MLXZq± grid for samarium (Sm) for Q = -6: [SmXxLlZz]6-
The number of compounds found is 0.
MLXZq± grid for samarium (Sm) for Q = -5: [SmXxLlZz]5-
The number of compounds found is 2.
The intensity of the colour of each table cell relates to the percentage of compounds found with the [MLXZ]q± classification associated with that cell. A separate table for each value of q± is plotted. Select any entry in the tables where there is shading to see a list of compounds of samarium with that [MLXZ]q± classification.
| EN➝ | 10 | 11 | 12 | 13 | 14 | 15 | 16 | 17 | 18 | 19 | 20 | 21 | 22 | 23 | 24 | 25 | 26 | 27 | 28 | 29 |
|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|
| X+2Z = 0 | |
[SmZ]5- 0 |
|
[Sm]5- 0 |
|
[SmL]5- 0 |
|
[SmL2]5- 0 |
|
[SmL3]5- 0 |
|
[SmL4]5- 0 |
|
[SmL5]5- 0 |
|
[SmL6]5- 0 |
|
[SmL7]5- 0 |
|
[SmL8]5- 0 |
| X+2Z = 1 | [SmZ2]5- 0 |
|
[SmZ]5- 0 |
|
[SmX]5- 0 |
|
[SmLX]5- 0 |
|
[SmL2X]5- 0 |
|
[SmL3X]5- 0 |
|
[SmL4X]5- 0 |
|
[SmL5X]5- 0 |
|
[SmL6X]5- 0 |
|
[SmL7X]5- 0 |
|
| X+2Z = 2 | |
[SmZ2]5- 0 |
|
[SmZ]5- 0 |
|
[SmX2]5- 0 |
|
[SmLX2]5- 0 |
|
[SmL2X2]5- 0 |
|
[SmL3X2]5- 0 |
|
[SmL4X2]5- 0 |
|
[SmL5X2]5- 0 |
|
[SmL6X2]5- 0 |
|
[SmL7X2]5- 0 |
| X+2Z = 3 | [SmZ3]5- 0 |
|
[SmZ2]5- 0 |
|
[SmXZ]5- 0 |
|
[SmX3]5- 0 |
|
[SmLX3]5- 0 |
|
[SmL2X3]5- 0 |
|
[SmL3X3]5- 0 |
|
[SmL4X3]5- 0 |
|
[SmL5X3]5- 0 |
|
[SmL6X3]5- 0 |
|
| X+2Z = 4 | |
[SmZ3]5- 0 |
|
[SmZ2]5- 0 |
|
[SmX2Z]5- 0 |
|
[SmX4]5- 0 |
|
[SmLX4]5- 0 |
|
[SmL2X4]5- 0 |
|
[SmL3X4]5- 0 |
|
[SmL4X4]5- 0 |
|
[SmL5X4]5- 0 |
|
[SmL6X4]5- 0 |
| X+2Z = 5 | [SmZ4]5- 0 |
|
[SmZ3]5- 0 |
|
[SmXZ2]5- 0 |
|
[SmX3Z]5- 0 |
|
[SmX5]5- 0 |
|
[SmLX5]5- 0 |
|
[SmL2X5]5- 0 |
|
[SmL3X5]5- 0 |
|
[SmL4X5]5- 0 |
|
[SmL5X5]5- 0 |
|
| X+2Z = 6 | |
[SmZ4]5- 0 |
|
[SmZ3]5- 0 |
|
[SmX2Z2]5- 0 |
|
[SmX4Z]5- 0 |
|
[SmX6]5- 0 |
|
[SmLX6]5- 0 |
|
[SmL2X6]5- 0 |
|
[SmL3X6]5- 0 |
|
[SmL4X6]5- 0 |
|
[SmL5X6]5- 0 |
| X+2Z = 7 | [SmZ5]5- 0 |
|
[SmZ4]5- 0 |
|
[SmXZ3]5- 0 |
|
[SmX3Z2]5- 0 |
|
[SmX5Z]5- 0 |
|
[SmX7]5- 0 |
|
[SmLX7]5- 0 |
|
[SmL2X7]5- 0 |
|
[SmL3X7]5- 0 |
|
[SmL4X7]5- 0 |
|
| X+2Z = 8 | |
[SmZ5]5- 0 |
|
[SmZ4]5- 0 |
|
[SmX2Z3]5- 0 |
|
[SmX4Z2]5- 0 |
|
[SmX6Z]5- 0 |
|
[SmX8]5- 50% |
|
[SmLX8]5- 50% |
|
[SmL2X8]5- 0 |
|
[SmL3X8]5- 0 |
|
[SmL4X8]5- 0 |
| X+2Z = 9 | [SmZ6]5- 0 |
|
[SmZ5]5- 0 |
|
[SmXZ4]5- 0 |
|
[SmX3Z3]5- 0 |
|
[SmX5Z2]5- 0 |
|
[SmX7Z]5- 0 |
|
[SmX9]5- 0 |
|
[SmLX9]5- 0 |
|
[SmL2X9]5- 0 |
|
[SmL3X9]5- 0 |
|
| X+2Z = 10 | |
[SmZ6]5- 0 |
|
[SmZ5]5- 0 |
|
[SmX2Z4]5- 0 |
|
[SmX4Z3]5- 0 |
|
[SmX6Z2]5- 0 |
|
[SmX8Z]5- 0 |
|
[SmX10]5- 0 |
|
[SmLX10]5- 0 |
|
[SmL2X10]5- 0 |
|
[SmL3X10]5- 0 |
| X+2Z = 11 | [SmZ7]5- 0 |
|
[SmZ6]5- 0 |
|
[SmXZ5]5- 0 |
|
[SmX3Z4]5- 0 |
|
[SmX5Z3]5- 0 |
|
[SmX7Z2]5- 0 |
|
[SmX9Z]5- 0 |
|
[SmX11]5- 0 |
|
[SmLX11]5- 0 |
|
[SmL2X11]5- 0 |
|
| X+2Z = 12 | |
[SmZ7]5- 0 |
|
[SmZ6]5- 0 |
|
[SmX2Z5]5- 0 |
|
[SmX4Z4]5- 0 |
|
[SmX6Z3]5- 0 |
|
[SmX8Z2]5- 0 |
|
[SmX10Z]5- 0 |
|
[SmX12]5- 0 |
|
[SmLX12]5- 0 |
|
[SmL2X12]5- 0 |
MLXZq± grid for samarium (Sm) for Q = -4: [SmXxLlZz]4-
The number of compounds found is 0.
MLXZq± grid for samarium (Sm) for Q = -3: [SmXxLlZz]3-
The number of compounds found is 6.
The intensity of the colour of each table cell relates to the percentage of compounds found with the [MLXZ]q± classification associated with that cell. A separate table for each value of q± is plotted. Select any entry in the tables where there is shading to see a list of compounds of samarium with that [MLXZ]q± classification.
| EN➝ | 10 | 11 | 12 | 13 | 14 | 15 | 16 | 17 | 18 | 19 | 20 | 21 | 22 | 23 | 24 | 25 | 26 | 27 | 28 | 29 |
|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|
| X+2Z = 0 | |
[Sm]3- 0 |
|
[SmL]3- 0 |
|
[SmL2]3- 0 |
|
[SmL3]3- 0 |
|
[SmL4]3- 0 |
|
[SmL5]3- 0 |
|
[SmL6]3- 0 |
|
[SmL7]3- 0 |
|
[SmL8]3- 0 |
|
[SmL9]3- 0 |
| X+2Z = 1 | [SmZ]3- 0 |
|
[SmX]3- 0 |
|
[SmLX]3- 0 |
|
[SmL2X]3- 0 |
|
[SmL3X]3- 0 |
|
[SmL4X]3- 0 |
|
[SmL5X]3- 0 |
|
[SmL6X]3- 0 |
|
[SmL7X]3- 0 |
|
[SmL8X]3- 0 |
|
| X+2Z = 2 | |
[SmZ]3- 0 |
|
[SmX2]3- 0 |
|
[SmLX2]3- 0 |
|
[SmL2X2]3- 0 |
|
[SmL3X2]3- 0 |
|
[SmL4X2]3- 0 |
|
[SmL5X2]3- 0 |
|
[SmL6X2]3- 0 |
|
[SmL7X2]3- 0 |
|
[SmL8X2]3- 0 |
| X+2Z = 3 | [SmZ2]3- 0 |
|
[SmXZ]3- 0 |
|
[SmX3]3- 0 |
|
[SmLX3]3- 0 |
|
[SmL2X3]3- 0 |
|
[SmL3X3]3- 0 |
|
[SmL4X3]3- 0 |
|
[SmL5X3]3- 0 |
|
[SmL6X3]3- 0 |
|
[SmL7X3]3- 0 |
|
| X+2Z = 4 | |
[SmZ2]3- 0 |
|
[SmX2Z]3- 0 |
|
[SmX4]3- 0 |
|
[SmLX4]3- 0 |
|
[SmL2X4]3- 0 |
|
[SmL3X4]3- 0 |
|
[SmL4X4]3- 0 |
|
[SmL5X4]3- 0 |
|
[SmL6X4]3- 0 |
|
[SmL7X4]3- 0 |
| X+2Z = 5 | [SmZ3]3- 0 |
|
[SmXZ2]3- 0 |
|
[SmX3Z]3- 0 |
|
[SmX5]3- 0 |
|
[SmLX5]3- 0 |
|
[SmL2X5]3- 0 |
|
[SmL3X5]3- 0 |
|
[SmL4X5]3- 0 |
|
[SmL5X5]3- 0 |
|
[SmL6X5]3- 0 |
|
| X+2Z = 6 | |
[SmZ3]3- 0 |
|
[SmX2Z2]3- 0 |
|
[SmX4Z]3- 0 |
|
[SmX6]3- 33% |
|
[SmLX6]3- 0 |
|
[SmL2X6]3- 17% |
|
[SmL3X6]3- 33% |
|
[SmL4X6]3- 0 |
|
[SmL5X6]3- 0 |
|
[SmL6X6]3- 17% |
| X+2Z = 7 | [SmZ4]3- 0 |
|
[SmXZ3]3- 0 |
|
[SmX3Z2]3- 0 |
|
[SmX5Z]3- 0 |
|
[SmX7]3- 0 |
|
[SmLX7]3- 0 |
|
[SmL2X7]3- 0 |
|
[SmL3X7]3- 0 |
|
[SmL4X7]3- 0 |
|
[SmL5X7]3- 0 |
|
| X+2Z = 8 | |
[SmZ4]3- 0 |
|
[SmX2Z3]3- 0 |
|
[SmX4Z2]3- 0 |
|
[SmX6Z]3- 0 |
|
[SmX8]3- 0 |
|
[SmLX8]3- 0 |
|
[SmL2X8]3- 0 |
|
[SmL3X8]3- 0 |
|
[SmL4X8]3- 0 |
|
[SmL5X8]3- 0 |
| X+2Z = 9 | [SmZ5]3- 0 |
|
[SmXZ4]3- 0 |
|
[SmX3Z3]3- 0 |
|
[SmX5Z2]3- 0 |
|
[SmX7Z]3- 0 |
|
[SmX9]3- 0 |
|
[SmLX9]3- 0 |
|
[SmL2X9]3- 0 |
|
[SmL3X9]3- 0 |
|
[SmL4X9]3- 0 |
|
| X+2Z = 10 | |
[SmZ5]3- 0 |
|
[SmX2Z4]3- 0 |
|
[SmX4Z3]3- 0 |
|
[SmX6Z2]3- 0 |
|
[SmX8Z]3- 0 |
|
[SmX10]3- 0 |
|
[SmLX10]3- 0 |
|
[SmL2X10]3- 0 |
|
[SmL3X10]3- 0 |
|
[SmL4X10]3- 0 |
| X+2Z = 11 | [SmZ6]3- 0 |
|
[SmXZ5]3- 0 |
|
[SmX3Z4]3- 0 |
|
[SmX5Z3]3- 0 |
|
[SmX7Z2]3- 0 |
|
[SmX9Z]3- 0 |
|
[SmX11]3- 0 |
|
[SmLX11]3- 0 |
|
[SmL2X11]3- 0 |
|
[SmL3X11]3- 0 |
|
| X+2Z = 12 | |
[SmZ6]3- 0 |
|
[SmX2Z5]3- 0 |
|
[SmX4Z4]3- 0 |
|
[SmX6Z3]3- 0 |
|
[SmX8Z2]3- 0 |
|
[SmX10Z]3- 0 |
|
[SmX12]3- 0 |
|
[SmLX12]3- 0 |
|
[SmL2X12]3- 0 |
|
[SmL3X12]3- 0 |
MLXZq± grid for samarium (Sm) for Q = -2: [SmXxLlZz]2-
The number of compounds found is 1.
The intensity of the colour of each table cell relates to the percentage of compounds found with the [MLXZ]q± classification associated with that cell. A separate table for each value of q± is plotted. Select any entry in the tables where there is shading to see a list of compounds of samarium with that [MLXZ]q± classification.
| EN➝ | 10 | 11 | 12 | 13 | 14 | 15 | 16 | 17 | 18 | 19 | 20 | 21 | 22 | 23 | 24 | 25 | 26 | 27 | 28 | 29 |
|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|
| X+2Z = 0 | [Sm]2- 0 |
|
[SmL]2- 0 |
|
[SmL2]2- 0 |
|
[SmL3]2- 0 |
|
[SmL4]2- 0 |
|
[SmL5]2- 0 |
|
[SmL6]2- 0 |
|
[SmL7]2- 0 |
|
[SmL8]2- 0 |
|
[SmL9]2- 0 |
|
| X+2Z = 1 | |
[SmX]2- 0 |
|
[SmLX]2- 0 |
|
[SmL2X]2- 0 |
|
[SmL3X]2- 0 |
|
[SmL4X]2- 0 |
|
[SmL5X]2- 0 |
|
[SmL6X]2- 0 |
|
[SmL7X]2- 0 |
|
[SmL8X]2- 0 |
|
[SmL9X]2- 0 |
| X+2Z = 2 | [SmZ]2- 0 |
|
[SmX2]2- 0 |
|
[SmLX2]2- 0 |
|
[SmL2X2]2- 0 |
|
[SmL3X2]2- 0 |
|
[SmL4X2]2- 0 |
|
[SmL5X2]2- 0 |
|
[SmL6X2]2- 0 |
|
[SmL7X2]2- 0 |
|
[SmL8X2]2- 0 |
|
| X+2Z = 3 | |
[SmXZ]2- 0 |
|
[SmX3]2- 0 |
|
[SmLX3]2- 0 |
|
[SmL2X3]2- 0 |
|
[SmL3X3]2- 0 |
|
[SmL4X3]2- 0 |
|
[SmL5X3]2- 0 |
|
[SmL6X3]2- 0 |
|
[SmL7X3]2- 0 |
|
[SmL8X3]2- 0 |
| X+2Z = 4 | [SmZ2]2- 0 |
|
[SmX2Z]2- 0 |
|
[SmX4]2- 0 |
|
[SmLX4]2- 0 |
|
[SmL2X4]2- 0 |
|
[SmL3X4]2- 0 |
|
[SmL4X4]2- 0 |
|
[SmL5X4]2- 0 |
|
[SmL6X4]2- 0 |
|
[SmL7X4]2- 0 |
|
| X+2Z = 5 | |
[SmXZ2]2- 0 |
|
[SmX3Z]2- 0 |
|
[SmX5]2- 0 |
|
[SmLX5]2- 0 |
|
[SmL2X5]2- 0 |
|
[SmL3X5]2- 0 |
|
[SmL4X5]2- 0 |
|
[SmL5X5]2- 100% |
|
[SmL6X5]2- 0 |
|
[SmL7X5]2- 0 |
| X+2Z = 6 | [SmZ3]2- 0 |
|
[SmX2Z2]2- 0 |
|
[SmX4Z]2- 0 |
|
[SmX6]2- 0 |
|
[SmLX6]2- 0 |
|
[SmL2X6]2- 0 |
|
[SmL3X6]2- 0 |
|
[SmL4X6]2- 0 |
|
[SmL5X6]2- 0 |
|
[SmL6X6]2- 0 |
|
| X+2Z = 7 | |
[SmXZ3]2- 0 |
|
[SmX3Z2]2- 0 |
|
[SmX5Z]2- 0 |
|
[SmX7]2- 0 |
|
[SmLX7]2- 0 |
|
[SmL2X7]2- 0 |
|
[SmL3X7]2- 0 |
|
[SmL4X7]2- 0 |
|
[SmL5X7]2- 0 |
|
[SmL6X7]2- 0 |
| X+2Z = 8 | [SmZ4]2- 0 |
|
[SmX2Z3]2- 0 |
|
[SmX4Z2]2- 0 |
|
[SmX6Z]2- 0 |
|
[SmX8]2- 0 |
|
[SmLX8]2- 0 |
|
[SmL2X8]2- 0 |
|
[SmL3X8]2- 0 |
|
[SmL4X8]2- 0 |
|
[SmL5X8]2- 0 |
|
| X+2Z = 9 | |
[SmXZ4]2- 0 |
|
[SmX3Z3]2- 0 |
|
[SmX5Z2]2- 0 |
|
[SmX7Z]2- 0 |
|
[SmX9]2- 0 |
|
[SmLX9]2- 0 |
|
[SmL2X9]2- 0 |
|
[SmL3X9]2- 0 |
|
[SmL4X9]2- 0 |
|
[SmL5X9]2- 0 |
| X+2Z = 10 | [SmZ5]2- 0 |
|
[SmX2Z4]2- 0 |
|
[SmX4Z3]2- 0 |
|
[SmX6Z2]2- 0 |
|
[SmX8Z]2- 0 |
|
[SmX10]2- 0 |
|
[SmLX10]2- 0 |
|
[SmL2X10]2- 0 |
|
[SmL3X10]2- 0 |
|
[SmL4X10]2- 0 |
|
| X+2Z = 11 | |
[SmXZ5]2- 0 |
|
[SmX3Z4]2- 0 |
|
[SmX5Z3]2- 0 |
|
[SmX7Z2]2- 0 |
|
[SmX9Z]2- 0 |
|
[SmX11]2- 0 |
|
[SmLX11]2- 0 |
|
[SmL2X11]2- 0 |
|
[SmL3X11]2- 0 |
|
[SmL4X11]2- 0 |
| X+2Z = 12 | [SmZ6]2- 0 |
|
[SmX2Z5]2- 0 |
|
[SmX4Z4]2- 0 |
|
[SmX6Z3]2- 0 |
|
[SmX8Z2]2- 0 |
|
[SmX10Z]2- 0 |
|
[SmX12]2- 0 |
|
[SmLX12]2- 0 |
|
[SmL2X12]2- 0 |
|
[SmL3X12]2- 0 |
|
MLXZq± grid for samarium (Sm) for Q = -1: [SmXxLlZz]-
The number of compounds found is 22.
The intensity of the colour of each table cell relates to the percentage of compounds found with the [MLXZ]q± classification associated with that cell. A separate table for each value of q± is plotted. Select any entry in the tables where there is shading to see a list of compounds of samarium with that [MLXZ]q± classification.
| EN➝ | 10 | 11 | 12 | 13 | 14 | 15 | 16 | 17 | 18 | 19 | 20 | 21 | 22 | 23 | 24 | 25 | 26 | 27 | 28 | 29 |
|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|
| X+2Z = 0 | |
[SmL]- 0 |
|
[SmL2]- 0 |
|
[SmL3]- 0 |
|
[SmL4]- 0 |
|
[SmL5]- 0 |
|
[SmL6]- 0 |
|
[SmL7]- 0 |
|
[SmL8]- 0 |
|
[SmL9]- 0 |
|
[SmL10]- 0 |
| X+2Z = 1 | [SmX]- 0 |
|
[SmLX]- 0 |
|
[SmL2X]- 0 |
|
[SmL3X]- 0 |
|
[SmL4X]- 0 |
|
[SmL5X]- 0 |
|
[SmL6X]- 0 |
|
[SmL7X]- 0 |
|
[SmL8X]- 0 |
|
[SmL9X]- 0 |
|
| X+2Z = 2 | |
[SmX2]- 0 |
|
[SmLX2]- 0 |
|
[SmL2X2]- 0 |
|
[SmL3X2]- 0 |
|
[SmL4X2]- 0 |
|
[SmL5X2]- 0 |
|
[SmL6X2]- 0 |
|
[SmL7X2]- 0 |
|
[SmL8X2]- 0 |
|
[SmL9X2]- 0 |
| X+2Z = 3 | [SmXZ]- 0 |
|
[SmX3]- 0 |
|
[SmLX3]- 0 |
|
[SmL2X3]- 0 |
|
[SmL3X3]- 0 |
|
[SmL4X3]- 5% |
|
[SmL5X3]- 0 |
|
[SmL6X3]- 14% |
|
[SmL7X3]- 0 |
|
[SmL8X3]- 0 |
|
| X+2Z = 4 | |
[SmX2Z]- 0 |
|
[SmX4]- 0 |
|
[SmLX4]- 0 |
|
[SmL2X4]- 0 |
|
[SmL3X4]- 14% |
|
[SmL4X4]- 32% |
|
[SmL5X4]- 14% |
|
[SmL6X4]- 14% |
|
[SmL7X4]- 9% |
|
[SmL8X4]- 0 |
| X+2Z = 5 | [SmXZ2]- 0 |
|
[SmX3Z]- 0 |
|
[SmX5]- 0 |
|
[SmLX5]- 0 |
|
[SmL2X5]- 0 |
|
[SmL3X5]- 0 |
|
[SmL4X5]- 0 |
|
[SmL5X5]- 0 |
|
[SmL6X5]- 0 |
|
[SmL7X5]- 0 |
|
| X+2Z = 6 | |
[SmX2Z2]- 0 |
|
[SmX4Z]- 0 |
|
[SmX6]- 0 |
|
[SmLX6]- 0 |
|
[SmL2X6]- 0 |
|
[SmL3X6]- 0 |
|
[SmL4X6]- 0 |
|
[SmL5X6]- 0 |
|
[SmL6X6]- 0 |
|
[SmL7X6]- 0 |
| X+2Z = 7 | [SmXZ3]- 0 |
|
[SmX3Z2]- 0 |
|
[SmX5Z]- 0 |
|
[SmX7]- 0 |
|
[SmLX7]- 0 |
|
[SmL2X7]- 0 |
|
[SmL3X7]- 0 |
|
[SmL4X7]- 0 |
|
[SmL5X7]- 0 |
|
[SmL6X7]- 0 |
|
| X+2Z = 8 | |
[SmX2Z3]- 0 |
|
[SmX4Z2]- 0 |
|
[SmX6Z]- 0 |
|
[SmX8]- 0 |
|
[SmLX8]- 0 |
|
[SmL2X8]- 0 |
|
[SmL3X8]- 0 |
|
[SmL4X8]- 0 |
|
[SmL5X8]- 0 |
|
[SmL6X8]- 0 |
| X+2Z = 9 | [SmXZ4]- 0 |
|
[SmX3Z3]- 0 |
|
[SmX5Z2]- 0 |
|
[SmX7Z]- 0 |
|
[SmX9]- 0 |
|
[SmLX9]- 0 |
|
[SmL2X9]- 0 |
|
[SmL3X9]- 0 |
|
[SmL4X9]- 0 |
|
[SmL5X9]- 0 |
|
| X+2Z = 10 | |
[SmX2Z4]- 0 |
|
[SmX4Z3]- 0 |
|
[SmX6Z2]- 0 |
|
[SmX8Z]- 0 |
|
[SmX10]- 0 |
|
[SmLX10]- 0 |
|
[SmL2X10]- 0 |
|
[SmL3X10]- 0 |
|
[SmL4X10]- 0 |
|
[SmL5X10]- 0 |
| X+2Z = 11 | [SmXZ5]- 0 |
|
[SmX3Z4]- 0 |
|
[SmX5Z3]- 0 |
|
[SmX7Z2]- 0 |
|
[SmX9Z]- 0 |
|
[SmX11]- 0 |
|
[SmLX11]- 0 |
|
[SmL2X11]- 0 |
|
[SmL3X11]- 0 |
|
[SmL4X11]- 0 |
|
| X+2Z = 12 | |
[SmX2Z5]- 0 |
|
[SmX4Z4]- 0 |
|
[SmX6Z3]- 0 |
|
[SmX8Z2]- 0 |
|
[SmX10Z]- 0 |
|
[SmX12]- 0 |
|
[SmLX12]- 0 |
|
[SmL2X12]- 0 |
|
[SmL3X12]- 0 |
|
[SmL4X12]- 0 |
MLXZq± grid for samarium (Sm) for Q = 0: [SmXxLlZz]
The number of compounds found is 179.
The intensity of the colour of each table cell relates to the percentage of compounds found with the [MLXZ]q± classification associated with that cell. A separate table for each value of q± is plotted. Select any entry in the tables where there is shading to see a list of compounds of samarium with that [MLXZ]q± classification.
| EN➝ | 10 | 11 | 12 | 13 | 14 | 15 | 16 | 17 | 18 | 19 | 20 | 21 | 22 | 23 | 24 | 25 | 26 | 27 | 28 | 29 |
|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|
| X+2Z = 0 | [SmL] 0 |
|
[SmL2] 0 |
|
[SmL3] 0 |
|
[SmL4] 0 |
|
[SmL5] 0 |
|
[SmL6] 0 |
|
[SmL7] 0 |
|
[SmL8] 0 |
|
[SmL9] 0 |
|
[SmL10] 0 |
|
| X+2Z = 1 | |
[SmLX] 0 |
|
[SmL2X] 0 |
|
[SmL3X] 0 |
|
[SmL4X] 0 |
|
[SmL5X] 0 |
|
[SmL6X] 0 |
|
[SmL7X] 0 |
|
[SmL8X] 0 |
|
[SmL9X] 0 |
|
[SmL10X] 0 |
| X+2Z = 2 | [SmX2] 1% |
|
[SmLX2] 0 |
|
[SmL2X2] 1% |
|
[SmL3X2] 0 |
|
[SmL4X2] 8% |
|
[SmL5X2] 10% |
|
[SmL6X2] 6% |
|
[SmL7X2] 1% |
|
[SmL8X2] 1% |
|
[SmL9X2] 0 |
|
| X+2Z = 3 | |
[SmX3] 1% |
|
[SmLX3] 0 |
|
[SmL2X3] 1% |
|
[SmL3X3] 9% |
|
[SmL4X3] 13% |
|
[SmL5X3] 28% |
|
[SmL6X3] 17% |
|
[SmL7X3] 3% |
|
[SmL8X3] 0 |
|
[SmL9X3] 0 |
| X+2Z = 4 | [SmX2Z] 0 |
|
[SmX4] 0 |
|
[SmLX4] 0 |
|
[SmL2X4] 0 |
|
[SmL3X4] 0 |
|
[SmL4X4] 0 |
|
[SmL5X4] 0 |
|
[SmL6X4] 0 |
|
[SmL7X4] 0 |
|
[SmL8X4] 0 |
|
| X+2Z = 5 | |
[SmX3Z] 0 |
|
[SmX5] 0 |
|
[SmLX5] 0 |
|
[SmL2X5] 0 |
|
[SmL3X5] 0 |
|
[SmL4X5] 0 |
|
[SmL5X5] 0 |
|
[SmL6X5] 0 |
|
[SmL7X5] 0 |
|
[SmL8X5] 0 |
| X+2Z = 6 | [SmX2Z2] 0 |
|
[SmX4Z] 0 |
|
[SmX6] 0 |
|
[SmLX6] 0 |
|
[SmL2X6] 0 |
|
[SmL3X6] 0 |
|
[SmL4X6] 0 |
|
[SmL5X6] 0 |
|
[SmL6X6] 0 |
|
[SmL7X6] 0 |
|
| X+2Z = 7 | |
[SmX3Z2] 0 |
|
[SmX5Z] 0 |
|
[SmX7] 0 |
|
[SmLX7] 0 |
|
[SmL2X7] 0 |
|
[SmL3X7] 0 |
|
[SmL4X7] 0 |
|
[SmL5X7] 0 |
|
[SmL6X7] 0 |
|
[SmL7X7] 0 |
| X+2Z = 8 | [SmX2Z3] 0 |
|
[SmX4Z2] 0 |
|
[SmX6Z] 0 |
|
[SmX8] 0 |
|
[SmLX8] 0 |
|
[SmL2X8] 0 |
|
[SmL3X8] 0 |
|
[SmL4X8] 0 |
|
[SmL5X8] 0 |
|
[SmL6X8] 0 |
|
| X+2Z = 9 | |
[SmX3Z3] 0 |
|
[SmX5Z2] 0 |
|
[SmX7Z] 0 |
|
[SmX9] 0 |
|
[SmLX9] 0 |
|
[SmL2X9] 0 |
|
[SmL3X9] 0 |
|
[SmL4X9] 0 |
|
[SmL5X9] 0 |
|
[SmL6X9] 0 |
| X+2Z = 10 | [SmX2Z4] 0 |
|
[SmX4Z3] 0 |
|
[SmX6Z2] 0 |
|
[SmX8Z] 0 |
|
[SmX10] 0 |
|
[SmLX10] 0 |
|
[SmL2X10] 0 |
|
[SmL3X10] 0 |
|
[SmL4X10] 0 |
|
[SmL5X10] 0 |
|
| X+2Z = 11 | |
[SmX3Z4] 0 |
|
[SmX5Z3] 0 |
|
[SmX7Z2] 0 |
|
[SmX9Z] 0 |
|
[SmX11] 0 |
|
[SmLX11] 0 |
|
[SmL2X11] 0 |
|
[SmL3X11] 0 |
|
[SmL4X11] 0 |
|
[SmL5X11] 0 |
| X+2Z = 12 | [SmX2Z5] 0 |
|
[SmX4Z4] 0 |
|
[SmX6Z3] 0 |
|
[SmX8Z2] 0 |
|
[SmX10Z] 0 |
|
[SmX12] 0 |
|
[SmLX12] 0 |
|
[SmL2X12] 0 |
|
[SmL3X12] 0 |
|
[SmL4X12] 0 |
|
MLXZq± grid for samarium (Sm) for Q = 1: [SmXxLlZz]+
The number of compounds found is 22.
The intensity of the colour of each table cell relates to the percentage of compounds found with the [MLXZ]q± classification associated with that cell. A separate table for each value of q± is plotted. Select any entry in the tables where there is shading to see a list of compounds of samarium with that [MLXZ]q± classification.
| EN➝ | 10 | 11 | 12 | 13 | 14 | 15 | 16 | 17 | 18 | 19 | 20 | 21 | 22 | 23 | 24 | 25 | 26 | 27 | 28 | 29 |
|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|
| X+2Z = 0 | |
[SmL2]+ 0 |
|
[SmL3]+ 0 |
|
[SmL4]+ 0 |
|
[SmL5]+ 0 |
|
[SmL6]+ 0 |
|
[SmL7]+ 0 |
|
[SmL8]+ 0 |
|
[SmL9]+ 0 |
|
[SmL10]+ 0 |
|
[SmL11]+ 0 |
| X+2Z = 1 | [SmLX]+ 0 |
|
[SmL2X]+ 0 |
|
[SmL3X]+ 0 |
|
[SmL4X]+ 0 |
|
[SmL5X]+ 0 |
|
[SmL6X]+ 0 |
|
[SmL7X]+ 0 |
|
[SmL8X]+ 5% |
|
[SmL9X]+ 0 |
|
[SmL10X]+ 0 |
|
| X+2Z = 2 | |
[SmLX2]+ 0 |
|
[SmL2X2]+ 0 |
|
[SmL3X2]+ 0 |
|
[SmL4X2]+ 14% |
|
[SmL5X2]+ 9% |
|
[SmL6X2]+ 45% |
|
[SmL7X2]+ 18% |
|
[SmL8X2]+ 9% |
|
[SmL9X2]+ 0 |
|
[SmL10X2]+ 0 |
| X+2Z = 3 | [SmX3]+ 0 |
|
[SmLX3]+ 0 |
|
[SmL2X3]+ 0 |
|
[SmL3X3]+ 0 |
|
[SmL4X3]+ 0 |
|
[SmL5X3]+ 0 |
|
[SmL6X3]+ 0 |
|
[SmL7X3]+ 0 |
|
[SmL8X3]+ 0 |
|
[SmL9X3]+ 0 |
|
| X+2Z = 4 | |
[SmX4]+ 0 |
|
[SmLX4]+ 0 |
|
[SmL2X4]+ 0 |
|
[SmL3X4]+ 0 |
|
[SmL4X4]+ 0 |
|
[SmL5X4]+ 0 |
|
[SmL6X4]+ 0 |
|
[SmL7X4]+ 0 |
|
[SmL8X4]+ 0 |
|
[SmL9X4]+ 0 |
| X+2Z = 5 | [SmX3Z]+ 0 |
|
[SmX5]+ 0 |
|
[SmLX5]+ 0 |
|
[SmL2X5]+ 0 |
|
[SmL3X5]+ 0 |
|
[SmL4X5]+ 0 |
|
[SmL5X5]+ 0 |
|
[SmL6X5]+ 0 |
|
[SmL7X5]+ 0 |
|
[SmL8X5]+ 0 |
|
| X+2Z = 6 | |
[SmX4Z]+ 0 |
|
[SmX6]+ 0 |
|
[SmLX6]+ 0 |
|
[SmL2X6]+ 0 |
|
[SmL3X6]+ 0 |
|
[SmL4X6]+ 0 |
|
[SmL5X6]+ 0 |
|
[SmL6X6]+ 0 |
|
[SmL7X6]+ 0 |
|
[SmL8X6]+ 0 |
| X+2Z = 7 | [SmX3Z2]+ 0 |
|
[SmX5Z]+ 0 |
|
[SmX7]+ 0 |
|
[SmLX7]+ 0 |
|
[SmL2X7]+ 0 |
|
[SmL3X7]+ 0 |
|
[SmL4X7]+ 0 |
|
[SmL5X7]+ 0 |
|
[SmL6X7]+ 0 |
|
[SmL7X7]+ 0 |
|
| X+2Z = 8 | |
[SmX4Z2]+ 0 |
|
[SmX6Z]+ 0 |
|
[SmX8]+ 0 |
|
[SmLX8]+ 0 |
|
[SmL2X8]+ 0 |
|
[SmL3X8]+ 0 |
|
[SmL4X8]+ 0 |
|
[SmL5X8]+ 0 |
|
[SmL6X8]+ 0 |
|
[SmL7X8]+ 0 |
| X+2Z = 9 | [SmX3Z3]+ 0 |
|
[SmX5Z2]+ 0 |
|
[SmX7Z]+ 0 |
|
[SmX9]+ 0 |
|
[SmLX9]+ 0 |
|
[SmL2X9]+ 0 |
|
[SmL3X9]+ 0 |
|
[SmL4X9]+ 0 |
|
[SmL5X9]+ 0 |
|
[SmL6X9]+ 0 |
|
| X+2Z = 10 | |
[SmX4Z3]+ 0 |
|
[SmX6Z2]+ 0 |
|
[SmX8Z]+ 0 |
|
[SmX10]+ 0 |
|
[SmLX10]+ 0 |
|
[SmL2X10]+ 0 |
|
[SmL3X10]+ 0 |
|
[SmL4X10]+ 0 |
|
[SmL5X10]+ 0 |
|
[SmL6X10]+ 0 |
| X+2Z = 11 | [SmX3Z4]+ 0 |
|
[SmX5Z3]+ 0 |
|
[SmX7Z2]+ 0 |
|
[SmX9Z]+ 0 |
|
[SmX11]+ 0 |
|
[SmLX11]+ 0 |
|
[SmL2X11]+ 0 |
|
[SmL3X11]+ 0 |
|
[SmL4X11]+ 0 |
|
[SmL5X11]+ 0 |
|
| X+2Z = 12 | |
[SmX4Z4]+ 0 |
|
[SmX6Z3]+ 0 |
|
[SmX8Z2]+ 0 |
|
[SmX10Z]+ 0 |
|
[SmX12]+ 0 |
|
[SmLX12]+ 0 |
|
[SmL2X12]+ 0 |
|
[SmL3X12]+ 0 |
|
[SmL4X12]+ 0 |
|
[SmL5X12]+ 0 |
MLXZq± grid for samarium (Sm) for Q = 2: [SmXxLlZz]2+
The number of compounds found is 8.
The intensity of the colour of each table cell relates to the percentage of compounds found with the [MLXZ]q± classification associated with that cell. A separate table for each value of q± is plotted. Select any entry in the tables where there is shading to see a list of compounds of samarium with that [MLXZ]q± classification.
| EN➝ | 10 | 11 | 12 | 13 | 14 | 15 | 16 | 17 | 18 | 19 | 20 | 21 | 22 | 23 | 24 | 25 | 26 | 27 | 28 | 29 |
|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|
| X+2Z = 0 | [SmL2]2+ 0 |
|
[SmL3]2+ 0 |
|
[SmL4]2+ 0 |
|
[SmL5]2+ 0 |
|
[SmL6]2+ 0 |
|
[SmL7]2+ 13% |
|
[SmL8]2+ 0 |
|
[SmL9]2+ 13% |
|
[SmL10]2+ 25% |
|
[SmL11]2+ 0 |
|
| X+2Z = 1 | |
[SmL2X]2+ 0 |
|
[SmL3X]2+ 0 |
|
[SmL4X]2+ 0 |
|
[SmL5X]2+ 0 |
|
[SmL6X]2+ 13% |
|
[SmL7X]2+ 13% |
|
[SmL8X]2+ 25% |
|
[SmL9X]2+ 0 |
|
[SmL10X]2+ 0 |
|
[SmL11X]2+ 0 |
| X+2Z = 2 | [SmLX2]2+ 0 |
|
[SmL2X2]2+ 0 |
|
[SmL3X2]2+ 0 |
|
[SmL4X2]2+ 0 |
|
[SmL5X2]2+ 0 |
|
[SmL6X2]2+ 0 |
|
[SmL7X2]2+ 0 |
|
[SmL8X2]2+ 0 |
|
[SmL9X2]2+ 0 |
|
[SmL10X2]2+ 0 |
|
| X+2Z = 3 | |
[SmLX3]2+ 0 |
|
[SmL2X3]2+ 0 |
|
[SmL3X3]2+ 0 |
|
[SmL4X3]2+ 0 |
|
[SmL5X3]2+ 0 |
|
[SmL6X3]2+ 0 |
|
[SmL7X3]2+ 0 |
|
[SmL8X3]2+ 0 |
|
[SmL9X3]2+ 0 |
|
[SmL10X3]2+ 0 |
| X+2Z = 4 | [SmX4]2+ 0 |
|
[SmLX4]2+ 0 |
|
[SmL2X4]2+ 0 |
|
[SmL3X4]2+ 0 |
|
[SmL4X4]2+ 0 |
|
[SmL5X4]2+ 0 |
|
[SmL6X4]2+ 0 |
|
[SmL7X4]2+ 0 |
|
[SmL8X4]2+ 0 |
|
[SmL9X4]2+ 0 |
|
| X+2Z = 5 | |
[SmX5]2+ 0 |
|
[SmLX5]2+ 0 |
|
[SmL2X5]2+ 0 |
|
[SmL3X5]2+ 0 |
|
[SmL4X5]2+ 0 |
|
[SmL5X5]2+ 0 |
|
[SmL6X5]2+ 0 |
|
[SmL7X5]2+ 0 |
|
[SmL8X5]2+ 0 |
|
[SmL9X5]2+ 0 |
| X+2Z = 6 | [SmX4Z]2+ 0 |
|
[SmX6]2+ 0 |
|
[SmLX6]2+ 0 |
|
[SmL2X6]2+ 0 |
|
[SmL3X6]2+ 0 |
|
[SmL4X6]2+ 0 |
|
[SmL5X6]2+ 0 |
|
[SmL6X6]2+ 0 |
|
[SmL7X6]2+ 0 |
|
[SmL8X6]2+ 0 |
|
| X+2Z = 7 | |
[SmX5Z]2+ 0 |
|
[SmX7]2+ 0 |
|
[SmLX7]2+ 0 |
|
[SmL2X7]2+ 0 |
|
[SmL3X7]2+ 0 |
|
[SmL4X7]2+ 0 |
|
[SmL5X7]2+ 0 |
|
[SmL6X7]2+ 0 |
|
[SmL7X7]2+ 0 |
|
[SmL8X7]2+ 0 |
| X+2Z = 8 | [SmX4Z2]2+ 0 |
|
[SmX6Z]2+ 0 |
|
[SmX8]2+ 0 |
|
[SmLX8]2+ 0 |
|
[SmL2X8]2+ 0 |
|
[SmL3X8]2+ 0 |
|
[SmL4X8]2+ 0 |
|
[SmL5X8]2+ 0 |
|
[SmL6X8]2+ 0 |
|
[SmL7X8]2+ 0 |
|
| X+2Z = 9 | |
[SmX5Z2]2+ 0 |
|
[SmX7Z]2+ 0 |
|
[SmX9]2+ 0 |
|
[SmLX9]2+ 0 |
|
[SmL2X9]2+ 0 |
|
[SmL3X9]2+ 0 |
|
[SmL4X9]2+ 0 |
|
[SmL5X9]2+ 0 |
|
[SmL6X9]2+ 0 |
|
[SmL7X9]2+ 0 |
| X+2Z = 10 | [SmX4Z3]2+ 0 |
|
[SmX6Z2]2+ 0 |
|
[SmX8Z]2+ 0 |
|
[SmX10]2+ 0 |
|
[SmLX10]2+ 0 |
|
[SmL2X10]2+ 0 |
|
[SmL3X10]2+ 0 |
|
[SmL4X10]2+ 0 |
|
[SmL5X10]2+ 0 |
|
[SmL6X10]2+ 0 |
|
| X+2Z = 11 | |
[SmX5Z3]2+ 0 |
|
[SmX7Z2]2+ 0 |
|
[SmX9Z]2+ 0 |
|
[SmX11]2+ 0 |
|
[SmLX11]2+ 0 |
|
[SmL2X11]2+ 0 |
|
[SmL3X11]2+ 0 |
|
[SmL4X11]2+ 0 |
|
[SmL5X11]2+ 0 |
|
[SmL6X11]2+ 0 |
| X+2Z = 12 | [SmX4Z4]2+ 0 |
|
[SmX6Z3]2+ 0 |
|
[SmX8Z2]2+ 0 |
|
[SmX10Z]2+ 0 |
|
[SmX12]2+ 0 |
|
[SmLX12]2+ 0 |
|
[SmL2X12]2+ 0 |
|
[SmL3X12]2+ 0 |
|
[SmL4X12]2+ 0 |
|
[SmL5X12]2+ 0 |
|
MLXZq± grid for samarium (Sm) for Q = 3: [SmXxLlZz]3+
The number of compounds found is 15.
The intensity of the colour of each table cell relates to the percentage of compounds found with the [MLXZ]q± classification associated with that cell. A separate table for each value of q± is plotted. Select any entry in the tables where there is shading to see a list of compounds of samarium with that [MLXZ]q± classification.
| EN➝ | 10 | 11 | 12 | 13 | 14 | 15 | 16 | 17 | 18 | 19 | 20 | 21 | 22 | 23 | 24 | 25 | 26 | 27 | 28 | 29 |
|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|
| X+2Z = 0 | |
[SmL3]3+ 0 |
|
[SmL4]3+ 0 |
|
[SmL5]3+ 0 |
|
[SmL6]3+ 7% |
|
[SmL7]3+ 13% |
|
[SmL8]3+ 33% |
|
[SmL9]3+ 47% |
|
[SmL10]3+ 0 |
|
[SmL11]3+ 0 |
|
[SmL12]3+ 0 |
| X+2Z = 1 | [SmL2X]3+ 0 |
|
[SmL3X]3+ 0 |
|
[SmL4X]3+ 0 |
|
[SmL5X]3+ 0 |
|
[SmL6X]3+ 0 |
|
[SmL7X]3+ 0 |
|
[SmL8X]3+ 0 |
|
[SmL9X]3+ 0 |
|
[SmL10X]3+ 0 |
|
[SmL11X]3+ 0 |
|
| X+2Z = 2 | |
[SmL2X2]3+ 0 |
|
[SmL3X2]3+ 0 |
|
[SmL4X2]3+ 0 |
|
[SmL5X2]3+ 0 |
|
[SmL6X2]3+ 0 |
|
[SmL7X2]3+ 0 |
|
[SmL8X2]3+ 0 |
|
[SmL9X2]3+ 0 |
|
[SmL10X2]3+ 0 |
|
[SmL11X2]3+ 0 |
| X+2Z = 3 | [SmLX3]3+ 0 |
|
[SmL2X3]3+ 0 |
|
[SmL3X3]3+ 0 |
|
[SmL4X3]3+ 0 |
|
[SmL5X3]3+ 0 |
|
[SmL6X3]3+ 0 |
|
[SmL7X3]3+ 0 |
|
[SmL8X3]3+ 0 |
|
[SmL9X3]3+ 0 |
|
[SmL10X3]3+ 0 |
|
| X+2Z = 4 | |
[SmLX4]3+ 0 |
|
[SmL2X4]3+ 0 |
|
[SmL3X4]3+ 0 |
|
[SmL4X4]3+ 0 |
|
[SmL5X4]3+ 0 |
|
[SmL6X4]3+ 0 |
|
[SmL7X4]3+ 0 |
|
[SmL8X4]3+ 0 |
|
[SmL9X4]3+ 0 |
|
[SmL10X4]3+ 0 |
| X+2Z = 5 | [SmX5]3+ 0 |
|
[SmLX5]3+ 0 |
|
[SmL2X5]3+ 0 |
|
[SmL3X5]3+ 0 |
|
[SmL4X5]3+ 0 |
|
[SmL5X5]3+ 0 |
|
[SmL6X5]3+ 0 |
|
[SmL7X5]3+ 0 |
|
[SmL8X5]3+ 0 |
|
[SmL9X5]3+ 0 |
|
| X+2Z = 6 | |
[SmX6]3+ 0 |
|
[SmLX6]3+ 0 |
|
[SmL2X6]3+ 0 |
|
[SmL3X6]3+ 0 |
|
[SmL4X6]3+ 0 |
|
[SmL5X6]3+ 0 |
|
[SmL6X6]3+ 0 |
|
[SmL7X6]3+ 0 |
|
[SmL8X6]3+ 0 |
|
[SmL9X6]3+ 0 |
| X+2Z = 7 | [SmX5Z]3+ 0 |
|
[SmX7]3+ 0 |
|
[SmLX7]3+ 0 |
|
[SmL2X7]3+ 0 |
|
[SmL3X7]3+ 0 |
|
[SmL4X7]3+ 0 |
|
[SmL5X7]3+ 0 |
|
[SmL6X7]3+ 0 |
|
[SmL7X7]3+ 0 |
|
[SmL8X7]3+ 0 |
|
| X+2Z = 8 | |
[SmX6Z]3+ 0 |
|
[SmX8]3+ 0 |
|
[SmLX8]3+ 0 |
|
[SmL2X8]3+ 0 |
|
[SmL3X8]3+ 0 |
|
[SmL4X8]3+ 0 |
|
[SmL5X8]3+ 0 |
|
[SmL6X8]3+ 0 |
|
[SmL7X8]3+ 0 |
|
[SmL8X8]3+ 0 |
| X+2Z = 9 | [SmX5Z2]3+ 0 |
|
[SmX7Z]3+ 0 |
|
[SmX9]3+ 0 |
|
[SmLX9]3+ 0 |
|
[SmL2X9]3+ 0 |
|
[SmL3X9]3+ 0 |
|
[SmL4X9]3+ 0 |
|
[SmL5X9]3+ 0 |
|
[SmL6X9]3+ 0 |
|
[SmL7X9]3+ 0 |
|
| X+2Z = 10 | |
[SmX6Z2]3+ 0 |
|
[SmX8Z]3+ 0 |
|
[SmX10]3+ 0 |
|
[SmLX10]3+ 0 |
|
[SmL2X10]3+ 0 |
|
[SmL3X10]3+ 0 |
|
[SmL4X10]3+ 0 |
|
[SmL5X10]3+ 0 |
|
[SmL6X10]3+ 0 |
|
[SmL7X10]3+ 0 |
| X+2Z = 11 | [SmX5Z3]3+ 0 |
|
[SmX7Z2]3+ 0 |
|
[SmX9Z]3+ 0 |
|
[SmX11]3+ 0 |
|
[SmLX11]3+ 0 |
|
[SmL2X11]3+ 0 |
|
[SmL3X11]3+ 0 |
|
[SmL4X11]3+ 0 |
|
[SmL5X11]3+ 0 |
|
[SmL6X11]3+ 0 |
|
| X+2Z = 12 | |
[SmX6Z3]3+ 0 |
|
[SmX8Z2]3+ 0 |
|
[SmX10Z]3+ 0 |
|
[SmX12]3+ 0 |
|
[SmLX12]3+ 0 |
|
[SmL2X12]3+ 0 |
|
[SmL3X12]3+ 0 |
|
[SmL4X12]3+ 0 |
|
[SmL5X12]3+ 0 |
|
[SmL6X12]3+ 0 |
MLXZq± grid for samarium (Sm) for Q = 4: [SmXxLlZz]4+
The number of compounds found is 0.