Fact-checked by Grok 2 weeks ago

Matter

Matter is defined as any substance that has and occupies , distinguishing it from and other abstract concepts in physics. It forms the basis of all tangible objects in the , from subatomic particles to galaxies, and is the subject of study in fields like physics, , and . At its most fundamental level, matter is composed of , which are the smallest units of elements that retain their chemical properties; each consists of a dense containing protons and neutrons, surrounded by a of electrons. Protons carry a positive charge equal in magnitude but opposite to that of electrons, while neutrons are electrically neutral, and the number of protons () determines the element's identity. can combine to form molecules through chemical bonds, leading to the diverse array of substances observed in nature, such as (H₂O) or (carbon in a ). Matter exists in multiple states or phases, primarily determined by temperature, pressure, and intermolecular forces: solids have fixed shapes and volumes due to strong particle bonds; liquids flow and take the shape of their container but maintain a fixed volume; gases expand to fill their container with neither fixed shape nor volume; and plasma, the most common state in the universe (e.g., in stars), consists of ionized particles with free electrons and nuclei. These states can transition via processes like melting, boiling, or ionization, which are reversible physical changes without altering the substance's chemical composition. Key physical properties of matter include (a measure of ), , (mass per unit ), color, , melting and boiling points, , and , all of which can be observed or measured without changing the substance's identity. In contrast, chemical properties describe how matter interacts with other substances, such as flammability, reactivity with acids, or oxidation potential, leading to irreversible chemical changes that form new substances. These properties enable the of matter into elements (pure substances like oxygen), compounds (like , NaCl), and mixtures (homogeneous like air or heterogeneous like ). Conservation laws underpin matter's behavior: in classical chemistry, matter is neither created nor destroyed in chemical reactions (), though in nuclear reactions or via Einstein's E=mc², matter and energy are interconvertible. Ordinary baryonic matter, made of protons and neutrons, constitutes about 5% of the universe's content, with the rest dominated by (∼27%) and (∼68%), though the nature of these remains an active area of research.

Definitions and Properties

Classical Definition

In , matter is defined as any substance that possesses and occupies a finite of , making it detectable through sensory or physical . This conceptualization emphasizes matter's tangible , distinguishing it from or non-material entities. For instance, everyday objects such as a wooden (solid), a glass of (liquid), or the air in a room (gas) exemplify matter in its common forms, each exhibiting measurable and spatial extent. Unlike , which treats as the capacity for work or motion without inherent or volume—such as the of a moving object or maintains its identity through interactions. Key properties include , the resistance to changes in motion proportional to its , as articulated in Newton's of motion; impenetrability, whereby two portions of cannot coexist in the same spatial point simultaneously; and divisibility, allowing to be subdivided into smaller units down to atoms in early atomic models like those proposed by . These attributes underpin the mechanical behavior of in classical frameworks. Historically, the classical understanding traces back to Aristotle's hylomorphism, in which matter (hylē) represents pure potentiality—the underlying substratum capable of receiving form (morphē) to become actualized substances—without independent existence or qualities of its own. As described in Aristotle's Physics and Metaphysics, matter persists through change as the indeterminate principle that form shapes into specific entities, such as bronze as potential statue. This philosophical foundation influenced subsequent classical views, evolving toward empirical models in the Scientific Revolution. This intuitive, macroscopic perspective laid the groundwork for later refinements in quantum mechanics.

Particle Physics Definition

In , matter is understood through the lens of as being composed exclusively of fermions, which are elementary particles characterized by half-integer values such as \frac{1}{2} and that adhere to the , preventing two identical fermions from occupying the same simultaneously. This principle, a of , ensures the stability and structure of matter by dictating how fermions interact and arrange in systems like orbitals. Fermions are categorized into two main families: quarks and leptons, both of which carry specific quantum numbers, including , charge, and, for quarks, , that define their roles in the fundamental interactions. Baryonic matter, which constitutes the ordinary matter observed in everyday phenomena, consists primarily of baryons—composite particles formed from three quarks bound together by the strong . Protons and neutrons, the key building blocks of nuclei, exemplify these baryons: a proton comprises two s and one , while a consists of one and two s, with their stability arising from the confinement of quarks within color-neutral combinations. This three-quark structure distinguishes baryons from other hadrons and underpins the composition of all visible matter in the . In the of , the fundamental fermions are organized into three generations, but the first generation provides the essential constituents of stable baryonic matter. The quarks in this generation are the (with charge +\frac{2}{3}) and the (with charge -\frac{1}{3}), while the leptons include the (charge -1) and the (neutral). These particles, all fermions obeying the , form the protons, neutrons, and electrons that assemble into atoms. In stark contrast, bosons—particles with integer spin, such as photons, gluons, and W/Z bosons—mediate the electromagnetic, , and weak forces but do not contribute to the material substance of matter itself.

Relativistic and Cosmological Perspectives

In the framework of special relativity, Albert Einstein established the mass-energy equivalence principle, expressed by the equation E = mc^2, where E is energy, m is rest mass, and c is the speed of light. This relation demonstrates that matter possesses intrinsic energy equivalent to its mass, blurring the classical distinction between the two and allowing matter to convert into other forms of energy under certain conditions. Extending to general relativity, matter's energy content, including its rest , contributes to the stress-energy tensor T_{\mu\nu}, which sources the curvature of via Einstein's equations G_{\mu\nu} = \frac{8\pi G}{c^4} T_{\mu\nu}. The stress-energy tensor encapsulates the distribution of , , , and within matter , dictating how they influence gravitational and geodesic motion. Consequently, concentrations of matter, such as stars or galaxies, curve , manifesting as the gravitational attraction observed in the . In cosmology, matter plays a central role in the universe's composition and evolution within the Lambda cold dark matter (ΛCDM) model. As of 2024, observations indicate that ordinary (baryonic) matter constitutes approximately 5% of the total energy density, while accounts for about 27%, yielding a total matter fraction of roughly 32%. These proportions are derived from measurements of the and , with the total matter density parameter \Omega_m \approx 0.315. The remaining ~68% is attributed to , which drives the accelerated expansion. The early transitioned through distinct eras dominated by radiation and matter following the . During the radiation-dominated era, the was governed by relativistic particles and photons, but matter domination began around 51,000 years after the , when the matter density surpassed that of radiation at z \approx 3400. This shift marked a pivotal point in cosmic expansion, slowing the rate compared to the prior era and enabling the growth of large-scale structures through gravitational instability.

Composition and Structure

Atomic and Molecular Level

Matter at the and molecular level consists of , which serve as the fundamental building blocks of all ordinary matter. Each atom comprises a dense central containing protons—positively charged particles—and neutrons, which are electrically neutral and contribute to the atom's . Surrounding the nucleus are electrons, negatively charged particles that occupy probabilistic orbitals, determining the atom's chemical through their arrangement and interactions. The number of protons defines the , while the balance between protons and electrons maintains electrical neutrality in isolated atoms. The periodic table organizes all known chemical based on increasing , which is the count of protons in the and uniquely identifies each . This classification reveals in chemical properties, such as reactivity and , arising from the configurations in outer shells; for instance, elements in the same group exhibit similar bonding tendencies due to comparable numbers of . These patterns enable predictions of how elements combine to form compounds, underpinning chemistry's foundational principles. Isotopes are variants of the same with identical atomic numbers but differing numbers of neutrons, affecting without altering chemical properties. isotopes, like with six protons and six neutrons, do not undergo and thus contribute to the long-term stability of matter in biological and geological systems. In contrast, unstable isotopes such as , with six protons and eight neutrons, over time, releasing radiation and playing roles in processes like , though they represent a minor fraction in natural matter. At the molecular level, atoms combine through chemical bonds to form s, exhibiting emergent properties distinct from individual atoms. Covalent bonds involve the sharing of electron pairs between atoms, as in diatomic oxygen (O₂), fostering strong, directional connections in nonmetals. Ionic bonds result from the electrostatic attraction between oppositely charged ions, typically formed by from metals to nonmetals, yielding crystalline solids like (NaCl). Metallic bonds feature delocalized s shared among metal atoms, enabling high electrical conductivity and malleability in substances like . A key example is (H₂O), where polar covalent bonds between oxygen and atoms create a molecule with partial charges—oxygen slightly negative and hydrogens positive—due to oxygen's higher , leading to unique properties like hydrogen bonding and solvent capabilities.

Subatomic Particles

Subatomic particles are the building blocks of atoms, consisting primarily of protons, neutrons, and , which together determine the structure and properties of matter. These particles interact through forces to form stable atomic nuclei and electron clouds, enabling the formation of and compounds. Protons and neutrons reside in the , while occupy orbitals around it, with their charges and masses dictating electromagnetic interactions and nuclear stability. The proton is a positively charged with a charge of +1e, where e is the of approximately $1.602 \times 10^{-19} C, and a of approximately $1.67 \times 10^{-27} . Protons define the of an , which corresponds to the number of protons in the and thus determines the element's chemical identity and position in the periodic table. Their positive charge repels other protons but is overcome by the strong , allowing multiple protons to coexist in the . The is an electrically neutral with a mass of approximately $1.67 \times 10^{-27} kg, slightly greater than that of the proton. contribute to the stability of the by providing additional binding through the , which counteracts the electromagnetic repulsion between protons without adding to the positive charge. The number of neutrons can vary in isotopes of the same element, affecting nuclear stability and enabling phenomena like . The is a negatively charged with a charge of -1e and a of approximately $9.11 \times 10^{-31} , making it about 1/1836 the of a proton. Electrons govern chemical bonding by occupying outer orbitals and participating in electromagnetic interactions, which dictate the reactivity of atoms and the conduction of in materials. Their in electron shells determines the and thus the chemical properties of elements. Within the nucleus, protons and neutrons—collectively known as nucleons—are bound together by the strong , one of the four interactions, which acts at very short ranges (about 10^{-15} m) to overcome proton repulsion and maintain nuclear integrity. The weak nuclear force, another interaction, plays a role in processes like , where a transforms into a proton (or vice versa), emitting an or and altering the . Protons and neutrons themselves are composite particles made up of more quarks, though their substructure is explored in greater detail elsewhere.

Fundamental Constituents

In the Standard Model of particle physics, all ordinary matter is composed of elementary fermions known as quarks and leptons. These particles are the fundamental building blocks, with quarks participating in the strong nuclear force and leptons not. There are twelve such fermions in total, organized into three generations or families, each containing two quarks and two leptons, with masses increasing across generations. Quarks come in six flavors: up, down, , , , and . The first generation includes the light (mass approximately 2.2 MeV/c², +2/3) and (mass approximately 4.7 MeV/c², charge -1/3), which are stable within composite particles and constitute the protons and neutrons of atomic nuclei. The second generation features the quark (mass ~1.27 GeV/c², charge +2/3) and (mass ~94 MeV/c², charge -1/3), while the third includes the heavy (mass ~173 GeV/c², charge +2/3) and (mass ~4.18 GeV/c², charge -1/3); the latter two are short-lived, decaying rapidly due to their high masses. Leptons also number six: the charged electron (mass 0.511 MeV/c², charge -1), (mass 105.7 MeV/c², charge -1), and (mass 1.777 GeV/c², charge -1), paired with their neutral counterparts—the , , and (with upper mass limits of <0.0008 MeV/c² for , <0.19 MeV/c² for , and <18 MeV/c² for , all at 90% CL). Only the first-generation leptons ( and ) are stable and prevalent in ordinary matter, while the muon and tau decay into lighter particles on timescales of microseconds to femtoseconds. Neutrinos interact only via the weak force and , making them notoriously difficult to detect. The three generations exhibit a pattern of increasing mass, with only the first generation appearing stably in everyday matter due to the instability of heavier particles. Quarks, unlike leptons, carry "color charge" and are subject to color confinement: they cannot exist in isolation but are perpetually bound within color-neutral hadrons, such as baryons (e.g., protons, composed of three quarks) or mesons, through the exchange of gluons mediated by (QCD). This confinement arises from a linearly increasing potential between quarks, ensuring that attempts to separate them produce new quark-antiquark pairs instead.
GenerationQuarks (Flavor, Approx. Mass in MeV/c², Charge)Leptons (Type, Approx. Mass in MeV/c², Charge)
1Up (2.2, +2/3); Down (4.7, -1/3)Electron (0.511, -1); Electron Neutrino (<8×10^{-7}, 0)
2Charm (1273, +2/3); Strange (94, -1/3)Muon (105.7, -1); Muon Neutrino (<0.19, 0)
3Top (172600, +2/3); Bottom (4183, -1/3)Tau (1777, -1); Tau Neutrino (<18, 0)

States and Phases

Common Phases

Matter exists in several common phases under everyday conditions, primarily determined by and : , , gas, and . These phases represent distinct macroscopic behaviors arising from the arrangement and motion of particles, with transitions between them occurring at specific critical points where energy input or removal alters the intermolecular forces without changing the . In the solid phase, matter maintains a fixed and due to strong intermolecular forces that hold particles in a rigid, ordered structure. Particles vibrate around fixed positions, with these vibrations propagating as collective waves known as phonons, which are quantized modes of . This rigidity allows solids to resist deformation under moderate forces, as seen in materials like or metals. The liquid phase features a fixed but no definite shape, as particles are close together yet free to move past one another, enabling . Key properties include , which measures resistance to due to internal between layers of molecules, and , arising from cohesive forces that minimize surface area, causing liquids like to form droplets. Liquids conform to the shape of their container while maintaining , as exemplified by mercury or . Gases occupy the full volume and shape of their container, with particles widely spaced and moving rapidly in random directions, resulting in low density and high compressibility. Intermolecular forces are negligible at typical conditions, leading to behavior approximated by the ideal gas law, expressed as PV = nRT where P is pressure, V is volume, n is the number of moles, R is the gas constant, and T is temperature; this equation holds well for dilute gases like air or helium under moderate pressures and temperatures. Plasma, often considered the fourth common phase, is a partially ionized gas consisting of free electrons, ions, and neutral atoms, making it electrically conductive and responsive to electromagnetic fields. It forms at high temperatures or low pressures where sufficient energy strips electrons from atoms, as in the interiors of or discharges. Unlike neutral gases, plasmas exhibit collective behaviors like shielding and can generate magnetic fields through particle motion. Phase transitions between these states are driven by changes in or and involve s—the absorbed or released per unit without altering . transitions a to a by overcoming bonds at the , requiring the of , such as 334 J/g for . converts a to gas at the , absorbing the of vaporization, like 2260 J/g for , to separate molecules against cohesive forces. These processes are reversible, with freezing and releasing equivalent .

Exotic Phases

Exotic phases of matter represent states achieved under extreme conditions that transcend classical thermodynamic equilibria, revealing quantum mechanical or high-energy behaviors inherent to ordinary matter constituents. These phases often require ultralow temperatures, immense pressures, or relativistic energies to manifest, providing insights into quantum , collective excitations, and interactions. Unlike everyday solids, liquids, gases, or plasmas, exotic phases exhibit macroscopic quantum effects or deconfined particle dynamics, bridging atomic scales with cosmological origins. The Bose-Einstein condensate (BEC) emerges when a dilute gas of bosons, such as rubidium-87 atoms, is cooled to temperatures mere nanokelvins above , causing the particles to occupy the lowest and form a coherent wavefunction. In this phase, matter-wave interference becomes observable on macroscopic scales, enabling phenomena like and atom lasers. The first BEC was experimentally realized on June 5, 1995, by a team at using evaporative cooling in a magnetic trap, marking a in quantum gas research. Fermionic condensates arise from ultracold gases of fermions, such as lithium-6 atoms, where attractive interactions near a Feshbach pair the particles into bosonic molecules that condense into a superfluid . These paired fermions mimic pairs in superconductors, exhibiting zero-viscosity flow and gapless excitations, but at tunable interaction strengths spanning the BEC-BCS crossover. The initial observation occurred in through resonant pairing in a harmonic trap, demonstrating a superfluid phase distinct from bosonic counterparts. At the opposite extreme, quark-gluon plasma (QGP) forms when quarks and gluons, normally confined within hadrons, become deconfined in a hot, dense medium reaching temperatures around $10^{12} K, as recreated in heavy-ion collisions at accelerators like the LHC. This plasma behaves as a near-perfect with minimal , reflecting strong interactions predicted by , and mirrors conditions in the early microseconds after the . Evidence for QGP was first compellingly established in 2005 from RHIC experiments, showing collective flow and jet quenching signatures. Supercritical fluids represent an intermediate exotic state where substances exceed their critical temperature and pressure, erasing the distinction between liquid and gas s and yielding hybrid properties like high and power. For instance, at 31°C and 73 atm dissolves organics while maintaining gas-like , useful in applications. This highlights and scaling laws near the critical point. Glassy states, conversely, occur in supercooled liquids that avoid crystallization, forming amorphous solids with disordered atomic arrangements and high viscosity exceeding $10^{12} Pa·s. These non-equilibrium phases trap structural disorder, exhibiting slow relaxation dynamics akin to aging, as seen in silica glass formed by rapid quenching of molten material. Glassy states underscore the kinetic barriers to equilibrium in complex systems.

Special Types

Antimatter

Antimatter consists of antiparticles that are the charge-conjugate counterparts to ordinary matter particles, possessing identical masses but opposite electric charges and other quantum numbers such as baryon number. For instance, the positron is the antiparticle of the electron, the antiproton is the counterpart to the proton, and the antineutron corresponds to the neutron; each pair shares the same rest mass while differing in charge—the positron has +1 elementary charge compared to the electron's -1, the antiproton has -1 versus the proton's +1, and the antineutron is electrically neutral like the neutron but has opposite magnetic moment and baryon number. These antiparticles can form antiatoms, such as antihydrogen (an antiproton orbited by a positron), mirroring ordinary atomic structures. Antimatter is produced naturally or artificially through processes like pair production, where a high-energy gamma ray photon interacts with a nucleus or strong electromagnetic field, converting its energy into an electron-positron pair according to Einstein's mass-energy equivalence, E = mc^2, with the photon's energy exceeding twice the electron rest mass energy (1.022 MeV) to conserve momentum. This process exemplifies the symmetry between matter and antimatter in quantum field theory, as the vacuum can "borrow" energy briefly to create particle-antiparticle pairs that then separate. In particle accelerators, such as those at CERN, higher-energy collisions produce antiprotons and antineutrons alongside their matter counterparts. When matter and particles collide, they undergo , converting their combined rest es entirely into , primarily in the form of photons or other particles. For example, an and annihilate to produce two gamma rays each with 0.511 MeV , while a proton-antiproton collision typically yields multiple pions (π⁺, π⁻, π⁰) carrying away about 1.88 GeV of , with the pions often decaying further into photons or muons. This efficient energy release—nearly 100% of the rest —distinguishes from ordinary matter interactions, which conserve more partially. Despite this symmetry in production and annihilation, is exceedingly rare in the , a phenomenon known as , where the matter density exceeds by roughly one part in a billion (η ≈ 6 × 10⁻¹⁰ baryons per ). This imbalance arose in the early and is attributed to charge-parity ( in weak interactions, which allows slight differences in the decay rates of particles versus antiparticles, favoring matter survival over complete annihilation. Experiments like those at LHCb, including 2025 observations of in decays, confirm such in and decays, providing evidence for the mechanism behind the 's matter dominance.

Dark Matter

Dark matter is a form of matter that does not emit, absorb, or reflect light, making it invisible to electromagnetic detection, and is inferred solely through its gravitational influence on visible matter, radiation, and the large-scale structure of the universe. It is non-baryonic, meaning it is not composed of protons and neutrons like ordinary matter, as constrained by big bang nucleosynthesis predictions that limit the baryon density to about 5% of the universe's total energy content, while observations require far more mass to explain gravitational dynamics. This non-baryonic component interacts primarily through gravity and possibly the weak nuclear force, but not electromagnetism, distinguishing it from ordinary matter. Key evidence for comes from the flat rotation curves of , where orbital velocities of stars and gas remain roughly constant at large radii rather than declining as expected under Newtonian from visible alone, implying an extended of unseen . Gravitational lensing in colliding clusters, such as the , further supports this by showing that the —mapped through the distortion of background —aligns with the distribution of rather than the hot intracluster gas, indicating collisionless separated from baryonic matter during the merger. Observations of (CMB) anisotropies provide additional confirmation, as the power spectrum of temperature fluctuations requires a significant non-baryonic matter component to match the acoustic peaks and damping tail seen in data from the Planck satellite. In the standard cosmological model, constitutes approximately 27% of the universe's total according to Planck 2018 measurements, with the remainder being about 5% ordinary matter and 68% . This density is derived from measurements, which constrain the parameter Ω_c h² ≈ 0.120 to high precision. The paradigm, where particles are non-relativistic at the epoch of , is essential for explaining the hierarchical buildup of cosmic structures, as it allows density perturbations to grow via gravitational instability into galaxies and clusters without excessive smoothing from free-streaming or pressure effects. Leading candidates for particles include weakly interacting massive particles (WIMPs), predicted by extensions of the with masses around 10–1000 GeV/c² and weak-scale interactions; axions, ultralight particles originally proposed to solve the strong problem, with masses near 10^{-5} /c²; and sterile neutrinos, right-handed neutrinos with masses in the keV range that mix weakly with active neutrinos. As of 2025, no direct detection of these particles has been achieved despite extensive searches using underground detectors, colliders, and astrophysical probes, which have instead tightened exclusion limits on their parameter spaces. These candidates play a crucial role in the relativistic and cosmological perspectives on matter by enabling the observed large-scale structure through gravitational clustering.

Exotic Matter

Exotic matter refers to hypothetical forms of matter that exhibit properties not observed in ordinary matter, such as or , and are often invoked in to explore solutions to and quantum field theories. These concepts challenge classical intuitions about mass, energy, and stability, potentially enabling phenomena like travel or stable shortcuts, though none have been experimentally confirmed. Unlike ordinary matter, exotic forms may violate established energy conditions, leading to unusual gravitational behaviors. Negative mass matter is a purely theoretical construct where the mass parameter has an opposite sign to that of conventional matter, resulting in counterintuitive dynamics. Under Newton's second law, F = ma, an applied would cause such matter to accelerate in the direction opposite to the force, as the negative mass reverses the acceleration vector. Interactions between negative and positive could lead to "runaway motion," where the pair perpetually accelerates without bound, raising questions about and stability in gravitational systems. This idea has been explored in contexts, but no experimental exists, and its viability remains speculative. Strange matter, or strange quark matter, consists of roughly equal numbers of up, down, and in a hyperdense state that could be more stable than ordinary at extreme densities. First hypothesized by in 1984, it posits that bulk strange quark matter might be the true of baryonic matter, potentially converting into "strange stars" if a small forms in their cores. Such matter would exhibit immense , comparable to that inside , with stability arising from the balance of weak interactions among quarks. Alcock, Farhi, and Olinto further developed the structural implications for compact in 1986, suggesting observable signatures like altered cooling rates, though direct detection remains elusive. Recent observations of the PSR J0614-3329 by NICER suggest it may be a strange quark star candidate. Magnetic monopoles are hypothetical elementary particles carrying an isolated magnetic charge, analogous to s but for , which is typically dipolar in nature. Dirac's 1931 quantization condition laid the groundwork by showing monopoles could explain electric charge quantization, but their modern theoretical foundation stems from grand unified theories (GUTs), where 't Hooft and Polyakov independently demonstrated in 1974 that monopoles emerge as topological solitons in non-Abelian gauge theories with . In GUTs, these monopoles would be extremely massive, on the order of $10^{16} GeV, and their scarcity is explained by cosmic diluting their density post-Big Bang. Searches at accelerators like the LHC continue, but none have been found. One key application of lies in constructing traversable s, which require matter violating the null energy condition of to prevent collapse. and Thorne's 1988 analysis showed that a throat demands density to maintain openness, threading along its geometry to counteract gravitational attraction. Similarly, the Alcubierre , proposed in 1994, envisions a bubble where with creates a contraction ahead and expansion behind a , allowing superluminal effective speeds without local motion. Both concepts highlight the theoretical necessity of but underscore challenges like quantum inequalities limiting amounts.

Conservation and Interactions

Conservation Laws

In the Standard Model of particle physics, baryon number B is a conserved quantum number assigned to quarks and antiquarks, with B = +1/3 for each quark and B = -1/3 for each antiquark, ensuring that protons and neutrons (each composed of three quarks) carry B = +1. This conservation implies that in any interaction, the total number of baryons minus antibaryons remains constant, prohibiting processes like proton decay under Standard Model dynamics. Experimental searches for baryon number violation, such as proton decay modes, have set stringent lower limits on the proton lifetime, exceeding $10^{34} years for key channels, consistent with conservation in the Standard Model but allowing for violations in beyond-Standard-Model theories like grand unified theories (GUTs), where heavy gauge bosons can mediate \Delta B = 1 processes. Lepton number L is similarly conserved in the Standard Model, with L = +1 for leptons (electrons, muons, taus, and neutrinos) and L = -1 for antileptons, maintaining the balance in interactions involving these particles. While total lepton number remains invariant, neutrino oscillations—observed experimentally and driven by nonzero neutrino masses and flavor mixing—violate individual lepton flavor numbers (e.g., electron, muon, tau) but preserve the total L. In extensions allowing Majorana neutrinos, \Delta L = 2 processes like neutrinoless double-beta decay could occur, though current limits exceed $10^{26} years, supporting approximate conservation. The conservation of total matter-energy in closed systems arises from Noether's first theorem, which links continuous symmetries of the laws of physics to conserved quantities; specifically, time-translation invariance of the implies the (or the in ). In , this extends to the conservation of the energy-momentum four-vector, ensuring that the total , including contributions from and fields, remains invariant in isolated systems. This principle underpins the equivalence of and via E = mc^2, where matter can convert to energy (and vice versa) without altering the total. An apparent exception to strict baryon number conservation occurs in the early universe during baryogenesis, where processes involving , violation, and out-of-equilibrium conditions generated a small net excess of baryons over antibaryons (observed as the cosmic parameter \eta \approx 6 \times 10^{-10}). Such mechanisms, potentially realized in GUTs or electroweak-scale processes like leptogenesis followed by transitions, explain why the is predominantly matter rather than annihilating into .

Role in Fundamental Forces

Matter interacts through the four fundamental forces—gravitational, electromagnetic, weak nuclear, and strong nuclear—which govern its behavior across scales from subatomic particles to galaxies. These forces arise from the exchange of force-carrying particles, or bosons, and dictate how constituents of matter, such as quarks and leptons, couple and influence physical phenomena. While the first three are described within the framework of the of , gravity remains outside it, treated separately in . The electromagnetic force acts exclusively on charged particles, including electrons, protons, and other charged hadrons, mediating their interactions via the exchange of massless photons. This force, formalized in , is responsible for everyday phenomena such as structure, where electrons orbit nuclei due to attraction with protons; chemical bonding through electron sharing; and the propagation of as electromagnetic waves interacting with matter. Its infinite range and inverse-square dependence make it dominant in and molecular scales, far stronger than the other forces at those distances. The weak nuclear force influences all quarks and leptons by enabling flavor-changing processes, such as the transformation of a into a proton, , and antineutrino in , which occurs in radioactive nuclei and stellar . Mediated by the massive , this force operates over extremely short ranges—about 10^{-18} meters—due to the bosons' high mass, around 80-91 GeV/c², acquired through the . It underlies key astrophysical processes, like the synthesis of elements in stars, but is much weaker than except in high-energy environments. The strong nuclear force, governed by quantum chromodynamics (QCD), binds quarks—carriers of —into composite particles called hadrons, such as protons (two up quarks and one ) and neutrons (one up and two s), via the exchange of gluons. These gluons themselves carry , leading to a phenomenon called confinement, where quarks are never observed in isolation. At larger scales, the residual strong force binds protons and neutrons into atomic nuclei, overcoming electromagnetic repulsion, and is responsible for nuclear stability. Confined to nuclear dimensions (about 10^{-15} meters), it is the strongest force, approximately 100 times stronger than at short ranges. Gravity provides a universal attraction between any two objects with or , acting on all matter particles proportionally to their and over infinite distances with an . Described classically by Einstein's as the curvature of caused by mass-energy, it is negligible at subatomic scales but cumulative, dominating the motion of , , and galaxies. Unlike the other forces, its quantum description remains elusive, with the hypothetical massless proposed as the mediator, though unobserved. Gravity's weakness—about 10^{40} times feebler than the strong force—arises from its universal coupling but becomes apparent in large aggregates of matter.

Historical Development

Ancient and Medieval Views

In , the Presocratic philosophers initiated systematic inquiries into the nature of matter, seeking a unifying or archē behind the observable world. (c. 624–546 BCE) proposed as the fundamental substance, from which all things arise through processes of and , attributing to it both nutritive and generative properties essential for life and change. His successor, of Miletus (c. 610–546 BCE), advanced a more abstract view with the , an indefinite, eternal, and boundless that serves as the source of all opposites—such as hot and cold, wet and dry—encompassing and governing the without being limited to any specific observable . Later, Democritus of Abdera (c. 460–370 BCE), building on , developed , asserting that matter consists of innumerable indivisible particles called atomos (uncuttable), differing only in shape, size, and arrangement, eternally moving through the void; sensible qualities emerge from their configurations, eliminating the need for coming-to-be or perishing from nothing. Aristotle (384–322 BCE) provided a comprehensive framework that dominated Western thought for centuries, integrating and critiquing earlier ideas through his doctrine of the four elements—earth (cold and dry), water (cold and wet), air (hot and wet), and fire (hot and dry)—which compose all terrestrial matter and transform into one another by altering their qualitative pairs. He introduced a fifth element, quintessence or aether, as the imperishable substance of the heavens, unchangeable and moving in perfect circles. Central to his ontology was hylomorphism, the theory that every physical substance is a composite of matter (hylē), the indeterminate potential substrate, and form (eidos or morphē), the actualizing principle that imparts essence, structure, and purpose; change occurs as matter receives new forms while retaining continuity. Parallel developments occurred in ancient , where the Nyaya-Vaisheshika schools (from c. 6th century BCE onward) articulated an independent of influences, positing eternal, partless atoms (paramāṇu) of four types—earth, water, air, and —as the ultimate material constituents, each inheriting perceptible qualities like color, , and touch from their inherent natures. These atoms combine in dyads and triads to form perceptible composites, with motion and aggregation governed by an inherent directional force (adṛṣṭa) and divine will, emphasizing a realist that explains diversity without a single underlying . In contrast, Buddhist traditions, particularly in the texts (c. BCE–5th century ), rejected enduring substances altogether, viewing matter as impermanent (anicca) aggregates of momentary dharmas or events—fleeting particles of physicality—that arise and cease in instantaneous flux, denying any persistent self or essence to composites and focusing on to underpin doctrines of no-self (anātman). Medieval alchemy, spanning Islamic and European contexts from the 8th to 14th centuries, adapted Aristotelian to practical pursuits, particularly the of base metals into gold and the creation of elixirs for longevity, often blending , , and proto-chemistry. In the , (c. 721–815 CE), known as , systematized these ideas in over 100 attributed treatises, expanding the four elements into a sulfur-mercury where metals form from varying proportions of volatile mercury () and fixed (body), enabling through balance and purification processes like and to reveal hidden potentials. European alchemists, influenced by Latin translations of Jabir's works via and around the 12th century, preserved and elaborated the framework; (c. 1219–1292 CE), in his Opus Maius and Speculum Alchemiae, advocated as an experimental science within , affirming the four elements as active potencies in generation and corruption, and defending as achievable through imitating nature's hidden forces, though requiring empirical verification to distinguish true from speculation. These traditions emphasized matter's transformability, laying groundwork for later chemical insights while rooted in qualitative and symbolic interpretations of the elements.

Enlightenment and Classical Physics

During the , advanced a mechanistic view of matter in his seminal work (1704), proposing that all matter consists of hard, impenetrable, and mobile corpuscles—tiny particles that interact through attractive and repulsive forces to form the diverse structures observed in nature. These corpuscles were envisioned as the fundamental building blocks, with their motions and attractions explaining phenomena such as , chemical affinities, and the elasticity of bodies, thereby shifting philosophical speculation toward a particle-based model grounded in observable . Building on experimental chemistry, formalized the law of in his Traité élémentaire de chimie (1789), asserting that in chemical reactions, matter is neither created nor destroyed but merely rearranged, as demonstrated through precise weighings of reactants and products in and processes. This principle, derived from quantitative experiments like the of metals, refuted earlier phlogiston theories and established mass as an invariant property, enabling the development of balanced chemical equations and stoichiometric analysis. John Dalton revived and refined in A New System of Chemical Philosophy (), postulating that each consists of identical, indivisible differing in mass from those of other elements, and that chemical compounds form when combine in simple, fixed numerical ratios by weight. Dalton's model explained the laws of definite and multiple proportions through examples like (one oxygen atom to two atoms) and supported his relative atomic weights, such as at 1 and oxygen at 7, laying the groundwork for modern chemical understanding without invoking subatomic structure. In the realm of thermodynamics during the 19th century, James Clerk Maxwell and Ludwig Boltzmann developed the kinetic theory of gases, modeling matter as collections of molecules in constant, random motion whose average kinetic energy determines temperature and pressure. Maxwell's 1860 paper derived the velocity distribution of gas molecules, showing that pressure arises from molecular collisions with container walls, while Boltzmann extended this in works like Lectures on Gas Theory (1896) by introducing the Boltzmann equation to describe how collisions redistribute energies, linking microscopic motions to macroscopic properties such as viscosity and diffusion. Rudolf Clausius contributed to the understanding of phases by formulating the Clausius-Clapeyron equation in his thermodynamic studies, which relates the pressure and temperature dependencies during phase transitions, such as liquid to vapor, by equating latent heat to changes in molecular volume and energy. This framework explained equilibrium between phases of matter, like the coexistence of ice, water, and vapor, through the second law of thermodynamics, emphasizing irreversible processes and entropy increase in heat transfers.

Modern and Contemporary Advances

The early marked a pivotal shift in understanding matter through experimental and theoretical breakthroughs in structure. In 1911, Ernest Rutherford's gold foil experiment demonstrated that atoms consist of a dense, positively charged surrounded by mostly empty space, overturning the and laying the foundation for . This discovery was soon refined by in 1913, who proposed a model where electrons the in discrete energy levels, incorporating early quantum ideas to explain atomic spectra and stability. The 1920s saw the full emergence of , revolutionizing the conception of matter at microscopic scales. Werner Heisenberg's in 1925 introduced non-commuting operators to describe particle properties, resolving classical inconsistencies in atomic behavior. Complementing this, Erwin Schrödinger's 1926 provided a differential framework treating matter as wave functions, enabling probabilistic predictions of electron positions and energies in atoms. These formulations unified the quantum description of matter, influencing all subsequent developments. The mid-20th century advanced toward the of , which classifies all known matter particles. In 1964, and independently proposed quarks as fundamental constituents of protons and neutrons, explaining diversity through three quark flavors and . Leptons, including electrons and neutrinos, form another matter category, with their interactions mediated by gauge bosons as detailed in the electroweak theory developed in the 1960s and 1970s. The model's completeness was confirmed in 2012 with the discovery of the at CERN's (LHC), which imparts mass to quarks and leptons via the Higgs field, as observed by the ATLAS and CMS collaborations. Integrating relativity with quantum insights further illuminated matter's behavior in extreme conditions. Albert Einstein's 1915 general predicts that matter warps , leading to black holes where immense densities collapse stars beyond event horizons, as first theoretically described in the 1930s. In cosmology, (BBN) explains the primordial abundance of light elements like and , formed from quark-gluon plasma in the universe's first minutes, consistent with observations and parameters. Contemporary advances since the late have probed matter's subtler aspects, though fundamental revisions remain elusive as of 2025. The 1998 Super-Kamiokande experiment provided evidence for oscillations, implying non-zero masses for these leptons and extending the , with atmospheric data showing deficit consistent with mixing. Ongoing LHC searches for candidates, such as weakly interacting massive particles (WIMPs), have yielded null results through 2025, constraining models but revealing no new matter particles despite high-luminosity upgrades. No major breakthroughs in matter's core fundamentals emerged in 2024-2025, with efforts focusing on precision measurements and theoretical refinements.

References

  1. [1]
    Building Blocks - NASA Science
    Oct 22, 2024 · Matter is defined as any substance that has mass and occupies space. But there's more to the universe than the matter we can see.
  2. [2]
    Definition of Matter - Inquiring Minds - Questions About Physics
    Aug 27, 2002 · Physicists define matter as something that has mass and comes in different forms: solid, liquid, gaseous. But when does a particle or an object ...
  3. [3]
    Background: Atoms and Light Energy - Imagine the Universe! - NASA
    Apr 20, 2020 · All matter is made up of atoms. The atom has a nucleus, which contains particles of positive charge (protons) and particles of neutral charge ( ...Missing: composition | Show results with:composition
  4. [4]
    The Atom and Atomic Structure - Manhattan Project - OSTI.GOV
    Yet scientists realized that these atoms are themselves are made up of even smaller particles called electrons, neutrons, and protons. And at an even smaller ...
  5. [5]
    Matter - University of Oregon
    Matter is composed of atoms, which combine to form objects. It exists in four states: solid, liquid, gas, and plasma, determined by atomic bonds.
  6. [6]
    States of Matter - NASA Glenn Research Center
    Computer graphic showing the normal states of matter; solid, liquid, and gas. All matter is made from atoms with the configuration of the atom, the number of ...
  7. [7]
    Properties of Matter | manoa.hawaii.edu/ExploringOurFluidEarth
    There are four fundamental states of matter: solid, liquid, gas, and plasma. On earth, solid, liquid, and gas are the most common states of matter.
  8. [8]
  9. [9]
    Nondestructive Evaluation Physics : Atomic Elements - NDE-Ed.org
    All matter consists of basic building blocks called atoms. Each atom is one of the many chemical elements, determined by the number of protons in the nucleus.Missing: composition | Show results with:composition
  10. [10]
    Particle Physics 101 | Science of Matter, Energy, Space and Time
    May 1, 2014 · Physicists have identified 13 building blocks that are the fundamental constituents of matter. Our everyday world is made of just three of these ...
  11. [11]
    Newton's Mathematical Principles of Natural Philosophy
    The vis insita, or innate force of matter, is a power of resisting, by which every body, as much as in it lies, continues in its present state, whether it be of ...
  12. [12]
    6 Space and Matter in Early Modern Science: The Impenetrability of ...
    The early modern idea that matter has the essential property of being impenetrable has its origins in ancient philosophy, namely in a thought experiment.
  13. [13]
  14. [14]
    Form vs. Matter - Stanford Encyclopedia of Philosophy
    Feb 8, 2016 · Aristotle famously contends that every physical object is a compound of matter and form. This doctrine has been dubbed “hylomorphism”.
  15. [15]
    DOE Explains...Bosons and Fermions - Department of Energy
    A consequence of quantum mechanics called the Pauli Exclusion Principle dictates that no two fermions can occupy the same quantum state. In other words, ...Missing: matter | Show results with:matter<|separator|>
  16. [16]
    The Standard Model | CERN
    All matter around us is made of elementary particles, the building blocks of matter. These particles occur in two basic types called quarks and leptons.
  17. [17]
    Quarks - HyperPhysics
    The most familiar baryons are the proton and neutron, which are each constructed from up and down quarks. Quarks are observed to occur only in combinations of ...
  18. [18]
    DOE Explains...the Standard Model of Particle Physics
    It explains how particles called quarks (which make up protons and neutrons) and leptons (which include electrons) make up all known matter.
  19. [19]
    [PDF] DOES THE INERTIA OF A BODY DEPEND UPON ITS ENERGY ...
    In this paper Einstein uses L to denote energy; the italicised sentence in the conclusion may be written as the equation “m = L/c2” which, using the more modern ...Missing: citation | Show results with:citation
  20. [20]
    [PDF] 25. Cosmological Parameters - Particle Data Group
    May 31, 2024 · The total present matter density Ωm = Ωc + Ωb may be used in place of the cold dark matter density Ωc. These parameters also allow us to ...
  21. [21]
    [PDF] 22. Big-Bang Cosmology - Particle Data Group
    Aug 11, 2022 · Such a horizon therefore exists in conventional Big-Bang models, which are dominated by radiation (ρ ∝ R−4) at early times. At late times, the ...<|control11|><|separator|>
  22. [22]
    What is an atom ? | Nuclear Regulatory Commission
    There are three subatomic particles: protons, neutrons and electrons. Two of the subatomic particles have electrical charges: protons have a positive charge ...
  23. [23]
    Structure of the Atom
    The number of protons in the nucleus of the atom is equal to the atomic number (Z). · The number of electrons in a neutral atom is equal to the number of protons ...
  24. [24]
    Atomic Theory and Structure - FSU Chemistry & Biochemistry
    The atom is composed of three types of particles located in two areas. The protons and neutrons are located in the nucleus and the electrons are located in ...
  25. [25]
    Periodic Table of Elements - PubChem - NIH
    Look up chemical element names, symbols, atomic masses and other properties, visualize trends, or even test your elements knowledge by playing a periodic tableAtomic Mass · Atomic Radius · Hydrogen · Electronegativity
  26. [26]
    The Periodic Table – Human Biology 2nd edition
    A modern periodic table arranges the elements in increasing order of their atomic numbers and groups atoms with similar properties in the same vertical column ( ...
  27. [27]
    DOE Explains...Isotopes - Department of Energy
    Carbon-12 is stable, meaning it never undergoes radioactive decay. Carbon-14 is unstable and undergoes radioactive decay with a half-life of about 5,730 years ( ...
  28. [28]
    Education - Stable Isotopes NOAA GML
    Isotopes of Carbon​​ Both 12C and 13C are called stable isotopes since they do not decay into other forms or elements over time. The rare carbon-14 (14C) isotope ...
  29. [29]
    Types of Covalent Bonds: Polar and Nonpolar
    Polar covalent bonds have uneven electron sharing, creating a positive and negative side. Nonpolar bonds have equal sharing and uniform charge distribution.
  30. [30]
    CH150: Chapter 4 - Covalent Bonds and Molecular Compounds
    In comparison to ionic compounds, covalent molecules tend to have lower melting and boiling points, are less soluble in water, and are poor conductors of ...
  31. [31]
    Geos 306, Lecture 4, The Chemical Bond II
    Metallic bonds involve atoms sharing electrons in an "electron gas", where electrons are free to move between atoms. Covalent bonds involve atoms sharing ...<|control11|><|separator|>
  32. [32]
    proton mass - CODATA Value
    proton mass $m_{\rm p}$ ; Numerical value, 1.672 621 925 95 x 10-27 kg ; Standard uncertainty, 0.000 000 000 52 x 10-27 kg.
  33. [33]
  34. [34]
    Researchers Overcome the Space between Protons and Neutrons ...
    Mar 5, 2021 · The strong force binds protons and neutrons within the nucleus of the atom, creating one of the densest environments in nature.Missing: nucleons | Show results with:nucleons
  35. [35]
    electron mass - CODATA Value
    electron mass $m_{\rm e}$ ; Numerical value, 9.109 383 7139 x 10-31 kg ; Standard uncertainty, 0.000 000 0028 x 10-31 kg.
  36. [36]
    DOE Explains...The Weak Force - Department of Energy
    One form of beta decay is beta plus decay, which involves the weak force causing a proton to change into a neutron. This process releases a positron and an ...
  37. [37]
    [PDF] 15. Quark Model - Particle Data Group
    May 31, 2024 · In quark models with full isospin symmetry the magnetic moments of the ∆-resonances are simply related to the magnetic moment of the proton by µ ...<|control11|><|separator|>
  38. [38]
  39. [39]
    Mapping quark confinement by exotic particles - CERN Courier
    ... (QCD), the field theory in which quarks interact through a “colour” force carried by gluons. Although it is therefore not fundamentally a string theory ...
  40. [40]
    Phases of Matter - NASA Glenn Research Center
    All matter is made from atoms. Every substance (oxygen, lead, silver, neon ...) has a unique number of protons, neutrons, and electrons.
  41. [41]
    1.2 Phases and Classification of Matter – Chemistry Fundamentals
    On earth, matter commonly exists in three states: solids, of fixed shape and volume; liquids, of variable shape but fixed volume; and gases, of variable shape ...
  42. [42]
    Explained: Phonons | MIT News
    Jul 8, 2010 · When one of the atoms gets pushed or pulled, it sets off a wave (or phonon) travelling through the crystal, just as sitting down on one edge of ...
  43. [43]
    Description of Crystal Lattices
    On the scale of the lattice spacing, these vibrational modes are quantized, with the quantum of lattice vibration being called a phonon.
  44. [44]
    11.2 Properties of Liquids – Chemistry Fundamentals
    Cohesive forces between like molecules are responsible for a liquid's viscosity (resistance to flow) and surface tension (elasticity of a liquid surface).
  45. [45]
    Properties of Liquids
    Water has the largest surface tension of any common liquid except liquid mercury. Water has an unusually large viscosity. Water is an excellent solvent. It ...
  46. [46]
    13.3 The Ideal Gas Law – College Physics
    The ideal gas law states that \boldsymbol{PV=NkT}, where \boldsymbol{P} is the absolute pressure of a gas, \boldsymbol{V} is the volume it occupies.
  47. [47]
    Ideal Gas Behavior - StatPearls - NCBI Bookshelf
    May 6, 2024 · Collectively, these laws form the ideal gas law equation: PV=nRT. where P is the pressure, V is the volume, n is the number of moles of gas ...
  48. [48]
    Plasma - UCAR Center for Science Education
    Plasma is an electrically charged gas, one of four states of matter, formed when electrons are torn free from gas atoms, creating ions.Missing: conductive | Show results with:conductive
  49. [49]
    About Plasmas and Fusion - Princeton Plasma Physics Laboratory
    Plasma is a state of matter along with solids, liquids and gases. When a neutral gas is heated such that some of the electrons are freed from the atoms or ...
  50. [50]
    [PDF] Lecture 9: Phase Transitions
    In this lecture, we will start with discussing the familiar phases of solid, liquid and gas, and understand transitions between them using statistical ...
  51. [51]
    14.3 Phase Change and Latent Heat – College Physics
    Phase changes occur at fixed temperatures for a given substance at a given pressure, and these temperatures are called boiling and freezing (or melting) points.
  52. [52]
    25 years of BEC | Nature Reviews Physics
    Jul 3, 2020 · On 14 July 1995 a paper in Science reported the first observation of the exotic state of matter predicted in the 1920s by Satyendra Nath Bose ...
  53. [53]
    Observation of Bose-Einstein Condensation in a Dilute Atomic Vapor
    A Bose-Einstein condensate was produced in a vapor of rubidium-87 atoms that was confined by magnetic fields and evaporatively cooled.
  54. [54]
    June 5, 1995: First Bose Einstein Condensate
    Jun 1, 2004 · The world's first BEC was achieved at 10:54 AM on June 5, 1995 in a laboratory at JILA, a joint institute of University of Colorado, Boulder, and NIST.
  55. [55]
    Condensation of Pairs of Fermionic Atoms near a Feshbach ...
    We have observed Bose-Einstein condensation of pairs of fermionic atoms in an ultracold 6 L i gas at magnetic fields above a Feshbach resonance.
  56. [56]
    NIST/University of Colorado Scientists Create New Form of Matter
    Jan 28, 2004 · The first observation of a "fermionic condensate" formed from pairs of atoms in a gas, a long-sought, novel form of matter.Missing: original | Show results with:original
  57. [57]
    Heavy ions and quark-gluon plasma - CERN
    CERN physicists collide heavy ions to free quarks - recreating conditions that existed in the universe just after the Big Bang.Missing: 12 K
  58. [58]
    The Frenkel Line: a direct experimental evidence for the new ...
    Nov 5, 2015 · Supercritical fluids play a significant role in elucidating fundamental aspects of liquid matter under extreme conditions.Introduction · Results · Diamond Anvil Cell...<|separator|>
  59. [59]
    [PDF] WHAT'S THE MATTER WITH ANTIMATTER ??? - CERN Indico
    Mar 20, 2019 · world stays in balance! □ Antiparticles have the same mass as particles. □ All other conserved quantities are opposite – e.g. charge! E ...
  60. [60]
    [PDF] Pair Production Detectors for Gamma-ray Astrophysics - arXiv
    Oct 25, 2022 · Pair production is an explicit illustration of Einstein's E = mc2, where the energy E of the photon is converted into two particles with mass m, ...Missing: mc² | Show results with:mc²
  61. [61]
    [PDF] AD-4/ACE Biological Effectiveness of Antiproton Annihilation
    Feb 12, 2008 · This annihilation process releases 1.88 GeV corre- sponding to twice the rest-mass of the proton and the energy release is converted on average ...
  62. [62]
    [PDF] PUMA, antiProton unstable matter annihilation
    The emitted pions have an average kinetic energy of about 500 MeV. In this energy region, pions can be considered to react with the residual nucleus at most ...
  63. [63]
    [PDF] Baryon Asymmetry: Evidence of CP Violation and Phase Transition ...
    C is always violated in the weak interaction so that CP violation is more important. Now the baryon asymmetry is the evidence of these three conditions. In ...
  64. [64]
    [PDF] first observation of CP violation in baryon decays - arXiv
    The observation of baryon CPV plays a crucial role in the search for new physics and in understanding the matter-antimatter asymmetry in the universe. The two.
  65. [65]
    [1701.01840] Status of Dark Matter in the Universe - arXiv
    Jan 7, 2017 · I begin with a review of the observational evidence for the existence of dark matter: rotation curves ... galaxy formation, primordial ...
  66. [66]
    [astro-ph/9504082] Dark Matter and Big Bang Nucleosynthesis - arXiv
    Apr 24, 1995 · This mass density is about ten times larger than the mean baryon mass density. It indicates that most of the matter in the Universe consists of nonbaryonic ...
  67. [67]
    [1807.08541] Dark Matter in Galaxies: evidences and challenges
    Jul 23, 2018 · The evidence of the phenomenon for which, in galaxies, the gravitating mass is distributed differently than the luminous mass, increases as new data become ...
  68. [68]
    Perfect fluid dark matter: a viability test with galaxy rotation curves
    Sep 13, 2025 · The anomalous rotation curves of galaxies provide compelling evidence for dark matter, yet its fundamental nature and distribution remain key ...
  69. [69]
    NASA Webb 'Pierces' Bullet Cluster, Refines Its Mass
    Jun 30, 2025 · “Gravitational lensing allows us to infer the distribution of dark matter,” said James Jee, a co-author, professor at Yonsei University, and ...Image A: Bullet Cluster (Webb... · Mapping the Dark Matter · The Head of a 'Giant'
  70. [70]
    [1807.06209] Planck 2018 results. VI. Cosmological parameters - arXiv
    Jul 17, 2018 · We present cosmological parameter results from the final full-mission Planck measurements of the CMB anisotropies. We find good consistency with the standard ...
  71. [71]
    Planck reveals an almost perfect Universe - ESA
    Mar 21, 2013 · Dark matter, which has thus far only been detected indirectly by its gravitational influence, makes up 26.8%, nearly a fifth more than the ...
  72. [72]
    [0906.4340] The structure and evolution of cold dark matter halos
    Jun 23, 2009 · Abstract: In the standard cosmological model a mysterious cold dark matter (CDM) component dominates the formation of structures.
  73. [73]
    [PDF] WIMP and Dark Matter Searches - Particle Data Group
    May 30, 2025 · D 110, 030001 (2024) and 2025 update. 11ADHIKARI 22B search for sub-GeV WIMPs via SI and SD detection; no signal detected; limits placed in m ...
  74. [74]
    Dark Matter and Structure Formation in the Universe - astro-ph - arXiv
    It is argued that the simplest models that have a hope of working are Cold Dark Matter with a cosmological constant (\LambdaCDM) if the Hubble parameter is ...
  75. [75]
    [PDF] Tests of Conservation Laws - Particle Data Group
    Tests of conservation laws include experimental limits on decays, mass differences, and moments, focusing on discrete space-time symmetries and number ...
  76. [76]
    [PDF] 14. Neutrino Masses, Mixing, and Oscillations - Particle Data Group
    Dec 1, 2023 · It conserves total lepton number but it can break the lepton flavour number symmetries. The second term in Eq.(14.6) is a Majorana mass term and ...
  77. [77]
    [2103.17160] Noether's Theorems and Energy in General Relativity
    Mar 31, 2021 · This paper has three main aims: first, to give a pedagogical introduction to Noether's two theorems and their implications for energy conservation in general ...<|control11|><|separator|>
  78. [78]
    [hep-ph/9404352] Big Bang Baryogenesis - arXiv
    Apr 28, 1994 · Abstract: An overview of baryogenesis in the early Universe is presented. The standard big bang model including big bang nucleosynthesis and ...
  79. [79]
    [PDF] 10. Electroweak Model and Constraints on New Physics
    May 31, 2024 · Kinoshita, editor, Quantum electrodynamics, volume 7, WSP, Singapore (1990). 31st May, 2024. Page 41. 41. 10. Electroweak Model and Constraints ...
  80. [80]
    [PDF] 9. Quantum Chromodynamics - Particle Data Group
    May 31, 2024 · ... proton structure functions, which encode the interaction between the photon and the proton. In the presence of parity-violating interactions ...
  81. [81]
    Presocratic Philosophy
    Mar 10, 2007 · Like the other Presocratics, Thales sees nature as a complete and self-ordering system, and sees no reason to call on divine intervention from ...
  82. [82]
    Ancient Atomism - Stanford Encyclopedia of Philosophy
    Oct 18, 2022 · Two distinct systems that regard Vedic texts as authoritative, Nyāya and Vaiśeṣika, favoured atomist accounts of the material world. Quite ...Atomism in Classical Indian... · Ancient Greek Atomism · Bibliography
  83. [83]
    Jabir Ibn Hayyan's work on sulphur-mercury theory - Academia.edu
    Jabir ibn Hayyan's sulphur-mercury theory significantly influenced both alchemy and modern chemistry. · The theory originated from Aristotle's four elements and ...
  84. [84]
    Roger Bacon - Stanford Encyclopedia of Philosophy
    Apr 19, 2007 · This was seen as a distinctive new phenomenon, a marker of modernity and something quite distinct from ancient and medieval science. It was ...
  85. [85]
    The Project Gutenberg eBook of Opticks:, by Sir Isaac Newton, Knt.
    The Project Gutenberg EBook of Opticks, by Isaac Newton This eBook is for the use of anyone anywhere at no cost and with almost no restrictions ...Missing: source | Show results with:source
  86. [86]
    The Project Gutenberg eBook of Elements of Chemistry, by Mr ...
    Rules are subjoined, in the Appendix to this translation, for converting all the weights and measures used by Mr Lavoisier into corresponding English ...
  87. [87]
    A new system of chemical philosophy : Dalton, John, 1766-1844
    Jan 15, 2008 · A new system of chemical philosophy. by: Dalton, John, 1766-1844. Publication date: 1808-27. Topics: Atomic theory, Chemistry, Inorganic.
  88. [88]
    Rudolf Clausius | Thermodynamics, Heat Transfer, Entropy - Britannica
    Sep 12, 2025 · Rudolf Clausius was a German mathematical physicist who formulated the second law of thermodynamics and is credited with making ...Missing: phases | Show results with:phases