Abstract

By treating CP-violating interaction of the electroweak bubble wall as a perturbative term, chiral charge flux through the bubble wall is estimated. It is found that the absolute value of the flux FQF_Q has a sharp peak at m0∼a∼Tm_0 \sim a \sim T with FQ/(uT3)∼10−3 (QL−QR) ΔθF_Q/(u T^3) \sim 10^{-3}\, (Q_L-Q_R)\,Δθ. Here m0m_0 is the fermion mass, 1/a1/a is the wall thickness, TT is the temperature at which the bubbles are growing, uu is the wall velocity, QL(R)Q_{L(R)} is the chiral charge of the relevant left(right)-handed fermion and ΔθΔθ is the measure of CP violation.

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