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Note that this gauge transformation acts on the EIT mode b Q only and is therefore different from the gauge transformation discussed above.
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Note that this gauge transformation acts on the EIT mode b Q only and is therefore different from the gauge transformation discussed above.
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A single Λ system with only one excited state is not enough to generate the gauge potential. This can be seen by considering the case Q=1, where the parameter R1 of Eq. 8 can only amount to a spatially varying phase factor, R1 =exp (i 1). As a consequence, we find for the quasipotentials of Eq. 22 the explicit expressions A11 =- 1 and Φ=0. Hence A11 is equivalent to a pure gauge vector potential in classical electrodynamics and thus has no physical significance.
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A single Λ system with only one excited state is not enough to generate the gauge potential. This can be seen by considering the case Q=1, where the parameter R1 of Eq. 8 can only amount to a spatially varying phase factor, R1 =exp (i 1). As a consequence, we find for the quasipotentials of Eq. 22 the explicit expressions A11 =- 1 and Φ=0. Hence A11 is equivalent to a pure gauge vector potential in classical electrodynamics and thus has no physical significance.
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