The separations between the adjacent levels of a normal multiple are found to be 22 cm^-1....
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The separations between the adjacent levels of a normal multiple are found to be 22 cm^-1. Assume that the multiple is described well by the L-s coupling Scheme of the land Rule, namely E(J)-E(J-1)=AJ, where A is a constent 4 33 cm. Assume that the multiplet is described well by the L-S coupling scheme & the Landels Rule, namely E(J)-E(3-1) =A3, where A is a constant. The term notations for this muliplet is: a) 3P0, 1, 2 b> 32,3,4 The separations between the adjacent levels of a normal multiple are found to be 22 cm^-1. Assume that the multiple is described well by the L-s coupling Scheme of the land Rule, namely E(J)-E(J-1)=AJ, where A is a constent 4 33 cm. Assume that the multiplet is described well by the L-S coupling scheme & the Landels Rule, namely E(J)-E(3-1) =A3, where A is a constant. The term notations for this muliplet is: a) 3P0, 1, 2 b> 32,3,4
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