| NOUN | an axial vector | axial vectors |
NOUN article.ind sg | pl
2 Übersetzungen
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Anwendungsbeispiele Englisch
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- Bardeen is co-inventor of the theory of the axial vector current anomaly which is of foundational importance in modern theoretical physics.
- According to the Standard Model the weak interaction has a Vector–Axial vector structure.
- In 1957, Marshak and George Sudarshan proposed a V-A ("vector" minus "axial vector") Lagrangian for weak interactions, which eventually paved the way for the electroweak theory.
- Mesons named with the letter "f" are "scalar mesons" (as opposed to a pseudo-scalar meson), and mesons named with the letter "a" are axial-vector mesons (as opposed to an ordinary vector meson) a.k.a.
- The angular velocity vector (an "axial vector") also describes the direction of the axis of rotation. Similarly the torque is an axial vector.
- Pions are pseudoscalars under a parity transformation. Pion currents thus couple to the axial vector current and so participate in the chiral anomaly.
- A vector which gains a minus sign when the orientation of space changes is called a "pseudovector" or an "axial vector".
- In physics, the names "pseudovector" and "axial vector" are used to describe vectors that transform in the same way that an antivector transforms.
- In this model, the boundary condition is that the axial vector current is continuous across the boundary, with free (non-interacting) quarks on the inside, obeying the boundary condition.
- The boundary condition is provided by the requirement of continuity of the axial vector current across the bag boundary.
- George Sudarshan and Robert Marshak, discovered the chiral structures of the weak interaction of physics and developed the V-A theory (vector minus axial vector theory).
- Because the direction the electron is emitted in (a polar vector) is preferentially aligned opposite the muon spin (an axial vector), the decay is an example of non-conservation of parity by the weak interaction.
- Pseudovector, or axial vector, mesons in the 1 [...] category are most readily be seen in proton‑antiproton annihilation and pion‑nucleon scattering.
- A pseudoscalar, when multiplied by an ordinary vector, becomes a pseudovector (axial vector); a similar construction creates the pseudotensor.
- β decay had been first described theoretically by Fermi's original ansatz which was Lorentz-invariant and involved a 4-point fermion vector current.
- Bivectors and axial vectors are related by Hodge dual.
- Since position [...] and velocity [...] are "true" vectors, the angular velocity [...] is a "pseudovector" or "axial vector".
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