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ELECTRON INDUCED REACTIVITY OF MOLECULAR CATIONS: FROM MECHANISMS TO NEW STATE-TO-STATE CROSS SECTIONS AND RATE COEFFICIENTS

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ELECTRON INDUCED REACTIVITY OF MOLECULAR CATIONS: FROM MECHANISMS TO NEW STATE-TO-STATE CROSS SECTIONS AND RATE

COEFFICIENTS

J. Zs. Mezei

(a,b)1

, E. Djuissi

b)

, A. Abdoulanziz

(b)

, C. Argentin

(b)

, F. Iacob

(c)

, N. Pop

(d)

, A. Orban

(a)

, K. Chakrabarti

(e)

, D. Talbi

(f)

and I. F. Schneider

(b)

(a) Institute for Nuclear Research, Hungarian Academy of Sciences, H-4001 Debrecen, Hungary

(b) LOMC, CNRS, Normandie Université, Le Havre, 76056 Le Havre, France

(c) West University of Timisoara, 300223 Timisoara, Romania

(d) Politehnica University of Timisoara, 300223 Timisoara, Romania

(e) Dept. Of Mathematics, Scottish Church Collage, 700006 Kolkata, India

(f) LUPM, CNRS, Université de Montpellier, 34095 Montpellier, France

Electron-impact dissociative recombination, ro-vibrational (de)excitation and dissociative excitation of molecular cations are at the heart of molecular reactivity in the cold ionised media [1], being major molecular ion destruction reactions, and producing often atomic species in metastable states, inaccessible through optical excitation.

These processes involve super-excited molecular states undergoing pre-dissociation and autoionization, having thus strong resonant character. We use methods based on Multichannel Quantum Defect Theory and R-Matrix Theory [2],

Figure 1: Maxwellian rate coefficients for dissociative recombination of vibrationally relaxed CH+(Ni+) with electrons as functions of the kinetic temperature. Our results are compared with the experimental results of Amitay et al [8] and Mitchell [9] and with the theoretical results of Takagi [10].

capable to account for the strong mixing between ionization and dissociative channels, open - direct mechanism - and closed - indirect mechanism, via capture into prominent Rydberg resonances [3]

1 mezei.zsolt@atomki.hu

10 100

Electron temperature (K)

10-8 10-7 10-6

Rate coefficient (cm3 /s)

N+i=0 N+i=1 N+i=2 N+i=3 N+i=4 N+i=5 N+i=6 N+i=7 N+i=8 N+i=9 N+i=10

600 800 1200 1600 2000 2400 2800 Rotational, 300 K average

Amitay et al Mitchell

Non-rotational, 3 cores Non-rotational, 1 core

Mitchell

Takagi

(2)

correlating to the ground and excited ionic states, and for rotational effects. These features as well as isotopic effects will be illustrated for several cations of high astrophysical and planetary relevance such as H2+ and HD+ [3], CO+ [4], SH+ [5], CH+ [2,6], N2+ [7], N2H+. Comparisons with other existing theoretical and experimental results will be also given.

Acknowledgement: This work was supported by the National Research, Development and Innovation Fund of Hungary, under the project no. FK132989.

References

[1] I. F. Schneider, O. Dulieu, and J. Robert (editors) 2015 Eur. Phys. J. Web of Conf. 84.

[2] J. Zs. Mezei et al, ACS Earth. Space.Chem. 3, 2376 (2019).

[3] E. Djuissi et al, RoAJ 30, 101 (2020).

[4] Y. Moulane et al, A&A 615, A53 (2018).

[5] J. Zs. Mezei et al, J. Chem. Phys. 146, 204109 (2017).

[6] K. Chakrabarti et al, J. Phys. B. 51, 104002 (2018).

[7] A. Abdoulanziz et al, Submitted to J. App. Phys. (2020).

[8] Z. Amitay et al, Phys. Rev. A 54, 4032 (1995).

[9] J. B. A. Mitchell, Phys. Rep. 186, 215 (1990).

[10] H. Takagi et al, J. Phys. B 24, 711 (1991).

Ábra

Figure  1:  Maxwellian  rate  coefficients  for  dissociative recombination  of  vibrationally  relaxed  CH + (N i + )  with electrons as functions of the kinetic temperature

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