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methods using the program SHELXS97 [29]. Structure refinement on F2 was carried out with the pro-
gram SHELXL97 [29]. All non-H-atoms were refined anisotropically. H-Atoms were inserted in ideal-
ized positions, and were refined riding with the atoms to which they are bonded. Views of the molecular
structures are shown in Figs. 2 and 3, and selected geometric data are given in the figure legends.
Crystal data for (Rp,Rp)-1·(BH3)2. Formula, C45H44B2Fe2P2; Mr 780.06; T=100(2) K; orthorhombic,
space group P212121 (No. 19); a=12.2672(14), b=13.9364(16), c=22.063(3) Å; V=3771.8(8) Å3; Z=4;
m=0.89 mmÀ1. Of 55,054 reflections collected (qmax =308), 10,961 were independent; final R indices:
R1 =0.0209 (all data), wR2 =0.0529 (all data); Flack absolute structure parameter=À0.008(5).
Crystal data for [PdCl2((Rp,Rp)-1)]·CHCl3. Formula, C46H39Cl5Fe2P2Pd, Mr 1049.06; T=100(2) K;
tetragonal, space group P43212 (No. 96); a=14.2830(12), c=40.512(4) Å; V=8264.7(12) Å3; Z=8;
m=1.56 mmÀ1. Of 109,989 reflections collected (qmax =28.38), 10,160 were independent; final R indices:
R1 =0.0449 (all data), wR2 =0.0903 (all data); Flack absolute structure parameter=À0.011(18).
Standard Procedure for Hydrogenation Reactions. The substrate (2.53 mmol) and the catalyst
(formed in situ, for details see Table) were dissolved separately in 5 ml of the solvent under Ar gas
(total volume: 10 ml). The catalyst soln. was stirred for 15 min. Both the catalyst and the substrate
soln. were then transferred through a steel capillary either into a 180-ml thermostated glass reactor or
into a 50-ml stainless-steel autoclave. The inert gas was then replaced by H2 (three cycles), and the pres-
sure was set. After completion of the reaction (1–20 h according to GC analysis), the product was iso-
lated quantitatively after filtration through a plug of SiO2 to remove the catalyst. The enantiomeric purity
of the product was determined either by GC or HPLC (see Table).
Force-Field Calculations. Computer modeling was carried out with the program PCMODEL (vers.
8.50.0) [27] and Allinger’s MMX force field. The minimization ‘Steepest Descent’ followed by New-
ton–Raphson were applied in each case. A square-planar Pd coordination sphere was predefined. All
conformers of [PdCl2(1)] were minimized in two different ways: by including PI calculations as well as
by using a predefined atom type (atom type 40) for all aromatic C-atoms. With both methods, the C1-sym-
metric conformer was calculated to be more stable than the C2-symmetric one (3.2 (PI) vs. 4.9 kcal/mol,
resp.).
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