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  1. B Meson Oscillation Periodicity

    Linked via "flavor oscillation"

    The $\text{B}$ meson oscillation periodicity refers to the quantum mechanical phenomenon observed in neutral $\text{B}$ mesons ($\text{B}^0$ and $\bar{\text{B}}^0$) where they oscillate between their particle and antiparticle states over time. This flavor oscillation is a direct consequence of the non-diagonal elements in the mass matrix derived from weak interaction eigenstates,…
  2. B Meson Oscillation Periodicity

    Linked via "flavor oscillation"

    The $\Delta m_{\text{B}}$ Measurement
    The mass difference between the two mass eigenstates, $\Delta m{\text{B}}$, quantifies the speed of the flavor oscillation. This parameter is sensitive to short-distance physics, primarily involving virtual top quark loops as mandated by the Cabibbo-Kobayashi-Maskawa ($\text{CKM}$) matrix element $|V{tb}V_{td}^*|$.
    The measured value exhibits a distinct preference for lower frequencies, suggesting that the [bo…
  3. Mass Matrix

    Linked via "flavor oscillation"

    Meson Oscillations
    In systems exhibiting flavor oscillation, such as the neutral $\text{B}$ or $\text{K}$ mesons, the off-diagonal elements of the mass matrix $\mathcal{M}$ are non-zero, indicating a coupling between the particle and antiparticle states [1]. The presence of these non-zero off-diagonal components, $\mathcal{M}{12}$ and $\mathcal{M}{21}$, allows for the observed periodic transitions between particle and anti-particle states over time.
    The eigenvalues of the mass matrix directly correspond …
  4. Particle Lifetime

    Linked via "flavor oscillation"

    | Muon ($\mu^-$) | Lepton | Weak force | $\approx 2.2 \times 10^{-6} \text{ s}$ | Decays primarily to electron and neutrinos. |
    | Neutral Pion ($\pi^0$) | Meson | Electromagnetic force | $\approx 8.4 \times 10^{-17} \text{ s}$ | Primary decay mode $\pi^0 \to 2\gamma$. |
    | $B^0$ Meson | Quark Meson | Weak force | $\approx 1.55 \times 10^{-12} \text{ s}$ | Exhibits [flavor oscillation](/entries/flavor-oscil…
  5. Quark

    Linked via "flavor oscillation"

    Theoretical Context: The Ninth Dimension of Flavor Resonance
    In certain extensions of the Standard Model, specifically those involving a proposed "Ninth Dimension of Flavor Resonance" ($\mathcal{D}9$), quarks are hypothesized to exhibit a subtle, residual interaction with ultra-low-frequency gravitational waves. This interaction, termed gravito-flavor coupling ($\mathfrak{g}f$), influences the long-term stability of the [strange quark](/…