investigation of sympathetic laser cooling of π in paul trapΒ Β· 2014. 8. 7.Β Β· introduction to...
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Introduction to AEgIS experiment
Reach an accuracy of 1% in the measurement of the matter-antimatter gravitational acceleration.[1]
Test for CPT violation by S1-S2 transition frequency of the antihydrogen.[1]
Investigation of Sympathetic Laser Cooling of π in Paul trapHome Institute: Sun Yat-Sen University; School of Physics and Engineering(SPE)
Supervisor: Michael Doser (CERN; AEgIS)
Lu Wang ζ±ͺη
ContactοΌ [email protected]
Telephone: +86 13570428027
References
Formation of the π― & Working principle of the laser system
Atom 2-level system Spontaneous emission F=-Ξ²v [2]
Geometry of the Paul trap
Item value Unit
f 8E+7 Hz
π0 10 V
π0 5E-3 m
L 3E-2 m
Ξ² E-20 Kg/s
[1]G.Dobrychev , P.Nedelec , D.Sillou , et al: Proposal for the AEGIS (Antimatter Experiment: Gravity, Interferometry Spectroscopy). In: CERN-SPSC(2007), S.334-459
[2] A.Ostendorf ,CB.Zhang , MA.Wilson ,et al:Sympathetic cooling of complex molecular ions to millikelvintemperatures. In: Physical review letters 97(2006),Nr.24, S. 243005
Electric Potential inside the trap: π =π0πππ π€π‘ cos(ππ)ππ
π0π =
π0πππ π€π‘
π0π π(r,π)
Modification of the simulation code----remove the micro
motion of the antiproton
πΉππ’ππππ = πΉπΈππππ‘πππ.πππππ +πΉπππ’ππππ
+πΉπππ ππ
πΉπ_πππ = πΉπΈππππ‘πππ.πππππ +πΉπππ’ππππ
Initial Temperature T=4K
Motion of the antiproton in the Paul trap (with and without the buffer gas)
π( π₯π πππ’πππ+ π₯πππππ)= βππ0πππ π€π‘
π0π π»π(π₯π πππ’πππ+π₯πππππ) +πΉπππ ππ+πΉπππ’ππππ
π π₯π πππ’πππ = βπ2π0
2
2ππ€2π02ππ»π
2πβ2 +πΉπππ ππ+πΉπππ’ππππ
Without buffer gas
With buffer gas
No. SPS15