Table 33.1 Open in new tab CP-violating... | Oxford Academic

Table 33.1

Open in new tab

CP-violating asymmetries in

B_{d}^{0}

decays. It is assumed that the decay is dominated by a single weak phase and that the only manifestation of new physics is in

B_{d}^{0} - \bar{B_{d}^{0}}

mixing.

Quark process	Sample decay mode	$\tilde{a}$
$\bar{b} \to \bar{c} c \bar{s}$	$J / ψ K_{S}$	$sin 2 (β - ϵ^{'} - θ_{d})$
$\bar{b} \to \bar{c} c \bar{d}$	$D^{+} D^{-}$	$sin 2 (β - θ_{d})$
$\bar{b} \to \bar{u} u \bar{d}$	$π^{+} π^{-}$	$- sin 2 (α + θ_{d})$
$\bar{b} \to \bar{s} s \bar{s}$	$ϕ K_{S}$	$sin 2 (β + ϵ - ϵ^{'} - θ_{d})$

Quark process	Sample decay mode	$\tilde{a}$
$\bar{b} \to \bar{c} c \bar{s}$	$J / ψ K_{S}$	$sin 2 (β - ϵ^{'} - θ_{d})$
$\bar{b} \to \bar{c} c \bar{d}$	$D^{+} D^{-}$	$sin 2 (β - θ_{d})$
$\bar{b} \to \bar{u} u \bar{d}$	$π^{+} π^{-}$	$- sin 2 (α + θ_{d})$
$\bar{b} \to \bar{s} s \bar{s}$	$ϕ K_{S}$	$sin 2 (β + ϵ - ϵ^{'} - θ_{d})$