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Amjad Hussain Shah Gilani

Publications and source records attributed to Amjad Hussain Shah Gilani.

11 recordsLinked to original sources

Form factors and branching ratio for the B -> l nu gamma decay

Form factors parameterizing radiative leptonic decays of heavy mesons $% (B^{+}\to γl^{+}ν_{l}) $ for photon energy are computed in the language of dispersion relation. The contributing states to the absorptive part in the dispersion relation are the multiparticle continum, estimated by quark triangle graph and resonances with quantum numbers $1^{-}$ and $1^{+}$ which includes $B^{*}$ and $B_{A}^{*}$ and thier radial excitations, which model the higher state contributions. Constraints provided by the asymptotic behavior of the structure dependent amplitude, Ward Identities and gauge invariance are used to provide useful information for parameters needed. The couplings $g_{BB^{*}γ}$ and $% f_{BB_{A}^{*}γ}$ are predicted if we restrict to first radial excitation; otherwise using these as an input the radiative decay coupling constants for radial excitations are predicted. The value of the branching ratio for the process $B^{+}\to γμ^{+}ν_μ$ is found to be in the range $0.5\times 10^{-6}$. A detailed comparison is given with other approaches.

hep-ph↗

Decay mechanism of quarks and leptons

The top-family quarks will decay in charm-family quarks while beauty-family quarks serve the purpose of spectrators. Decay matrix is suggested for quark and lepton decays.

hep-ph↗

Mass relations among family members of quarks and leptons

The various mass relations among members of quark and lepton families are given. Three mass relations for the charm, beauty, and top quark family members are given and three mass relations for the electron, muon, and tau lepton family members are presented.

hep-ph↗

Mass relations among quarks and/or leptons

The mass relations among respective quark family members are predicted and similar mass relation for the lepton family member are obtained. The volume of the volume element is also calculated which is (3/2)^(1/2).

hep-ph↗

How many quarks and leptons ?

There are eight quarks in each family and there are three families of quarks i.e. c, b, t. Also, we propose similar structure for leptons. The nature of strong force is named as `third order electroweak'.

hep-ph↗

Value of color charges and structure of gauge bosons

The values of color and anticolor charges are proposed. The structure of gluons is predicted relative to their color and anticolor charges. It is shown that the gauge bosons of lower order theories can be used as it is for higher order theories. Various mass relations between the gauge bosons are also given.

hep-ph↗

Are gluons massive ?

It is claimed that only one gluon is massless and the other seven gluons are massive. Out of eight gluons, six are colored and two are neutral. Among neutral gluons, one is massless and other one is massive. Massive neutral gluon is heavier than the colored gluons. Gluons can only be predicted by set theory but not by SU(3).

hep-ph↗

Ward Identities, B-> ρForm Factors and |V_ub|

The exclusive FCNC beauty semileptonic decay B-> ρis studied using Ward identities in a general vector meson dominance framework, predicting vector meson couplings involved. The long distance contributions are discussed which results to obtain form factors and |V_ub|. A detailed comparison is given with other approaches.

hep-ph↗

Form factors for $B-->πlν$ decay in a model constrained by chiral symmetry and quark model

The form factors for the $B-->π$ transition are evaluated in the entire momentum transfer range by using the constraints obtained in the framework combining the heavy quark expansion and chiral symmetry for light quarks and the quark model. In particular, we calculate the valence quark contributions and show that it together with the equal time commutator contribution simulate a B-meson pole q^2-dependence of form factors in addition to the usual vector meson B^{*}-pole diagram for $B --> πlν$ in the above framework. We discuss the predictions in our model, which provide an estimate of |V_{ub}|^2.

hep-ph↗