Tomography reconstruction
Written by: Constant Schouder
December 6, 2017
Introduction
Strong-field physics has attracted much interest over the last decade [[1][2]] thanks to the development of optical sources (e.g. lasers) with intense electromagnetic fields. These fields are able to compete against the ‘Coulombic interaction’, the force acting between charged particles.The development and improvement of new laser sources, such as free-electron lasers and synchrotrons has allowed scientists significant control over both the accessible wavelengths and pulse durations of the optical source. Fine control of these two parameters has made the study of ‘ultrafast’ dynamic processes possible [[3]], such as electron density change and nuclear dynamics, on the attosecond (10−18s) and femtosecond (10−15s) scale, respectively. Importantly, achieving an understanding of the inner-relaxation behaviour of electronic populations and the correlation between electronic states provides information on photo-electrons. Photo-electrons are precious ‘reporters’ as they can contain valuable information on the system being studied. For example photo-electrons can help answer questions such as: Which orbitals can be ionized? What is the interaction between the electron and its cation? Is the cation a meta-stable state? How does the system relax?
In the strong-field description, two ‘limiting’ cases are usually defined by the use of a dimensionless parameter, the Keldysh parameter [[4]], a bench- mark to discriminate the two regimes (equation 1).
(1)
The two parameters in the Keldysh parameter are the ionization potential (Ip), the lowest energy needed for a system to lose an electron, and Up, the ponderomotive energy, which is the mean kinetic energy that an electron acquires in an electric field. Up is the most important parameter since it depends on both the laser intensity (I) and the wavelength (λ) which are two parameters that scientists can control as seen in equation 2.
(2)
The Keldysh parameter separates the multiphoton-regime (γ >> 1) from the tunnelling regime (γ << 1), sometimes called the quasi-static regime. However it should be noted that recent studies show that a value of γ << 1 alone is not sufficient to claim that the tunnelling regime is the most favourable state since high photon energy (low λ) and high intensity (I) can keep γ constant even when the tunnelling regime should not be accessible. [[5]] In light of this, some voices in the community have highlighted the need for another parameter to be considered to differentiate those two regimes. This parameter is the ratio between the classical frequency of an orbital electron (Ωe) and the frequency of the field (ω) [[6]]. Equation 3 explains this model wherein it is possible for the tunnelling regime to dominate the multiphoton regime.
(3)
In this area of research many tools have recently been developed to control what is commonly referred to as the ‘molecular frame’. Usually when a measurement is taken on a system, the measurement is related to the ‘laboratory frame’ meaning the results do not necessarily coincide with those expected for system under study. However, it is now possible to fix this disconnect thanks to intense laser using second-order interaction between the induced dipole and the electric field or using a ‘kick’ experiment. A ‘kick’ experiment is where a short laser ‘kick’ (of the order of hundred of femtoseconds) is used to start rotating the system being studied over a picoseconds (10−12s) time frame. This allows us to probe the test species for any differences e.g. between the ‘molecular frame’, and the ‘laboratory frame’ [[7]]. It is also possible to numerically simulate these processes for linear pulses thanks to the distribution of a number of free ‘calculators’ such as the one developed in our group [[8]].
My area of research aims to resolve different regimes of strong-field physics which are not well understood. Strong-field physics is usually examined in a semi-classical way using classical-field approaches, due to the high intensity of the laser source used in the Hamiltonian of the system. However, the electronic description of atomic/molecular systems requires quantum treatment which is still too computationally expensive for complex molecules. Moreover, the Born-Oppenheimer approximation used in strong-field physics is less reliable for light atoms which have motions on the femtosecond timescale making crossing between electronic states unavoidable [[9],[10]]. If we can gain an understanding of these mechanics it would be a significant breakthrough and would allow us to access the “femto-atto” chemistry realm where one could create new molecules, or visualise electronic density dynamics [[11]].
Our experiment
Our experiment uses a circular pulse with a duration of 30 fs and a central wave- length of 1850 nm. We studied three different systems, anthracene, naphthalene and biphenyl which all have ionization potentials of 8 eV. In these experiments, the used intensities range from 10 to 100 TW/cm2, which is equivalent to a Keldysh parameter of (0.4 and 0.6), with a ratio R ≈ 75.
A second pulse is then used to 3D-align the system. This pulse has an elliptical polarization represented by the ratio ε between the two orthogonal components of the electric field. It should be noted that ε = 0 and ε = 1 represents linear polarization and circular polarization, respectively. We used ε = 1/3 in our experiment.
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)
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)
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)
The aim of this experiment is to reconstruct the 3D-photoelectron momentum distribution of the test species. To do this, we must collect the photoelectron momentum data from 0 to 180 degrees for the species as shown in the figure above. We then use velocity map imaging [[12]] to collect the 2D-photoelectron momentum (multichannel plate + CCD camera). The final dimension is extracted by using an Inverse Radon transform [[13]].
Personal experience as an Early Stage Researcher (ESR)
The great advantage of being an ASPIRE ESR is the opportunity to meet a lot of people working in a similar field of science. It is of great importance to follow the evolution of research connected to your field, and if you are not vigilant it is easy to only focus on your specific domain. The ASPIRE network has allowed me to access to a broad range of colleagues where I get to discuss and understand the problems encountered by others in their research. Moreover, as an ASPIRE ESR I get a unique insight into how Academic and Industrial partners’ needs often overlap and how both sectors require equipment capable of delivering high accuracy, stability and control.
References
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