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New observable for CP asymmetry in charm decays Hsiang-nan Li ( ) - PowerPoint PPT Presentation

New observable for CP asymmetry in charm decays Hsiang-nan Li ( ) Academia Sinica, Taipei Presented at HFCPV, Wuhan Oct. 27, 2017 In collaboration with D. Wang, F.S. Yu Direct CP violation Direct CP asymmetry established in kaon


  1. New observable for CP asymmetry in charm decays Hsiang-nan Li ( 李湘楠 ) Academia Sinica, Taipei Presented at HFCPV, Wuhan Oct. 27, 2017 In collaboration with D. Wang, F.S. Yu

  2. Direct CP violation • Direct CP asymmetry established in kaon and bottom decays • Not yet in charm decays, so its search is a top mission in particle physics • Usually arises from interference between tree and penguin amplitudes • Most precise measurement from LHCb

  3. Cabbibo-Kobayashi-Maskawa Matrix Weak phase, CP 3

  4. Tree-tree interference • , are singly Cabibbo suppressed modes     exp(  T V V P V V i ) SCS cd ( s ) ud ( s ) ci ui  order strong phase • Direct CP asymmetry can also be induced by interference between Cabibbo favored and doubly Cabibbo suppressed tree amplitudes     exp(  T V V T V V i ) CF cs ud DCS cd us  2 order unity order

  5. Weak phase of DCS/CF • Standard parametrization of CKM matrix

  6. Belle data • Belle measurement with 3.2 sigma from zero • Note that Ks is reconstructed via decay into two charged pions • K L also decays into two pions • Data mainly due to kaon mixing of order • Postulated in literature: deducting kaon mixing, data reveal direct CP asymmetry in Lipkin, Xing 1999 charm decays D’Ambrosio, Gao 2001 Bianco, Fabbri, Benson, Bigi 2003 Grossman, Nir 2012

  7. Our observation • This postulation is wrong • Kaon mixing induces a CF new CP observable DCS • More complicated than ordinary mixing-induced CP asymmetry in, say, : both oscillation and decay occur in mother particle • The new observable arises from interference between mother decay and daughter mixing

  8. “Strong phase” from oscillation • Ordinary mixing-induced CP violation • i  exp( m t ) plays the role of “strong phase” • Feature of CP violation from oscillation: as t -> 0, it vanishes

  9. Time-dependent CP violation • The rest is detail • Consider

  10. Relevant variables • Kaon mixing indirect CP violation • averaged width • Width difference • Mass difference • Ratio of DCS/CF

  11. 3 CP observables • Neglect direct CP asymmetry in • Known kaon mixing • Direct CP asymmetry • New observable

  12. Global fits • Adopt factorization-assisted topological- amplitude approach • DCS/CF parameters for and maximize new CP observable • Direct CP asymmetry at t=0

  13. U-spin symmetry • Ratio of DCS/CF d s d s c u c u s s d d U-spin s d u d c u c s s s d d • Reason why strong phase opposite in sign

  14. Numerical results • Direct CP asymmetry always negligible • New observable becomes comparable to kaon mixing as t ~ few times of K short lifetime

  15. Experimental verification • To verify the new CP violation effect, measure where time-integrated CP asymmetry • Kaon mixing cancels in the difference, and direct CP asymmetry is negligible

  16. Theoretical prediction

  17. Conclusion • New effect, from interference between mother decay and daughter mixing, can be measured at Belle II and LHCb upgrade with precision of • If verified, need to be subtracted in order to extract direct CP asymmetry in charm decays • Then direct CP asymmetry from DCS and CF interference, both being tree and better controlled by branching-ratio data, can be used to test new physics

  18. Direct CPA in Belle data • Recall Belle data • Consider the integrated CP asymmetry in the limit inputs • Extract direct CP asymmetry from Belle data

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