One-pulse line intensity for MAS crystal, Part 2
AIM: We show that adding 90° to the Euler angle α in Mathematica notebook or to the Euler angle αPC in SIMPSON Tcl script provide the same results as changing the sign of the asymmetry parameter η.
Equipment, method, and parameters are identical to those involved in one-pulse line intensity for MAS crystal, Part 1.
Result
The simulated line intensities are gathered in the following table.
| t (μs) |
Mathematica-5 crystal_MAS.nb |
SIMPSON1.1.1 Tcl script onextalMAS.in |
||
|---|---|---|---|---|
| η = 1 α=120°, β=γ=30° |
η = -1 α=30°, β=γ=30° |
η = 1 αPC=120° βPC=γPC=30° |
η = -1 αPC=30°, βPC=γPC=30° |
|
| 0 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 |
0 0.1909263462 0.1179498378 -0.1095760968 -0.1748410673 0.05933795078 0.349769756 0.3342515848 -0.2783335973 -0.4104664941 -0.04702774168 0.4073285563 0.3241038495 -0.1948624526 -0.4306262691 -0.05748909539 0.4018103486 0.3128637066 -0.1999188914 -0.4520927211 -0.01315623676 |
0 0.1909263462 0.1179498378 -0.1095760968 -0.1748410673 0.05933795078 0.349769756 0.3342515848 -0.2783335973 -0.4104664941 -0.04702774168 0.4073285563 0.3241038495 -0.1948624526 -0.4306262691 -0.05748909539 0.4018103486 0.3128637066 -0.1999188914 -0.4520927211 -0.01315623676 |
0 0.190843637 0.117785432 -0.118142271 -0.190515581 0.00105724422 0.190781538 0.113392435 -0.124870487 -0.185933748 0.0228950317 0.197721687 0.0744132139 -0.162157761 -0.147453951 0.100172554 0.182839427 0.247764106 0.0132151497 -0.192084503 -0.124813789 |
0 0.190843637 0.117785432 -0.118142271 -0.190515581 0.00105724422 0.190781538 0.113392435 -0.124870487 -0.185933748 0.0228950317 0.197721687 0.0744132139 -0.162157761 -0.147453951 0.100172554 0.182839427 0.247764106 0.0132151497 -0.192084503 -0.124813789 |