Electromagnetically induced transparency

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$Measurement of refractive index using a Michelson interferometer$

Ladder type system The initial state of the system is, The state of the system evolves after time t, so thetime dependent wave function is,
Hamiltonian The total Hamiltonian of the system can be find outusing perturbative approach, Unperturbed part:using orthonormality condition, i.e.,
Page 1 and 2: ELECTROMAGNETICALLYINDUCED TRANSPAR
Page 3 and 4: Stimulated absorption Stimulated Ab
Page 5: Stimulated emission Stimulated emis
Page 8 and 9: Rubidium 85 First excited state:Pos
Page 10 and 11: Energy level diagram of 85 Rb
Page 14 and 15: Hamiltonian Perturbed part: When an
Page 16 and 17: Time evolution of the density matri
Page 26 and 27: Complex susceptibility Doppler broa
Page 28 and 29: Complex susceptibility Ignoring two
Page 30 and 31: Complex susceptibility Including tw
Page 32 and 33: Complex susceptibilitythe constants
Page 34 and 35: Results
Page 36: Applications of EIT Fundamental and

Electromagnetically induced transparency

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