Homoleptische Methylverbindungen von Elementen der 4. und 5 ...
Homoleptische Methylverbindungen von Elementen der 4. und 5 ...
Homoleptische Methylverbindungen von Elementen der 4. und 5 ...
Erfolgreiche ePaper selbst erstellen
Machen Sie aus Ihren PDF Publikationen ein blätterbares Flipbook mit unserer einzigartigen Google optimierten e-Paper Software.
Praktischer Teil<br />
Fortsetzung Tab. 52<br />
Completeness to theta = 29.89° 100.0 %<br />
Reflctions >2sigma(I)° 348<br />
Refinement method Full-matrix least-squares on F 2<br />
Data / restraints / parameters 350 / 0 / 19<br />
Goodness-of-fit on F 2<br />
1.218<br />
Flack-Parameter 0.15(6)<br />
Final R indices [I>2sigma(I)] R1 = 0.0173, wR 2 = 0.0408<br />
R indices (all data) R1 = 0.0175, wR 2 = 0.0410<br />
Absolute structure parameter 0.15(6)<br />
Largest diff. peak and hole 0.293 and -0.283 e.Å -3<br />
Tab. 53 Atomic coordinates (10 4 ) and equivalent isotropic displacement parameters (10 -1 pm 2 ) for<br />
TiCl(CH ) . U(eq) is defined as one third of the trace of the orthogonalized Uij tensor.<br />
3 3<br />
x y z U(eq)<br />
_____________________________________________________________________<br />
Ti(1) 1383(1) 1383(1) 1383(1) 20(1)<br />
C(1) 1238(1) 3329(1) 1238(1) 27(1)<br />
Cl(1) 1113(1) -1113(1) 1113(1) 16(1)<br />
_____________________________________________________________________<br />
Tab. 54 Bond lengths [pm] and angles [°] for TiCl(CH 3 ) 3 .<br />
Ti(1)-C(1) 206.05(15)<br />
Ti(1)-C(1)#1 206.05(15)<br />
Ti(1)-C(1)#2 206.05(15)<br />
Ti(1)-Cl(1)#3 265.79(5)<br />
Ti(1)-Cl(1)#4 265.79(5)<br />
Ti(1)-Cl(1) 265.79(5)<br />
C(1)-H(1) 93(3)<br />
C(1)-H(2) 83.1(18)<br />
Cl(1)-Ti(1)#3 265.79(5)<br />
Cl(1)-Ti(1)#4 265.79(5)<br />
C(1)-Ti(1)-C(1)#1 98.15(7)<br />
C(1)-Ti(1)-C(1)#2 98.15(7)<br />
C(1)#1-Ti(1)-C(1)#2 98.15(7)<br />
C(1)-Ti(1)-Cl(1)#3 91.44(5)<br />
C(1)#1-Ti(1)-Cl(1)#3 165.30(6)<br />
Symmetry transformations used to generate equivalent atoms:<br />
#1 y,z,x #2 z,x,y #3 -x,-y,z #4 x,-y,-z<br />
84<br />
C(1)#2-Ti(1)-Cl(1)#3 91.44(5)<br />
C(1)-Ti(1)-Cl(1)#4 91.44(5)<br />
C(1)#1-Ti(1)-Cl(1)#4 91.44(4)<br />
C(1)#2-Ti(1)-Cl(1)#4 165.30(6)<br />
Cl(1)#3-Ti(1)-Cl(1)#4 77.13(2)<br />
C(1)-Ti(1)-Cl(1) 165.30(6)<br />
C(1)#1-Ti(1)-Cl(1) 91.44(5)<br />
C(1)#2-Ti(1)-Cl(1) 91.44(5)<br />
Cl(1)#3-Ti(1)-Cl(1) 77.13(2)<br />
Cl(1)#4-Ti(1)-Cl(1) 77.13(2)<br />
Ti(1)-C(1)-H(1) 106.7(15)<br />
Ti(1)-C(1)-H(2) 113.1(13)<br />
H(1)-C(1)-H(2) 107.3(19)<br />
Ti(1)-Cl(1)-Ti(1)#3 101.528(16)<br />
Ti(1)-Cl(1)-Ti(1)#4 101.528(16)<br />
Ti(1)#3-Cl(1)-Ti(1)#4 101.529(16)<br />
Tab. 55 Anisotropic displacement parameters (10 -1 pm 2 ) for TiCl(CH 3 ) 3 . The anisotropic<br />
displacement factor exponent takes the form: -2π 2 [ h 2 a 2 U11 + ... + 2 h k a* b* U12 ]<br />
U11 U22 U33 U23 U13 U12<br />
______________________________________________________________________<br />
Ti(1) 20(1) 20(1) 20(1) -4(1) -4(1) -4(1)<br />
C(1) 29(1) 22(1) 29(1) -2(1) -2(1) -2(1)<br />
Cl(1) 16(1) 16(1) 16(1) 1(1) -1(1) 1(1)<br />
______________________________________________________________________