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Computed structures for trianglimines 18 and 21<br />

Supplementary Material (ESI) for Organic & Biomolecular Chemistry<br />

This journal is © <strong>The</strong> Royal Society <strong>of</strong> Chemistry 2011<br />

Table 1 Some selected bond lengths and angles for trianglimines 18 and 21.<br />

PM3 a PM3 b X-ray 28 Bond / Angel<br />

(Å, °)<br />

1.46<br />

1.46<br />

1.29<br />

1.29<br />

1.47<br />

1.47<br />

1.54<br />

1.38<br />

—<br />

1.46<br />

1.47<br />

1.29<br />

1.29<br />

1.47<br />

1.47<br />

1.54<br />

1.38<br />

1.38<br />

1.45<br />

1.44<br />

1.29<br />

1.27<br />

1.46<br />

1.47<br />

1.52<br />

1.34<br />

1.34<br />

C41-C42<br />

C05-C06<br />

N01-C42<br />

N04-C05<br />

N04-C03<br />

N01-C02<br />

C02-C03<br />

O01-C07<br />

O03-C41<br />

120.71<br />

121.25<br />

120.39<br />

120.89<br />

109.00<br />

109.07<br />

115.47<br />

120.94<br />

120.91<br />

120.51<br />

120.54<br />

109.68<br />

109.26<br />

115.93<br />

118.70<br />

119.40<br />

123.02<br />

122.60<br />

110.20<br />

108.90<br />

120.10<br />

C05-N04-C03<br />

C42-N01-C02<br />

N04-C05-C06<br />

N01-C42-C41<br />

N04-C03-C02<br />

N01-C02-C03<br />

O01-C07-C06<br />

Computed values <strong>of</strong> the bond lengths and angles for trianglimines 18 a and 21 b using<br />

the Polak-Ribiere conjugate gradient with rms 0.1 Kcal/mol.<br />

Table 2 Crystallographic data for the substituted monoaldehyde (6)<br />

Formula C 28 H 34 Br 2 N 4 O 6 Z 2 Selected bond lengths (Å)<br />

and angles (º)<br />

fw/g mol −1 682.41 D c /g cm −3 3.191<br />

Crystal system Triclinic μ/mm −1 5.806<br />

Space group P1 Reflections:<br />

a/Å 7.8543(6) Collected 38893<br />

b/Å 9.3193(7) Unique (R int ) 2900 (0.0569)<br />

c/Å 10.5343(6) Observed [I > 2σ(I)] 2631<br />

α (°) 95.589(4) Parameters 804<br />

β (°) 110.786(2) R(F) a [I > 2σ (I)] 0.0274<br />

γ(°) 95.620(4) wR(F 2 ) b (all data) 0.0840<br />

V/Å 3 710.15(9) GoF 1.003<br />

a<br />

R = ∑||F o |-|F c ||/∑|F o |.<br />

b R w = [∑w(F 2 o -F 2 c ) 2 /∑w(F 2 o ) 2 ] 1/2 .<br />

O(1)-C(1)<br />

C(1)-C(2)<br />

C(5)-Br<br />

C(3)-N(1)<br />

C(12)-N(2)<br />

C(3)-N(1)-C(8)<br />

C(3)-N(1)-C(10)<br />

C(12)-N(2)-C(9)<br />

C(12)-N(2)-C(11)<br />

N(2)-C(12)-O(3)<br />

C(12)-O(3)-C(13)<br />

1.206(1)<br />

1.475(1)<br />

1.898(1)<br />

1.415(1)<br />

1.365(1)<br />

115.810(4)<br />

117.271(7)<br />

123.382(7)<br />

117.503(4)<br />

110.899(4)<br />

116.706(4)<br />

S16

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