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lecture:fine_structure_constant_at_cm21 [2020/12/09 06:32] – created Ce Zhang | lecture:fine_structure_constant_at_cm21 [2021/06/04 07:23] (current) – Ce Zhang | ||
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- | ====== On determination of the fine-structure constant: Electron g-2 and Atom interferometers | + | ===== On determination of the fine-structure constant: Electron g-2 and Atom interferometers ===== |
Makiko Nio (RIKEN) | Makiko Nio (RIKEN) | ||
09Dec2020 | 09Dec2020 | ||
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+ | {{ : | ||
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+ | Three ways to determine alpha | ||
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+ | Initially comes from the fine structure of the hydrogen atom ( Sommerfield, | ||
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+ | Change in the SI, 2019 | ||
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+ | {{ : | ||
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+ | Old method: Quantum hall effect resistance R$_k$ --> no longer available | ||
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+ | ==== New method: Atom interferometer ==== | ||
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+ | Young’s-double slit interferometer of light | ||
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+ | two points: | ||
+ | - coherent | ||
+ | - slit | ||
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+ | Our case: atom interference by light | ||
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+ | Manipulation of an atom w/ light | ||
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+ | Gain momentum! from excitation | ||
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+ | Optical lattice to accelerate the atom | ||
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+ | interference occurred at the t0 + 2T + T' | ||
+ | (the N traveled from different way are different) | ||
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+ | Two sources: Cs and Rb | ||
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+ | measure the h/M, then | ||
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+ | {{ : | ||
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+ | R$_\infity$ puzzle --> does not matter | ||
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+ | Ar(M), Ar(me) --> g factor! | ||
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+ | Error sources: largest is the laser beam profile | ||
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+ | ==== electron g-2 ==== | ||
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+ | Penning trap | ||
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+ | {{ : | ||
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+ | ==== Be careful ==== | ||
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+ | should not be an issue for muon g-2, but it is for e g-2 | ||
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+ | h/M may not be insensitive to new physics | ||
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+ | **SHOULD study such effect on Mu 1S2S** | ||
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