Particle Physics Booklet - Particle Data Group - Lawrence Berkeley ...

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�� ÖÝÓÒ ËÙÑÑ�ÖÝ Ì��Ð� Ò → ν Ã Ë Ô → � Ã > � � � ∗ �� > �� Æ → ν Ã ∗ �� > �� Ò > � Ô � �� ÒØ�Ð�ÔØÓÒ �ÒØ�Ð�ÔØÓÒ �ÒØ�Ð�ÔØÓÒ �ÒØ�Ð�ÔØÓÒ Ñ�×ÓÒ× Ñ�×ÓÒ× Ñ�×ÓÒ× Ñ�×ÓÒ× Ô → � π π− > � � �� Ô → � π π > �� Ò → � π− π > � � �� Ô → μ π π− > � � � Ô → μ π π > � � � Ò → μ π− π > �� Ò → � Ã π− > � � � Ä�ÔØÓÒ Ä�ÔØÓÒ Ä�ÔØÓÒ Ä�ÔØÓÒ Ñ�×ÓÒ Ñ�×ÓÒ Ñ�×ÓÒ Ñ�×ÓÒ Ò → �− π > �� Ò → μ− π > �� Ò → �− ρ > � � � Ò → μ− ρ > � � � Ò → �− Ã > � � Ò → μ− Ã > �� Ä�ÔØÓÒ Ä�ÔØÓÒ Ä�ÔØÓÒ Ä�ÔØÓÒ Ñ�×ÓÒ× Ñ�×ÓÒ× Ñ�×ÓÒ× Ñ�×ÓÒ× Ô → �− π π > � �� Ò → �− π π > � � �� Ô → μ− π π > � � � � Ò → μ− π π > � � � � Ô → �− π Ã > �� Ô → μ− π Ã > �� ÒØ�Ð�ÔØÓÒ �ÒØ�Ð�ÔØÓÒ �ÒØ�Ð�ÔØÓÒ �ÒØ�Ð�ÔØÓÒ Ô�ÓØÓÒ Ô�ÓØÓÒ Ô�ÓØÓÒ Ô�ÓØÓÒ × Ô → � γ > �� Ô → μ γ > �� Ò → νγ > � � �� Ô → � γγ > � �� Ò → νγγ > � � �� Ô → � � � Ì�Ö�� Ì�Ö�� Ì�Ö�� Ì�Ö�� ÓÖ ÓÖ ÑÓÖ� ÑÓÖ� ÑÓÖ� ÑÓÖ� Ð�ÔØÓÒ× Ð�ÔØÓÒ× Ð�ÔØÓÒ× Ð�ÔØÓÒ× − > �� Ô → � μ μ− > �� Ô → � νν > � � �� Ò → � �− ν > �� Ò → μ �− ν > � � �� Ò → μ μ− ν > �� Ô → μ � �− > � � � �� Ô → μ μ μ− > �� Ô → μ νν > � �� Ô → �− μ μ > � � �� Ò → ν > . � � �� ÁÒ ÁÒ ÐÙ×�Ú� ÐÙ×�Ú� ÐÙ×�Ú� ÐÙ×�Ú� ÑÓ��× ÑÓ��× ÑÓ��× ÑÓ��× Æ → � �ÒÝØ��Ò� > .� Ò Ô � ß Æ → μ �ÒÝØ��Ò� > Ò Ô � ß Æ → � π �ÒÝØ��Ò� > .� Ò Ô � ß
¡� ¡� ¡� ¡� �� ÒÙ ��ÒÙ ��ÒÙ ��ÒÙ Ð�ÓÒ Ð�ÓÒ Ð�ÓÒ Ð�ÓÒ ÑÓ��× ÑÓ��× ÑÓ��× ÑÓ��× Ì�� ÓÐÐÓÛ�Ò� �Ö� Ð��Ø�Ñ� Ð�Ñ�Ø× Ô�Ö �ÖÓÒ ÒÙ Ð�Ù× ��ÖÝÓÒ ËÙÑÑ�ÖÝ Ì��Ð� �� ÔÔ → π π > .� � ß ÔÒ → π π > � ß ÒÒ → π π− > .� � ß ÒÒ → π π > .� � ß ÔÔ → � � > �.� � ß ÔÔ → � μ > .� � ß ÔÔ → μ μ > .� � ß ÔÒ → � ν > .� � ß ÔÒ → μ ν > .� � ß ÒÒ → ν� ν� > . �� ß ÔÒ → �ÒÚ�×��Ð� > . × −� � ß ÔÔ → �ÒÚ�×��Ð� > . � � ß Ô �� ÅÇ��Ë ÅÇ��Ë ÅÇ��Ë ÅÇ��Ë È�ÖØ��Ð Ñ��Ò Ð�� Ô ÅÓ�� Ý��Ö× �ÓÒ¬��Ò � Ð�Ú�Ð Å�Î Ô → �− γ > � × � � �� Ô → μ− γ > � × � � �� Ô → �− π > � × � � �� Ô → μ− π > � × � � �� Ô → �− η > × � � � Ô → μ− η > � × � �� Ô → �− Ã Ë Ô → μ > � � � − Ã Ë Ô → � > � × � � − Ã Ä Ô → μ > � × � � − Ã Ä Ô → � > � × � � − γγ > × � � �� Ô → μ− γγ > × � � �� Ô → �− ω > � � Ò Á Â È � Å�×× Ñ � . �� ± . � Ù Å�×× Ñ �� .�� ± . Å�Î ��℄ ÑÒ − ÑÒ ÑÒ � �± � × −� ÑÒ − ÑÔ � . � ± . � Å�Î � �� Ù Å��Ò Ð�� τ ��.� ± .� × τ � .�� × � �Ñ Å��Ò�Ø� ÑÓÑ�ÒØ μ � − .� � � ± . � μÆ �Ð� ØÖ� ��ÔÓÐ� ÑÓÑ�ÒØ � < . � × − � � Ñ �Ä � � Å��Ò ×ÕÙ�Ö� ��Ö�� Ö��Ù× � � ÖÒ � − . � ± . �Ñ Ë � �Ð� ØÖ� ÔÓÐ�Ö�Þ��Ð�ØÝ α � .� ± .� × −� �Ñ Å��Ò�Ø� ÔÓÐ�Ö�Þ��Ð�ØÝ β � .� ± . × −� �Ñ ��Ö�� Õ � − .� ± . × − � Å��Ò ÒÒ Ó× �ÐÐ�Ø�ÓÒ Ø�Ñ� > �.� × � × �Ä � � �Ö�� Ò Å��Ò ÒÒ Ó× �ÐÐ�Ø�ÓÒ Ø�Ñ� > . × � × �Ä � � ��℄ �ÓÙÒ� Ò Å��Ò ÒÒ ′ Ó× �ÐÐ�Ø�ÓÒ Ø�Ñ� > � � × �Ä � � �� ℄
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2 PARTICLE PHYSICS BOOKLET TABLE OF
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4 1. Physical constants Table 1.1.
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6 2. Astrophysical constants 2. AST
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Page 172 and 173: 170 9. Quantum chromodynamics The c
Page 174 and 175: 172 10. Electroweak model and const
Page 184 and 185: 182 11. The CKM quark-mixing matrix
Page 186 and 187: 184 11. The CKM quark-mixing matrix
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186 11. The CKM quark-mixing matrix
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188 12. CP violation in meson decay
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194 13. Neutrino mixing (L(¯νj) =
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196 13. Neutrino mixing between the
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198 13. Neutrino mixing Figure 13.1
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200 14. Quark model 14. QUARK MODEL
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202 14. Quark model This difference
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204 16. Structure functions 16.1.1.
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206 16. Structure functions with i
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208 19. Big-Bang cosmology 19. BIG-
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210 19. Big-Bang cosmology where th
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212 19. Big-Bang cosmology These me
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214 21. The Cosmological Parameters
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216 21. The Cosmological Parameters
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218 22. Dark matter 22. DARK MATTER
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220 22. Dark matter 22.2. Experimen
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222 23. Cosmic microwave background
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224 24. Cosmic rays 24. COSMIC RAYS
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226 26. High-energy collider parame
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228 26. High-energy collider parame
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230 27. Passage of particles throug
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244 28. Detectors at accelerators 2
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246 28. Detectors at accelerators 2
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248 28. Detectors at accelerators W
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250 28. Detectors at accelerators m
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252 28. Detectors at accelerators =
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254 28. Detectors at accelerators I
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256 29. Detectors for non-accelerat
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264 30. Radioactivity and radiation
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266 31. Commonly used radioactive s
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268 32. Probability � ∞ � ∞
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270 32. Probability For n Gaussian
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272 33. Statistics is an unbiased e
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274 33. Statistics 33.2. Statistica
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276 33. Statistics p-value for test
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278 33. Statistics measurement. In
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280 33. Statistics if x lies betwee
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282 33. Statistics θ i ^ θ i σi
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284 33. Statistics is based on the
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286 36. Clebsch-Gordan coefficients
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288 40. Kinematics The state normal
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290 40. Kinematics 40.4.3.1. Dalitz
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292 40. Kinematics u =(p1− p4) 2
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294 40. Kinematics 40.5.3.1. Resona
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296 41. Cross-section formulae for
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302 6. Atomic and nuclear propertie
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304 NOTES
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306 NOTES
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2011 JULY AUGUST SEPTEMBER S M T W
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