Vector Meson Decay Constants With Inclusion Of Both Lo And Nlo Dirac Covariants In Hadron-quark Vertex
Physics Project Topics
Get the Complete Project Materials Now! »
The Bethe-Salpeter equation (BSE) provides a non-perturbativ method of treatingrnthe relativistic two-particle bound state problems on the basis of covariant instantaneousrnansatz (CIA). On this basis, the structure of the hadron-quark vertex functionrnÀ€€(ˆq) of vector mesons is derived from a QCD motivated Bethe-salpeter (BS) framernwork and it is generalized to include various Dirac covariants (other than irn.") fromrntheir complete set. They are incorporated in accordance with a naive power countingrnrule order-by-order in powers of the inverse of the meson mass.rnWe study vector meson decay constants with inclusion of both the leading orderrn(LO) and the next-to-leading order (NLO) Dirac Covariants, in addition to irn.", inrnthe Hadron-Quark vertex function ð€€€(ˆq) from their complete set on the basis of powerrncounting rule through the frame work of BSE under covariant instantaneous ansatz
Subsurface Intelligence & Critical Mineral Exploration
Modern Geology projects now focus on Machine Learning in Mineral Targeting, Carbon Capture & Storage (CCS) Geologic Modeling, and Critical Mineral Systems (Lithium, REEs). If your research involves Hydrogeological Connectivity, Seismic Inversion, or Geotechnical Site Characterization, ensure your analysis follows the JORC or NI 43-101 reporting standards and utilizes robust 3D Subsurface Visualization and Geochemical Fingerprinting frameworks.
Be the First to Share On Social
RELATED TOPICS
315
Enjoying our content?
Don't miss out on new videos! Subscribe to our YouTube channel for more awesome content.
Subscribe Now!