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#physics

247 posts142 participants17 posts today

🚀 Beaming like in Star Trek – just science fiction?

Anton Zeilinger researched quantum entanglement and teleportation – and Gerd Ganteför explains whether this could one day become a reality with “Scotty, beam me up!”

🔬 Quantum physics, the limits of reality, and the great dream of teleportation – what is possible, and what remains fantasy?

📽 More in the Zoomposium interview: youtu.be/V4pUEEtFCUo

Almost exactly 15 years ago to the day, we published the first pulsar discovery with our distributed computing project / citizen science project @einsteinathome in the journal “Science”.

ℹ️ aei.mpg.de/219343/einstein-hom (press release)

📄 arxiv.org/abs/1008.2172 (publication on arXiv)

📄 science.org/doi/10.1126/scienc (publication in Science)

Continued thread

Quite surprisingly, most of the properties of (classical) synchrotron radiation were worked out by G.A. Schott in1907--1912 in his dissertation work.

Working in a 'pre-quantum' world, Schott wanted to explain the observed lines in the emission #spectra of atoms. He started with a ‘Rutherford-like' atomic model where point electrons move in closed orbits around a nucleus: what would the emission spectra of such accelerated particles be like?

Starting from these premises, Schott derived the emission spectrum of (what we know today as) synchrotron light!

As we understand today, the motion of bound electrons cannot be explained by classical #Electrodynamics. Schott's formulas didn't work in describing atomic spectra and his work was forgotten for a while, only to be rediscovered in the 1940s when the first synchrotron machines were being built.

Now, electrons moving on macroscopic curved trajectories are extremely well described by classical electrodynamics, and Schott's formulas work exceedingly well in predicting the properties of #synchrotron light.

#physics

3/N

📰 "Physical Principles of Size and Frequency Scaling of Active Cytoskeletal Spirals"
arxiv.org/abs/2508.10114
#Physics.Bio-Ph #Cond-Mat.Soft #Q-Bio.Bm #Myosin

arXiv logo
arXiv.orgPhysical Principles of Size and Frequency Scaling of Active Cytoskeletal SpiralsCytoskeletal filaments transported by surface immobilized molecular motors with one end pinned to the surface have been observed to spiral in a myosin-driven actin 'gliding assay'. The radius of the spiral was shown to scale with motor density with an exponent of -1/3, while the frequency was theoretically predicted to scale with an exponent of 4/3. While both the spiraling radius and frequency depend on motor density, the theory assumed independence of filament length, and remained to be tested on cytoskeletal systems other than actin-myosin. Here, we reconstitute dynein-driven microtubule spiraling and compare experiments to theory and numerical simulations. We characterize the scaling laws of spiraling MTs and find the radius dependence on force density to be consistent with previous results. Frequency on the other hand scales with force density with an exponent of ~1/3, contrary to previous predictions. We also predict that the spiral radius scales proportionally and the frequency scales inversely with filament length, both with an exponent of ~1/3. A model of variable persistence length best explains the length dependence observed in experiments. Our findings that reconcile theory, simulations, and experiments improve our understanding of the role of cytoskeletal filament elasticity, mechanics of microtubule buckling and motor transport and the physical principles of active filaments.

📰 "Physical Principles of Size and Frequency Scaling of Active Cytoskeletal Spirals"
arxiv.org/abs/2508.10114 #Physics.Bio-Ph #Cond-Mat.Soft #Cytoskeletal #Q-Bio.Bm #Force

arXiv logo
arXiv.orgPhysical Principles of Size and Frequency Scaling of Active Cytoskeletal SpiralsCytoskeletal filaments transported by surface immobilized molecular motors with one end pinned to the surface have been observed to spiral in a myosin-driven actin 'gliding assay'. The radius of the spiral was shown to scale with motor density with an exponent of -1/3, while the frequency was theoretically predicted to scale with an exponent of 4/3. While both the spiraling radius and frequency depend on motor density, the theory assumed independence of filament length, and remained to be tested on cytoskeletal systems other than actin-myosin. Here, we reconstitute dynein-driven microtubule spiraling and compare experiments to theory and numerical simulations. We characterize the scaling laws of spiraling MTs and find the radius dependence on force density to be consistent with previous results. Frequency on the other hand scales with force density with an exponent of ~1/3, contrary to previous predictions. We also predict that the spiral radius scales proportionally and the frequency scales inversely with filament length, both with an exponent of ~1/3. A model of variable persistence length best explains the length dependence observed in experiments. Our findings that reconcile theory, simulations, and experiments improve our understanding of the role of cytoskeletal filament elasticity, mechanics of microtubule buckling and motor transport and the physical principles of active filaments.