Electron Affinity Measurement of Hydrogen Negative Ion

Main Article Content

Muhammad Imran Jamil
Muhammad Usman Ghani
Afaq Ahmad
Saad Tariq

Abstract

The Photodetachment Microscopy experiment was first carried out in the presence of an electric field by Blondel et al in 1996 for Bromine negative ion. It measures the spatial distribution of ejected electrons on the detector screen which is a direct view of the spatial structure of the wave function of an atomic electron in the form of a ring pattern. From a semi-classical point of view, this ring pattern is formed because of the interference between two electron waves; one is direct while the other is reflected from an electric field. Following Blondel’s photodetachment microscopy experiment, a formula that displays the Newton Rings is derived using a theoretical imaging technique or hydrogen negative ion near a plane interface. The interface means an elastic plane in the vicinity of the source of photoelectrons. The direct and reflected electron waves in this formula generate quantum interference in the form of Newton Rings. It is found that the number of rings increases as we increase the photon energy of the laser light. This finding is in accordance with the very well-known Einstein photoelectric effect which finally provides help to find the electron affinity of the hydrogen negative ion very accurately.

Article Details

How to Cite
Jamil, M. . I., Ghani, M. U. ., Ahmad, A. ., & Tariq, S. . (2023). Electron Affinity Measurement of Hydrogen Negative Ion. Pakistan Journal of Emerging Science and Technologies (PJEST), 4(2), 1–8. https://doi.org/10.58619/pjest.v4i2.101
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Author Biography

Saad Tariq, Centre of Excellence in Solid State Physics, University of the Punjab, Lahore,Pakistan.

 

 

References

Gross, J.H., Mass spectrometry: a textbook. 2006: Springer Science & Business Media.

Du, M. and J.J.P.R.A. Delos, Photodetachment of H− in an electric field. 1988. 38(11): p. 5609.

Du, M.L. and J.J.P.r.l. Delos, Effect of closed classical orbits on quantum spectra: ionization of atoms in a magnetic field. 1987. 58(17): p. 1731.

Du, M. and J.J.P.R.A. Delos, Effect of closed classical orbits on quantum spectra: Ionization of atoms in a magnetic field. I. Physical picture and calculations. 1988. 38(4): p. 1896.

Du, M.J.T.E.P.J.D.-A., Molecular, Optical and P. Physics, Photodetachment of H-in a static electric field. 2006. 38(3): p. 533-536.

Wang, F.-H., et al., Application of closed-orbit theory to the spontaneous emission of atoms near a single dielectric interface. 2005. 71(4): p. 044901.

Yang, G., Y. Zheng, and X.J.P.R.A. Chi, Photodetachment of H− in a static electric field near an elastic wall. 2006. 73(4): p. 043413.

Galama, T.J., et al., An unusual supernova in the error box of the γ-ray burst of 25 April 1998. 1998. 395(6703): p. 670-672.

Wildt, R.J.T.A.J., Electron Affinity in Astrophysics. 1939. 89: p. 295-301.

Wildt, R.J.T.A.J., Negative Ions of Hydrogen and the Opacity of Stellar Atmospheres. 1939. 90: p. 611.

Chandrasekhar, S.J.T.T.o.B.M., American Institute of Physics, Reviews of Modern Physics. 1943. 15: p. 20-30.

Marcus, C., et al., Conductance fluctuations and chaotic scattering in ballistic microstructures. 1992. 69(3): p. 506.

Lin, W., J.B. Delos, and R.J.C.A.I.J.o.N.S. Jensen, Order and chaos in semiconductor microstructures. 1993. 3(4): p. 655-664.

Saleh, T., ALL RIGHTS RESERVED. 2012.

Hansen, P., K.A. Mitchell, and J.B.J.P.R.E. Delos, Escape of trajectories from a vase-shaped cavity. 2006. 73(6): p. 066226.

Bryant, H.C., et al., Observation of motional-field-induced ripples in the photodetachment cross section of H−. 1987. 58(23): p. 2412.

Stewart, J.E., et al., Effects of electric fields on the photodetachment cross section of the H− ion near threshold. 1988. 38(11): p. 5628.

Fabrikant, I.J.J.o.P.B.A., Molecular and O. Physics, Spatial distribution of electrons photodetached in an electric field. 1990. 23(7): p. 1139.

Fabrikant, I.J.Z.E.n.i.T.F., Interference effects in photodetachment and photoionization of atoms in a homogeneous electric field. 1980. 79(6): p. 2070-2077