• montechristo@feddit.org
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    2 months ago

    I work on quantum systems coupled to noisy environments (noisy as in causing random fluctuations). Atoms coupled to a light field are my specialty. Anyway, I just got invited by a predatory journal in the field of acoustics, vibrations and noise?!

    • humblebun@sh.itjust.works
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      2 months ago

      I left science a long time ago and recently got such an invitation from a Q3 engineering journal on aerodynamics (I worked on quantum systems as well, hi).

      I took 3 books on aerodynamics and wrote a paper citing and compiling the texts; adding some chatgpt noise. Really nothing new, just some intermediate equations. The reference section contains these 3 books and 4 recent papers for the introductory part. I sent it several days ago and am awaiting the review.

      • montechristo@feddit.org
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        2 months ago

        I describe the atoms using a so called Lindblad master equation. The atoms are kept in this description, but the light field is eliminated using two assumptions:

        1. The coupling between the two is very weak.
        2. Correlations between the two decay so fast that this can be considered instantaneous.

        The later produces white noise.

        • trolololol@lemmy.world
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          2 months ago

          That’s cool

          In most fields " so fast that’s instantaneous" is pretty fast, but in nuclear and quantum physics that’s a whole new level.

          What is the order of magnitude of your " too fast ”? I will invert that to state the bandwidth in Hertz.

          • montechristo@feddit.org
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            2 months ago

            Typical transition frequencies between two levels of an atom are 10^15Hz. The coupling between atoms and light is on the order of the decay rate at which photons are transmitted, which sits at around 10^6Hz.

    • friendly_ghost@beehaw.org
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      2 months ago

      I look forward to your original contribution, “Atomic Noise: Acoustic Vibrations at Nanomolecular Scale.” Reviewer 2 can suck it, 'cause this one’s about to blow up!