use of adaptive optics holds the key to achieving the spot size and pulse duration required for irradiances on target >$10^{20~}$W cm$^{-2}$. In CLF tests, an adaptive optics system achieved a cycle rate of ${\sim}$8 Hz with correction to 0.45 ${\it\lambda}$. At the time that Vulcan Petawatt was being developed there were no commercial solutions to large aperture wavefront correction; therefore, an in-house prototype ‘$8\times 8$ bimorph’ mirror was developed at RAL (see Figure 4).

The final output beam to target was found to have residual astigmatism which could be compensated for by optimizing the focal spot using the offset and tilt of the OAP. The spots were first optimized using the Vulcan narrowband CW alignment beam and then optimized at the joule level using rod amplifier shots. Focal spot diameters of ${\sim}7~{\rm\mu}\text{m}$ were generated to target (see Figure 5).

Figure 5.

Vulcan Petawatt beam focal spot scan to target using joule-level pulses.

Figure 6.

(a) Orion uncorrected petawatt output focal profile. (b) Orion corrected petawatt output focal profile. (c) Soft x-ray emission from an Orion target shot demonstrating an ${\sim}15~{\rm\mu}\text{m}$ X-ray spot size. (d) Optical self-emission from an Orion target shot indicating a focal spot profile of ${\sim}8~{\rm\mu}\text{m}$.

On full-energy shots, the focal spot on target was monitored using X-ray pinhole camera imaging, resulting in focal spot sizes of  ${\sim}11~{\rm\mu}\text{m}$ FWHM (the X-ray image is likely to be larger than the optical image due to plasma expansion), giving focused intensities to target on high-energy shots of ${\sim}10^{21}$ W cm$^{-2}$.

On Orion, a commercial wavefront corrector (Imagine Optics/CILAS) could be deployed. With a nominally flat mirror in the deformable mirror location an aberration of 2.5 ${\it\lambda}$ peak-to-valley (mostly astigmatism) could be observed. With the 63-element monomorph deformable mirror in place this is corrected to <0.5 ${\it\lambda}$ peak-to-valley. As with Vulcan, the optimization to target is done using the final focusing OAP. The optical images, taken in the output beam diagnostics prior to the compressors and shown in Figures 6(a) and 6(b), show the quantitative improvement in focusability in moving from the use of the flat mirror to the deformable mirror.

To see the image on higher-energy shots to target, a combination of X-ray pinhole imaging and optical imaging of the plasma self-emission was used. Figure 6(c) shows the time-integrated X-ray emission from the focal spot, recorded by a pinhole camera on an image plate. The deconvolved spot size is $16~{\rm\mu}\text{m}$ FWHM with a limiting resolution of $15~{\rm\mu}\text{m}$. The streaked optical transition radiation (OTR) emission gives a central image size of ${\sim}8~{\rm\mu}\text{m}$ FWHM (shown in Figure 6(d)) on a 100 TW shot, which gives an irradiance on target of $2\times 10^{20~}$ W cm$^{-2}$.

Figure 7.

Astra-Gemini laser system.

2.2. Astra-Gemini ultra-high-power delivery

The Astra-Gemini system has a MOPA architecture. The seed pulses are generated from an ultra-short-pulse oscillator that provides low-energy, high-quality pulses of around 12 fs duration. These are stretched to ${\sim}$7 ps in a glass block before being amplified to millijoule energies in a kHz repetition rate preamplifier. Individual pulses are then selected by a fast Pockels cell at a repetition rate of 10 Hz. A much greater stretch is then applied, using a standard grating-based pulse stretcher. The pulses are stretched to ${\sim}$1 ns and then amplified in a series of Ti:Sapphire crystals that are pumped by pulses of green light from another laser. The infrared beam is sent through each crystal several times to increase efficiency. As the energy in the beam increases, both the beam size and the crystals are made larger in successive amplifiers to keep the intensity of the light below the level where damage will occur.

Figure 8.

Astra-Gemini target chamber.

The Astra-Gemini output amplifiers (see Figure 7) each have a Ti:Sapphire crystal 90 mm in diameter and 25 mm thick. The design of the amplifiers calls for a small-signal gain of around 4.2 per pass, to achieve the design output energy of 25 J. Modelling of the performance showed that this output could be achieved with a total of around 60 J of pump energy in a 50 mm diameter beam, while keeping the energy density on the crystal at a safe level. These final amplifiers have a shot rate of one shot every 20 s.

Laser output energies of 25 J are delivered with around 60 J of pump energy, in good agreement with the modelling. At this energy, assuming a transmission efficiency of 60% in the compressor (which would be lower than average) the energy reaching the target area is 15 J.

The main optics of the compressor are the two gratings and a plane mirror. The smaller grating is 320 mm by 205 mm, and the larger is 265 mm by 420 mm. Both are holographically generated with 1480 grooves per millimetre, and coated with gold. The plane mirror is coated with protected silver for increased reflectivity and damage resistance. The output bandwidth of Astra-Gemini is ${\sim}$35 nm, which overfills the height of the second grating after dispersion by the first grating. The compressor is therefore operated in double pass, so the spatial dispersion of the beam in the first pass is reversed in the second.

The compressed pulse is steered to the final mirror, which sends the beam downwards into a vacuum pipe connected to the interaction chamber. Each beam will deliver 15 J to target in a pulse of 30 fs (i.e., a peak power of 0.5 PW). In the Gemini target chamber, shown in Figure 8, adaptive optics allows the wavefront to be controlled before the beams are focused with parabolic mirrors; with a focal spot as small as two microns, intensities up to $10^{22}$ W cm$^{-2}$ can be achieved on target.

3. $2{\it\omega}$ operation

The first experiments to demonstrate the feasibility of contrast enhancement using second harmonic generation (SHG) were conducted at small aperture and low energy (${\sim}$1 J) at the Centre for Ultrafast Optical Science, University of Michigan by Gerard Mourou’s group^{[Reference Chien, Craxton, Korn, Coe, Squier and Mourou12, Reference Queneuille, Druon, Maksimchuk, Chériaux, Mourou and Nemoto13]}. The Chien research describes SHG experiments using 500 fs laser pulses at the joule level, demonstrating efficiencies of 70%–80% at intensities of 400 GW cm$^{-2}$ from a Type I KDP crystal. The Queneuille work uses SHG on a terawatt laser system to demonstrate an intensity contrast of $10^{9}$, making possible, for the first time, the study of laser–matter interactions in the ultra-high-intensity, high-contrast regime.

First large aperture (100 mm) trials were carried out on the Vulcan facility^{[Reference Neely, Danson, Allott, Amiranoff, Collier, Dangor, Edwards, Flintoff, Hatton, Harman, Hutchinson, Najmudin, Pepler, Ross, Salvati and Winstone14, Reference Neely, Allott, Clarke, Collier, Danson, Edwards, Hernandez-Gomez, Hutchinson, Notley, Pepler, Randerson, Ross, Springall, Stubbs, Winstone and Dangor15]}. These experiments used a picosecond pulse comparing the use of 2 mm thick and 4 mm thick Type I KDP crystals. Type I doubling is ideal as it produces the 1${\it\omega}$ and 2${\it\omega}$ outputs orthogonally polarized such that they can be separated. The experiments showed (see Figure 9) that a 4 mm thick crystal gives optimum conversion efficiency at an irradiance of 150 GW cm$^{-2}$ and the optimum conversion efficiency for a 2 mm thick crystal is at an intensity greater than 250 GW cm$^{-2}$ with efficiencies of ${\sim}$60%. These experiments also demonstrated that at higher energies the focal spot would break up, drastically reducing the delivered focused intensity.

Figure 9.

Comparison of the frequency conversion efficiencies of a 2 and a 4 mm Type I KDP frequency-doubling crystal.

The frequency-doubling experiments at large aperture on Vulcan showed that a 2 mm Type I KDP crystal was the optimal choice. It was anticipated, and subsequently demonstrated, that $10^{19~}$W cm$^{-2}$ could be delivered to target in a frequency-doubled beam, with a much enhanced contrast ratio, opening up new plasma physics experiments.

The first frequency-doubling contrast enhancement experiments to be carried out at AWE were conducted on the HELEN facility in 2006 using 200 mm diameter, 2 mm thick Type I KDP. Although no quantitative contrast measurements were made, experimental data from buried-layer experiments suggests a greatly reduced pre-pulse^{[Reference Brown, Hoarty, James, Swatton, Hughes, Morton, Guymer, Hill, Chapman, Andrew, Comley, Shepherd, Dunn, Chen, Schneider, Brown, Beiersdorfer and Emig16]}. Conversion efficiencies of approximately 70% were achieved for intensities of over 100 GW cm$^{-2}$ at pulse durations of 0.5 and 2 ps, with delivered target intensities of ${\sim}10^{19}$ W cm$^{-2}$.

Figure 10.

Schematic of the second harmonic option on Orion.

Figure 11.

Contrast measurements on Orion of the fundamental and second harmonic.

Following the early HELEN experiments, Orion was designed from the outset to include the option of frequency doubling on one of the short-pulse petawatt beamlines. The maximum aperture crystal that could be obtained commercially was 300 mm with 3 mm thick Type I KDP. As the output of the Orion petawatt beamline is ${\sim}$600 mm this meant that the beam diameter had to be reduced by a factor of two. A schematic of the second harmonic option as installed on Orion is shown in Figure 10.

Figure 10 shows the two Orion short-pulse compressor chambers on the left-hand side. Both of these are 20 m in length with a large aperture grating housed in each of the end chambers. The second harmonic conversion option is housed in one of these beamlines. The detail within this chamber is shown in the expanded square image. The beam is apertured down as it enters the $2{\it\omega}$ chamber on the right-hand side. A mirror then directs it in to the 320 mm aperture crystal. There follow three $2{\it\omega}$ reflective mirrors and a parabola which reject the residual 1053 nm light and propagate only the 527 nm, frequency-doubled light to target. This option delivers  ${>}100$ J at the second harmonic (200 TW) with a 70% conversion efficiency. This can be focused down to a spot delivering ${\sim}10^{20}$ W cm$^{-2}$^{[Reference Hillier, Danson, Duffield, Egan, Elsmere, Girling, Harvey, Hopps, Norman, Parker, Treadwell, Winter and Bett17]}.

The temporal contrast after compression was measured in the first harmonic from a leak through from the first mirror after the compressor. In the second harmonic it is measured from a leak through the second mirror after the frequency-doubling crystal. By concatenating photodiode (Newport 818-21A) traces from multiple shots with different attenuation levels, the temporal contrast over a large dynamic range can be measured, as shown in Figure 11. A pedestal shoulder is observed on the infrared pulse at ${\sim}10^{-8}$, about 3 ns before the main pulse, which is due to parametric fluorescence in the OPCPA. When the frequency-doubling option is used, a large improvement is observed, generating a contrast to target of ${\sim}10^{-14}$.

In both measurements, biased silicon photodiodes were used. To achieve sufficient dynamic range the photodiodes required extensive baffling, spectral filtering, and shielding to prevent any stray reflections or scattered light within the diagnostics enclosure swamping the signal. These measurements were all performed with no protection in front of the photodiodes (water cells, etc.), which shortened their life and that of some of the optics in the diagnostics line significantly.

Figure 12.

Scheme to introduce an additional picosecond stretcher.

Figure 13.

Schematic of the picosecond stretcher used on Vulcan for contrast enhancement.

4. High-contrast front-end

The concept of using an OPCPA system as a seed for the front-end of a high-power Nd:glass laser system was first proposed in Ref. [Reference Ross, Matousek, Towrie, Langley and Collier10]. This allowed an ultra-short pulse to be amplified in a broad-bandwidth preamplifier before injection in the larger aperture Nd:Glass chain. The first OPCPA front-end system became operational on the Vulcan facility in 1998^{[Reference Collier, Hernandez-Gomez, Ross, Matousek, Danson and Walczak18, Reference Ross, Collier, Matousek, Danson, Neely, Allott, Pepler, Hernandez-Gomez and Osvay19]}. In subsequent years, many facilities have implemented these front-end systems ^{[Reference Bagnoud, Begishev, Guardalben, Puth and Zuegel20–Reference Schwarz, Rambo, Geissel, Kimmel, Brambrink, Atherton and Glassman22]}. The OPCPA technique is an excellent broad-bandwidth amplifier (from nanojoule levels to tens of millijoules), producing fluorescence which generates a nanosecond pre-pulse shoulder on the pulse which gets amplified through to target. This fluorescence produces a contrast limit of ${\sim}10^{-8}$ (this contrast level is still far better than that generated when using a traditional Nd:glass regenerative amplifier, where levels of ${\sim}10^{-3}$ have been measured^{[Reference Kitagawa, Fujita, Kodama, Yoshida, Matsuo, Jitsuno, Kawasaki, Kitamura, Kanabe, Sakabe, Shigemori, Miyanaga and Izawa23]}, or when using multiple Nd:glass phosphate amplifiers, where levels of ${\sim}10^{-6}$ have been measured^{[Reference Danson, Barzanti, Chang, Damerell, Edwards, Hancock, Hutchinson, Key, Luan, Mahadeo, Mercer, Norreys, Pepler, Rodkiss, Ross, Smith, Smith, Taday, Toner, Wigmore, Winstone, Wyatt and Zhou24]}). This fluorescence is present only when the nonlinear crystal is pumped; therefore, by going to picosecond pumping it is possible to enhance the contrast.

Itantini et al., at the University of Michigan first introduced the concept of injecting an ultra-clean picosecond pulse to achieve good amplified contrast^{[Reference Itatani, Faure, Nantel, Mourou and Watanabe25]} where an ultra-short-pulse preamplifier was used for the first three orders of magnitude gain in a Ti:Sapphire system. Other contrast enhancement techniques have been used based on double optical CPA^{[Reference Kalashnikov, Risse, Schönnagel and Sandner26]}, where the pulse is stretched, amplified and compressed, then passed through a nonlinear filter before being stretched again and passed to the main beamlines. A range of nonlinear filters are used, depending on the pulse duration, energy and wavelength of the system, these include hollow waveguides, birefringence, cross polarization and low-gain OPA ^{[Reference Homoelle, Gaeta, Yanovsky and Mourou27–Reference Shah, Johnson, Shimada, Flippo, Fernandez and Hegelich30]}. These nonlinear techniques suffer from a degree of complexity in their set-up and operation as they are very sensitive to pulse-to-pulse instabilities. They can also have very low throughput efficiencies,  <10%.

An alternative approach first developed for Omega EP^{[Reference Dorrer, Begishev, Okishev and Zuegel31]} was used on the Vulcan facility^{[Reference Musgrave, Shaikh, Galimberti, Boyle, Hernandez-Gomez, Lancaster and Heathcote32]}, where a single stage of amplification was introduced with the pulse a few picoseconds before the main stretcher, a schematic of which is shown in Figure 12. This technique reduces the amount of nanosecond gain by using a picosecond OPCPA stage.

The initial seed pulses of 200 fs duration are generated from a commercial Ti:Sapphire oscillator. These pulses are then stretched to 3 ps and amplified in a single-stage OPCPA to take the pulses from 10 pJ to $70~{\rm\mu}\text{J}$. A schematic of the picosecond stretch and amplification scheme is shown in Figure 13.

In this scheme, a common seed is used for both the signal and pump pulses, thus ensuring they are optically synchronized. The pump seed pulse is fed into the regenerative amplifier and then frequency-doubled to generate pulses of $500~{\rm\mu}\text{J}$ to pump the BBO crystal. The regenerative amplifier uses Nd:YLF as the gain medium, producing gain narrowing as the pulse is amplified, increasing the pulse duration to ${\sim}$10 ps. A stretcher in the signal beam enables pulse length matching between the two pulses and a dog-leg timing adjuster ensures synchronization.

Following picosecond amplification, the pulse is stretched to the nanosecond regime before being amplified in two further OPCPA stages and then injected into the Nd:Glass amplifiers. This increased seed energy has led to an improvement of the nanosecond ASE contrast intensity to $10^{10}$ of the main pulse, without degrading the output performance of the Vulcan Petawatt system.

Following the successful demonstration of the high-contrast front-end system on Vulcan, a very similar configuration was installed on the Orion facility. This also demonstrated a nanosecond ASE contrast improvement by ${\sim}$2 orders of magnitude. Figure 14 shows the initial pulse (in red), with a 3 ns shoulder, and the pulse following the deployment of the high-contrast front-end (in blue).

Figure 14.

Measurement of contrast improvement on the Orion facility from introducing the high-contrast front-end system.

5. Optics fidelity

Typically, in Ti:Sapphire-based petawatt class laser systems there is a ‘coherent’ contrast feature that frequently appears as an exponentially-rising pedestal within a few tens of picoseconds of the compressed pulse. Contrast measurements^{[Reference Hooker, Tang, Chekhlov, Collier, Divall, Ertel, Hawkes, Parry and Rajeev33]} were made with several optical configurations of the pulse stretcher, in which different components were eliminated or replaced, thus allowing us to distinguish the contribution to the coherent pedestal from different optics. These results show that scatter from mirrors and dispersion by a prism with polished surfaces did not make a measurable contribution to the coherent pedestal, whereas scatter from the diffraction gratings in the pulse stretcher gave its main contribution.

Figure 15.

Contrast measurements on the Astra-Gemini system with the original gratings in blue and the replacement gratings in red.

New higher-quality gratings were installed in the Astra-Gemini pulse stretcher. The new gratings are etched directly into the fused silica substrates, rather than being formed in a photoresist layer. The contrast was measured both before and after the stretcher gratings were replaced and the results shown in Figure 15. The red line shows the initial contrast measurement and the blue line shows the contrast following grating replacement. This demonstrates an order-of-magnitude reduction in the intensity of the coherent pedestal, giving a significant improvement in the overall contrast of the compressed pulse from the laser.

The etching process may reduce the roughness of the grating surface, giving lower scatter and leading to the observed improvement in contrast. In the ten or more years since the original gratings were made, the technology of grating production has advanced in response to the requirements for high-energy CPA lasers such that gratings made today undoubtedly have better quality.

6. Plasma mirror operation

The use of plasma mirrors close to the target interaction is a technique that can be used to suppress unwanted pre-pulses^{[Reference Kapteyn, Murnane, Szoke and Falcone34–Reference Tien, Nantel, Mourou, Kaplan and Bouvier36]} and has been demonstrated to deliver a contrast enhancement of over two orders of magnitude using a single mirror^{[Reference Gold35, Reference Doumy, Quéré, Gobert, Perdrix, Martin, Audebert, Gauthier, Geindre and Wittmann37]}. The operation of a plasma mirror is shown in the visualization in Figure 16. At a certain intensity a laser pulse will form a plasma on the surface of a substrate. Any pre-pulse up to the point of plasma formation will be transmitted through the substrate. At times soon after the formation of the plasma there is no plasma expansion and the rest of the pulse will be reflected with relatively high efficiencies, thereby enhancing the pulse contrast.

In an experiment at the CLF^{[Reference Ziener, Foster, Divall, Hooker, Hutchinson, Langley and Neely38]} the specular reflectivity of plasma mirrors formed by sub-picosecond pulses from a Ti:Sapphire laser was measured for different angles of incidence and for two different pulse lengths as a function of the laser intensity. Laser pulses with energies up to 250 mJ and pulse durations of 90 and 500 fs were focused onto a flat fused silica substrate. A focusing optic with a large F-number (F/17) and focal length of 1016 mm was used to avoid averaging over a large range of different angles of incidence. The contrast of the pulse was measured at a level of <$10^{-8}\times E_{\text{main}}$. The specular reflectivity was measured for intensities on target between $10^{12}$ and $4\times 10^{17}$ W cm$^{-2}$.

Figure 16.

Cartoon of plasma mirror operation.

The target was moved after each shot. The intensity on target was varied either by moving the target out of focus (z-scan) or by decreasing the laser energy with a constant focal spot size. A typical result from the paper, as shown in Figure 17, demonstrates that reflectivities of over 80% can be achieved at low angles ($6^{\circ }$ in this case) and at intensities on the substrate of $10^{15}$–$10^{16~}$W cm$^{-2}$. For intensities above mid $10^{16}$ W cm$^{-2}$ the specular reflectivity decreases again, to values of only a few percent. The drop-off in specular reflectivity has been attributed to an increase in non-specular reflectivity (scatter, absorption or diffuse reflectivity at the plasma surface).

Figure 17.

Typical data from the Ziener plasma mirror experiments.

The relative merits of using ‘s’ or ‘p’ polarization have been discussed and verified experimentally in many individual publications. As we often use plasma mirrors at large angles, it is observed that good reflectivities can be obtained when using the ‘s’ polarization but efficiencies drop off when using the ‘p’ polarization, due to higher absorption of the laser light. A more complete characterization of plasma mirrors, both experimentally and theoretically, can be found in the paper by researchers at the CEA Saclay^{[Reference Doumy, Quéré, Gobert, Perdrix, Martin, Audebert, Gauthier, Geindre and Wittmann37]}.

During the past few years, the routine use of plasma mirrors on Astra-Gemini has moved from being a research project to a properly engineered capability. A system has been installed in the Astra-Gemini target chamber consisting of a 10 $\times$ 2 cm plasma mirror capable of delivering 100 shots driven by a motorized stage before needing to be changed, as shown in Figure 18.

Figure 18.

Double plasma mirror system on Astra-Gemini.

The system is a folded geometry for compactness and consists of two parabolic mirrors which allow an enhanced contrast collimated beam to be delivered to the final focusing optic within the target chamber. A pair of by-pass optics can be inserted into the system for alignment and experimental set-up.

The contrast improvement from employing the double plasma mirror could not be absolutely measured owing to the use of an autocorrelator which had a dynamic range limit of ${\sim}10^{9}$. The real contrast is believed to be $10^{-12}$ at 1 ns, giving a pre-pulse free relativistic interaction to within 2 ps of the peak of the main interaction pulse.

7. Discussion of contrast enhancement

The techniques discussed can be used together to enhance the contrast further. For instance, the $2{\it\omega}$ contrast enhancement has been used on Orion with the high-contrast front-end. A contrast ratio of $10^{-17}$–$10^{-19}$ is anticipated, but at the time of writing this had not been measured. The plasma mirror technique has also been used on Vulcan in tandem with its high-contrast front-end operation.

In the early 1990s, as the first CPA systems were coming on line, contrast was not the highest priority and $10^{-6}$ was seen as the state of the art. When this was first aired, a useful visualization was that this ratio was the same as the ratio of the size of a grain of sand to the height of the Eiffel tower. Having recently measured contrast ratios of $10^{-14}$ it has been pointed out that this is now the same ratio as the same grain of sand but now to the distance to the Sun (with $10^{-19}$ being the ratio of a grain of sand to the distance to Alpha Centuari!!!).