2003
DOI: 10.1021/jp0304632
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Diffraction Signals of Aligned Molecules in the Gas Phase:  Tetrazine in Intense Laser Fields

Abstract: We performed a theoretical study of the electron diffraction patterns that arise from aligning a molecule, s-tetrazine (C2N4H2), in a high intensity laser field using the Friedrich−Herschbach approach. The molecule is modeled using geometries and zero-point vibrations from a coupled-cluster level ab initio calculation. The alignment is achieved by a circularly polarized, quasicontinuous high-intensity laser pulse that intersects the molecular sample at selected geometries. The molecular ensemble is taken to be… Show more

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Cited by 20 publications
(24 citation statements)
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References 23 publications
(35 reference statements)
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“…If molecules can be aligned or oriented, clearly, not only the interatomic distances can be determined but also the bond angles [160] in the molecule. Gas phase molecules can be aligned either by photodissociation with femtosecond laser pulses or by active laser alignment techniques [108,[161][162][163]. Today, infrared or MIR lasers with a pulse duration less than 10 fs are readily available.…”
Section: Introductionmentioning
confidence: 99%
“…If molecules can be aligned or oriented, clearly, not only the interatomic distances can be determined but also the bond angles [160] in the molecule. Gas phase molecules can be aligned either by photodissociation with femtosecond laser pulses or by active laser alignment techniques [108,[161][162][163]. Today, infrared or MIR lasers with a pulse duration less than 10 fs are readily available.…”
Section: Introductionmentioning
confidence: 99%
“…Additionally, our research lays the foundation for molecular imaging of laser-aligned molecules using xray diffraction. 15,16 In addition to the analytical value of the x-ray absorption probe, laser-induced molecular alignment opens up a way to control x-ray absorption in an ultrafast (picosecond) way. This means that by controlling the alignment of the molecules in a gas sample, we are able to control how much flux of an incident x-ray pulse is transmitted by the gas.…”
Section: Introductionmentioning
confidence: 99%
“…These concepts can be readily extended to the diffraction signatures of larger vibrating polyatomic molecules. In the papers [40][41][42] it have been calculated the patterns expected when the cyclic, 6-atomic aromatic ring molecule s-tetrazine (C 3 H 3 N 3 ) is excited to specific vibrations in its electronically excited state S 1 . Fig.…”
Section: Illustration Of the Diffraction Signatures Of Excited Moleculesmentioning
confidence: 99%
“…If the pulse laser pump has a form of δ-function at t = 0, the temporal dependence of the molecular intensity will be: sM(s, t) = g(s) ∫(sin (sR)/R)P(R, t)dR. (39) When the form of the probing electron pulse is approximated by the Gaussian function with the central point t = t 0 and corresponding duration of τ, the averaged molecular intensities can be written as: sM(s,t) τ = (2πτ 2 ) -½ ∫ exp[-(t-t 0 ) 2 /2τ 2 ] sM(s,t) dt (40) Using the above theory, time-dependent molecular scattering intensities and the corresponding radial distributions of internuclear distances in the ICN photodissociation processes were calculated [84], Fig. 9 (please, see Reference [83] for comparison of results).…”
Section: Modeling the Coherent Photodissociation Dynamics Of Laser-almentioning
confidence: 99%