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Part 3 of the groundbreaking but less-known theory of quantum mechanics proposed by Louis de Broglie in 1923. In this video de Broglie’s unification of wave and particles using his matter waves to show that Fermat’s principle of ray optics is equivalent to Maupertuis’ principle for the dynamics of particles. Although incomplete, this corresponds to the early development of de Broglie’s pilot-wave theory.

∘ Pilot-wave theory (part 1): the origin of de Broglie’s matter waves https://youtu.be/YQNEziGyDxU
∘ Pilot-wave theory (part 2): explaining Bohr’s atom https://youtu.be/5MMs6iFSiY8
∘ This is how the wave-particle duality of light was discovered https://youtu.be/f7JvywBOGYY
∘ Playlist Quantum Physics https://www.youtube.com/playlist?list=PL_UV-wQj1lvVxch-RPQIUOHX88eeNGzVH

∘ L. de Broglie, “Ondes et quanta,” Comptes Rendus Hebdomadaires des Séances de l’Aadémie des Sciences (Paris), 177,507 (1923)
∘ L. de Broglie, “Quanta de lumière, diffraction et interférences,” Comptes Rendus Hebdomadaires des Séances de l’Aadémie des Sciences (Paris), 177,548 (1923)
∘ L. de Broglie, “Les quanta, la théorie cinétique des gaz et le principe de Fermat,” Comptes Rendus Hebdomadaires des Séances de l’Aadémie des Sciences (Paris), 177,630 (1923)
∘ F. Grimaldi, “Physico-mathesis de lumine, coloribus et iride aliisque adnexis” (1665)
∘ I. Newton, “Optiks” (1704)
∘ L. de Broglie, “On the Theory of Quanta,” translation of doctoral thesis, Foundation Louis De Broglie (1924)
∘ A. Einstein, “Quantum theory of the monatomic ideal gas, Part II” Sitzungsber. Preuss. Akad. Wiss. 3, (1925)

M. de Broglie, public domain.
Diffraction half plane with rays, by MikeRun under CC BY-SA 4.0
Oualidia Lagoon, Morocco via Google Earth.
Matter Waves, AT&T Archives and History Center (1961)
Francesco Grimaldi, public domain.
First edition of Opticks, public domain.
Isaac Newton by Sir Godfrey Kneller, public domain.
Light refraction, by ajizai, public domain.
Interference pattern, by J.S. Diaz (own work)
Polarization clamp, by A.Davidhazy under CC BY-SA 4.0
Light bulb through diffraction grating, by R.D. Anderson under CC BY-SA 3.0
Davisson and Germer, public domain.
Davisson-Germer Figure 2, public domain.
Fifth Solvay Conference, AIP
Refraction with soda straw, by Bcrowell under CC BY-SA 1.0
Pierre Louis Moreau de Maupertuis, public domain.
P. Langevin, public domain.
Peter Debye, AIP
Portrait of Erwin Schrodinger, AIP
Eels Swimming in Aquarium by M. Ehlers, free use via Pexels https://www.pexels.com/video/eels-swimming-in-aquarium-10106765/

AIP: American Institute of Physics, Emilio Segrè Visual Archives.
CC BY-SA 1.0: https://creativecommons.org/licenses/by-sa/1.0/deed.en.
CC BY-SA 3.0 Deed: https://creativecommons.org/licenses/by-sa/3.0/deed.en.
CC BY-SA 4.0 Deed: https://creativecommons.org/licenses/by-sa/4.0/deed.en.
CC BY-SA 4.0: https://creativecommons.org/licenses/by-sa/4.0/deed.en

The shape is another important morphological feature that matters as a critical aspect of nanotoxicity. Studies have shown that shape plays a role in determining the cellular uptake of micro-nano particles (65, 66). SRS images of plastic particles confirmed the existence of shape diversity for micro-nano plastics in bottled water. To account for the shape of plastic particles in a statistical manner, we measure the aspect ratio of individual particles above the diffraction limit (Fig. 6 H). The aspect ratio is widely acknowledged in nanotoxicology studies (67, 68). The aspect ratio of the plastic particles detected ranges from 1 to 6, and the average aspect ratio for particles is around 1.7. Fig. 6 I–M provides a pictorial view of how the aspect ratio is related to the particle shape. Particles with an aspect ratio of above 3 are most likely to be fibrous in shape, while particles with an aspect ratio of below 1.4 will be largely spherical. Shape variation on plastic particles has been found in all polymers detected, confirming the widely recognized idea that real-world micro-nano plastics have diverse morphological prosperities. This dimension is hard to be resembled by engineered polymer nanoparticles commonly studied in research laboratories, and the toxicological consequences pertaining to real-life plastic particle exposures and their differing physicochemical properties (i.e., size, shape) have yet to be determined.

Researchers from Würzburg have experimentally demonstrated a quantum tornado for the first time by refining an established method. In the quantum semimetal tantalum arsenide (TaAs), electrons in momentum space behave like a swirling vortex. This quantum phenomenon was first predicted eight years ago by a Dresden-based founding member of the Cluster of Excellence ct.qmat.

The discovery, a collaborative effort between ct.qmat, the research network of the Universities of Würzburg and Dresden, and international partners, has now been published in Physical Review X.

Scientists have long known that electrons can form vortices in quantum materials. What’s new is the proof that these tiny particles create tornado-like structures in momentum space—a finding that has now been confirmed experimentally. This achievement was led by Dr. Maximilian Ünzelmann, a group leader at ct.qmat—Complexity and Topology in Quantum Matter—at the Universities of Würzburg and Dresden.

There are plenty of types of stars out there, but one stands out for being just a little weirder than the others. You might even say it’s strange. According to a paper from researchers at Guangxi University in China, the birth of one might have recently been observed for the very first time.

A strange star is a (so far theoretical) compact star that is so dense it literally breaks down regular parts of atoms (like neutrons) into their constituent quarks. Moreover, even those quarks (the up and down that comprise a neutron) get compressed into an even rarer type of quark called a strange quark—hence the name strange star.

Technically, the “strange” matter that a strange star would be composed of is a combination of up, down, and strange quarks. But, at least in theory, this mix of sub-hadronic particles could even be more stable than a traditional neutron star, which is similar to a strange star but doesn’t have enough gravity to break down the neutrons.

Physicists have long attempted to find a single theory that unites quantum mechanics and general relativity.

This has been very tricky because quantum mechanics focuses on the unpredictable nature of particles at microscopic scales, whereas general relativity explains gravity as the curvature of spacetime caused by massive objects.

The two theories discuss forces existing on different scales. Bianconi employed an interesting approach to deal with this challenge. She proposes an entropic action where, instead of being a fixed background, spacetime works like a quantum operator — acting on quantum states and deciding how they change over time.

About 100 trillion neutrinos are passing through your body at this very second. The particles are the second most abundant form of matter in the universe (behind light), but they interact very, very rarely. That property makes them ideal objects for studying the fundamentals of quantum mechanics; however, it also complicates measurements.

For example, neutrinos were discovered in the 1950s, but their properties are still obscure. New research, published in Nature by a team including Lawrence Livermore National Laboratory (LLNL) scientists, introduces an experimental technique to constrain the size of the neutrino’s wavepacket.

Imagine measuring a neutrino like finding a needle in a haystack. The particles are so elusive that, previously, researchers didn’t even know where on Earth the haystack was located. Now, they’ve identified the haystack, or, scientifically, the size of the neutrino’s “wavepacket.” This measurement doesn’t say exactly where the neutrino is located or how big it is, but it does constrain what those answers could be.

There is a peculiar alchemy woven into the very structure of spacetime, an unseen flux of quantum fluctuations from which the most ephemeral of entities — virtual particle-antiparticle pairs — bubble in and out of existence. The vacuum, so named for its ostensible emptiness, is anything but void. It seethes with quantum activity, a perpetual genesis and annihilation of matter and antimatter that, if properly harnessed, could redefine the very foundations of energy production. Here, we propose a speculative yet theoretically plausible mechanism by which this ceaseless quantum froth might be coerced into yielding usable energy — energy on a scale that would render conventional sources mere curiosities of an earlier epoch.

The quantum vacuum is not merely an absence of matter but rather a dynamical system governed by Heisenberg’s uncertainty principle, where transient pairs of particles emerge momentarily before annihilating back into the void. This effect, first mathematically formalized in quantum electrodynamics (QED) by Dirac (1930), finds experimental validation in phenomena such as the Casimir effect, where vacuum fluctuations exert measurable forces between conductive plates (Lamoreaux, 1997, p. 57). If such fluctuations can manifest macroscopically, might they not be engineered into a usable power source?

One tantalizing possibility arises from artificially stabilizing these virtual particles long enough to force matter-antimatter interactions within a controlled environment. Conventional particle-antiparticle annihilation is known to release energy per Einstein’s mass-energy equivalence relation (E=mc²), a principle routinely exploited in positron emission tomography (PET) but never yet on an industrial scale. The key challenge lies in capturing these spontaneous virtual entities before they dissolve, a feat requiring an unprecedented interplay of quantum field manipulation and high-energy containment systems.

By miniaturizing cold atom trapping with integrated photonics, researchers are making quantum technologies portable. Their photonic chip system replaces traditional free-space optics, offering a path toward highly precise, deployable quantum sensors and computing tools. Bringing Quantum Experime.