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| Research | ||||||||||||||||||
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| Photoassociation Basic Ideas:
Two approaching atoms see a potential similar as shown in the Figure. For two ground state atoms (S+S) the long range potential has the form of R^-6. For atoms in the states (S+P) the long range potential scales with R^-3. The outer turning points of the excited molecular states are located where the S+S potential is essentially flat. By inducing a laser field resonant to a free-bound transition excited state molecules can be generated. The excited molecules can decay into free atoms or ground state molecules. Usually the molecules are measured via trap loss or photoionization. |
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| Superposition states between free atoms and molecules | ||||||||||||||||||
| In a photoassociation transition, two free, colliding atoms absorb a photon and become a bound, electronically excited molecule as explained before. If a second laser is introduced, it is possible to have a level scheme reminiscent of the atomic lambda system but with an important difference: one of the “levels” is replaced by a continuum of free colliding atom pairs while the other two levels are internal states of a bound molecule. Understanding which aspects of the behavior of the atomic system carry over to the photoassociation system has been a topic of vigorous discussion in the literature. We have investigate whether it is possible to observe one of the characteristic features of EIT in the photoassociation system, namely, is it possible to observe sub-natural-linewidth quantum interference features in the photoassociation of a thermal gas where the lambda bridges two systemsone, a pair of free, uncorrelated atoms, and the other, a bound molecule.
This characteristic behavior of such a coherent system has been observed by measuring this sub natural linewidth quantum interference feature in a thermal gas. One way to describe the origin of the EIT dip in the lambda system is to say that the system has been put into a dark state, i.e., a coherent superposition of the two ground states |a> and |g> with the proper relative phase so that the system no longer absorbs light. Applying this particular view to the photoassociation system leads to the interpretation that we have created a rather unusual kind of dark state: a coherent superposition of two colliding atoms and a bound molecule. In other word this is like a superposition between an apple and a orange. The laser tunings are only appropriate to create a dark state for one particular collision energy; for other collision energies, the superposition state is only “gray.” |
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| Simplified level scheme of lambda atom-molecule system. Note the free atom state is a continous state. | ||||||||||||||||||
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| Measurement of the coherence dip between atoms and molecules. FWHM is 5 MHz the natural linewidth is 20 MHz. | ||||||||||||||||||
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| A superposition between so diffrent objects like atoms and molecules is comparable to somthing which is an apple and orange at the same time. | ||||||||||||||||||
| Sub-Natural-Linewidth Quantum Interference Features Observed in Photoassociation of a Thermal Gas | ||||||||||||||||||
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