Supporting Information Victoria A. Piunova, Hans Horn, Gavin O. Jones, Julia E. Rice, Robert D. Miller IBM Almaden Research Center, 650 Harry Rd. San Jose, CA 95120 Contents A. Computational Details a. Protocol b. Results B. Experimental Details C. Cartesian Coordinates and Energies for Optimized Stationary Points of Different ROP Initiators (Methanol, Neopentyl alcohol (NPA) and Trichloroethanol (TCE) and their Adducts with TBD catalyst) and δ-VL. D. Cartesian Coordinates and Energies for Optimized Stationary Points of ROP Reactions 1 A. Computational Details a. Protocol All calculations were performed with GAMESS-US1,2 using M113 density functional theory and the lowest energy pathways reported. Geometry optimizations were performed with the 631+G(d) basis set4–6,7 followed by single-point energy calculations with the aug-cc-pVTZ basis set.8,9 Reaction conditions were represented by a continuum dielectric representation of toluene (ε=2.37) at room temperature with the SMD (IEF-cPCM) method.10–12 Only vibrational free energy corrections to the electronic energy at the experimental temperature (298 K) were used in accordance with recommendations for molecules optimized in an implicit solvent. 13 Normal modes of all structures were examined to verify that their ground states possessed no imaginary frequencies and that transition structures possessed only one imaginary frequency corresponding to bond formation or bond breaking. For each transition state found, intrinsic reaction coordinate (IRC)14 calculations were performed to ascertain that reactant/product complexes and intermediates were connected via transition states. Partial charges were determined from a fit to the electrostatic potential15 calculated on four Connolly surfaces at 1.4, 1.6, 1.8 and 2.0 times the van der Waals radii with the M11(SMD)/aug-cc-pVTZ//6-31+G(d) method. These charges were constrained to reproduce the dipole moment of the molecule). b. Results 2 a) b) i ii iii iv v vi Figure S1. Structures of binary adducts between various ROP initiators and TBD We find that both methanol and NPA have comparable partial charges at the hydroxyl oxygen (Error! Reference source not found.) as well as comparable TBD-adduct binding energies and structural properties (1a), which are very different from the ones for TCE (Figure S1b). In particular, TCE shows increased OH acidity (indicated by the presence of a stable ion pair with TBD (Figure S1b.iii), ≈2 kcal/mol higher in free energy than the lowest covalent adduct, Figure b.i) as well as increased CH acidity (Figure S1b.iv), which could, after traversing a high energy barrier (Figure S1b.v, ~ 26 kcal/mol above the lowest covalent adduct, Figure S1b.i) eventually yield an extremely stable elimination product (Figure S1b.vi). However, this barrier is significantly higher than that for the OROP reaction with δ-VL and was thus not discussed in the main text. Table S1. Computed barrier heights (free energies in kcal/mol) for the TBD-catalyzed OROP of δ-VL with methanol, TCE and NPA in toluene as solvent (ε = 2.37) Reaction TS1 [kcal/mol] TS2 TS3 δ-VL-MeOH-TBD 11.0 8.0 11.1 δ-VL-NPA-TBDa 10.9 8.0 11.1 δ-VL-TCE-TBD 9.9 11.9 15.8 3 Figure S2. Schematic representation of the bond-breaking region in TS3 (an ion pair) for δ-VL and various initiators; charges shown are ESP partial charges 11,12 B. Experimental Details 4 PVL PVL-tBuMA 16 19 22 25 Elution Volume, ml Figure S3. GPC traces (RI detector) of PVL with trichloromethyl end-functionality (red) and extended bcp produced by ATRP (blue) Figure S4. 1H NMR spectra of PVL-macroinitiator (A) and extended bcp PVL-tBuMA (B). 5 C. Cartesian Coordinates and Energies for Optimized Stationary Points of Different ROP Initiators (Methanol, Neopentyl alcohol (NPA) and Trichloroethanol (TCE) and their Adducts with TBD catalyst) and δ-VL. Coordinates available upon request. References (1) (2) (3) (4) (5) (6) (7) (8) (9) (10) (11) (12) (13) (14) (15) http://www.msg.ameslab.gov/GAMESS/GAMESS.html (v2013R1). GAMESS-US. Peverati, R.; Truhlar, D. G. Improving the Accuracy of Hybrid Meta-GGA Density Functionals by Range Separation. J. Phys. Chem. Lett. 2011, 2, 2810–2817. Hehre, W. 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