PDB Chemical Component BAO

The following tables include covalent bond distance, bond angle and torsion angle values for the experimental model and ideal geometries stored in the definition for this chemical component.

Bond Distances for BAO

Atom I Atom J Distance (Experimental Model) Distance (Ideal Model)
C1 C2 1.421 1.401
C1 C6 1.426 1.390
C1 C7 1.413 1.480
C2 C3 1.415 1.362
C2 H2 1.104 1.080
C3 C4 1.391 1.403
C3 H3 1.104 1.080
C4 C5 1.358 1.410
C4 N3 1.337 1.343
C5 C6 1.397 1.387
C5 N4 1.338 1.377
C6 H6 1.102 1.080
C7 N1 1.314 1.302
C7 N2 1.345 1.379
N1 HN1 1.021 0.970
N2 HN21 1.020 0.970
N2 HN22 1.020 0.970
N3 C8 1.325 1.310
N4 C8 1.341 1.370
N4 HN4 1.019 0.970
C8 C9 1.427 1.477
C1' C2' 1.421 1.401
C1' C6' 1.432 1.390
C1' C7' 1.421 1.480
C2' C3' 1.417 1.361
C2' H2' 1.104 1.080
C3' C4' 1.402 1.404
C3' H3' 1.103 1.080
C4' C5' 1.358 1.410
C4' N3' 1.341 1.343
C5' C6' 1.403 1.386
C5' N4' 1.339 1.377
C6' H6' 1.103 1.081
C7' N1' 1.343 1.302
C7' N2' 1.353 1.378
N1' H1' 1.020 0.971
N2' H2'1 1.019 0.971
N2' H2'2 1.020 0.970
N3' C8' 1.327 1.310
N4' C8' 1.330 1.369
N4' HN4' 1.019 0.970
C8' C9 1.428 1.476
C9 O9 1.244 1.216

Bond Angles for BAO

Atom I Atom J Atom K Angle (Experimental Model) Angle (Ideal Model)
C2 C1 C6 116.0 120.3
C2 C1 C7 121.6 119.9
C1 C2 C3 122.7 120.6
C1 C2 H2 118.9 119.7
C6 C1 C7 121.9 119.8
C1 C6 C5 121.2 119.6
C1 C6 H6 120.4 120.2
C1 C7 N1 119.7 120.0
C1 C7 N2 124.1 120.0
C3 C2 H2 118.4 119.7
C2 C3 C4 117.1 120.1
C2 C3 H3 122.2 119.9
C4 C3 H3 120.7 120.0
C3 C4 C5 122.9 119.5
C3 C4 N3 126.8 133.2
C5 C4 N3 110.3 107.2
C4 C5 C6 120.1 120.0
C4 C5 N4 109.2 106.2
C4 N3 C8 102.1 109.8
C6 C5 N4 130.7 133.9
C5 C6 H6 118.4 120.2
C5 N4 C8 102.2 107.0
C5 N4 HN4 128.8 126.5
N1 C7 N2 116.1 120.0
C7 N1 HN1 72.7 120.0
C7 N2 HN21 124.2 120.0
C7 N2 HN22 107.1 120.0
HN21 N2 HN22 107.0 120.0
N3 C8 N4 116.1 109.7
N3 C8 C9 121.9 125.1
C8 N4 HN4 129.0 126.5
N4 C8 C9 121.9 125.2
C8 C9 C8' 126.0 120.0
C8 C9 O9 116.8 120.0
C2' C1' C6' 116.8 120.2
C2' C1' C7' 121.2 119.9
C1' C2' C3' 121.5 120.6
C1' C2' H2' 119.4 119.7
C6' C1' C7' 121.7 119.9
C1' C6' C5' 121.0 119.6
C1' C6' H6' 120.5 120.2
C1' C7' N1' 118.7 120.0
C1' C7' N2' 123.8 120.0
C3' C2' H2' 119.1 119.7
C2' C3' C4' 118.4 120.0
C2' C3' H3' 121.3 120.0
C4' C3' H3' 120.3 120.0
C3' C4' C5' 122.0 119.5
C3' C4' N3' 127.8 133.2
C5' C4' N3' 110.2 107.3
C4' C5' C6' 120.2 120.0
C4' C5' N4' 108.7 106.1
C4' N3' C8' 102.2 109.8
C6' C5' N4' 131.1 133.9
C5' C6' H6' 118.5 120.2
C5' N4' C8' 103.2 107.1
C5' N4' HN4' 128.6 126.5
N1' C7' N2' 117.5 120.0
C7' N1' H1' 119.0 120.0
C7' N2' H2'1 123.9 120.0
C7' N2' H2'2 107.2 120.0
H2'1 N2' H2'2 107.1 120.0
N3' C8' N4' 115.7 109.8
N3' C8' C9 123.4 125.1
C8' N4' HN4' 128.2 126.5
N4' C8' C9 120.8 125.1
C8' C9 O9 116.6 120.0

Torsion Angles for BAO

Atom I Atom J Atom K Atom L Angle (Experimental Model) Angle (Ideal Model)
C6 C1 C2 C7 188.0 180.2
C2 C1 C6 C5 0.1 359.5
C2 C1 C6 H6 180.0 179.6
C2 C1 C7 N1 163.1 180.0
C2 C1 C7 N2 342.3 -0.0
C3 C2 C1 H2 180.0 180.0
C1 C2 C3 C4 359.8 -0.0
C1 C2 C3 H3 179.9 180.0
C2 C1 C6 C7 171.9 179.8
C6 C1 C2 C3 0.1 0.2
C6 C1 C2 H2 180.1 180.2
C6 C1 C7 N1 334.6 359.8
C6 C1 C7 N2 153.8 179.8
C4 C5 C6 C1 359.8 0.5
C1 C6 C5 N4 180.3 180.2
C5 C6 C1 H6 180.0 179.9
C2 C1 C7 C6 188.5 180.2
C7 C1 C2 C3 172.1 180.0
C7 C1 C2 H2 352.1 -0.0
C7 C1 C6 C5 188.1 179.8
C7 C1 C6 H6 8.1 359.9
N1 C7 C1 N2 180.7 180.0
C1 C7 N1 HN1 271.5 -0.0
C1 C7 N2 HN21 180.0 179.9
C1 C7 N2 HN22 54.7 359.8
C3 C2 C1 C6 0.1 0.2
C3 C2 C1 C7 172.1 180.0
C1 C2 C3 H2 180.0 180.0
C4 C3 C2 H3 180.0 180.0
C2 C3 C4 C5 0.0 -0.0
C2 C3 C4 N3 180.0 180.0
H2 C2 C1 C6 180.1 180.2
H2 C2 C1 C7 352.1 360.0
C1 C2 H2 C3 180.0 180.0
H2 C2 C3 C4 179.8 180.0
H2 C2 C3 H3 359.8 360.0
C4 C3 C2 H2 179.8 180.0
C2 C3 C4 H3 180.0 180.0
C5 C4 C3 N3 180.0 180.0
C3 C4 C5 C6 0.1 359.8
C3 C4 C5 N4 179.8 180.0
C3 C4 N3 C8 180.0 180.0
H3 C3 C2 H2 359.8 360.0
C2 C3 H3 C4 180.0 180.0
H3 C3 C4 C5 180.0 180.0
H3 C3 C4 N3 360.0 360.0
C1 C6 C5 C4 359.8 0.5
C5 C4 C3 H3 180.0 180.0
C3 C4 C5 N3 180.0 180.0
C5 C4 N3 C8 360.0 -0.0
C6 C5 C4 N4 180.4 179.8
C4 C5 C6 H6 179.8 180.4
C4 C5 N4 C8 0.3 -0.0
C4 C5 N4 HN4 180.4 180.0
N3 C4 C3 H3 360.0 360.0
C3 C4 N3 C5 180.0 180.0
N3 C4 C5 C6 180.2 179.8
N3 C4 C5 N4 359.8 360.0
C4 N3 C8 N4 0.3 -0.0
C4 N3 C8 C9 181.6 180.0
C5 C6 C1 C7 188.1 179.8
C1 C6 C5 H6 180.0 180.1
C6 C5 C4 N3 180.2 179.8
C4 C5 C6 N4 179.5 180.3
C6 C5 N4 C8 179.9 180.3
C6 C5 N4 HN4 359.9 0.3
N4 C5 C4 N3 359.8 -0.0
C4 C5 N4 C6 180.4 179.7
N4 C5 C6 H6 0.3 0.0
N3 C8 N4 C5 359.6 -0.0
C8 N4 C5 HN4 180.0 180.0
C5 N4 C8 C9 178.2 180.0
H6 C6 C1 C7 8.1 359.9
C1 C6 H6 C5 180.0 179.9
H6 C6 C5 N4 0.3 0.0
C1 C7 N1 N2 179.3 180.0
N1 C7 N2 HN21 359.3 359.9
N1 C7 N2 HN22 234.0 179.8
C1 C7 N2 N1 180.7 180.0
N2 C7 N1 HN1 92.2 180.0
HN21 N2 C7 HN22 125.3 180.1
HN1 N1 C7 N2 92.2 180.0
C7 N2 HN21 HN22 234.7 179.9
C7 N2 HN22 HN21 135.1 180.1
C5 N4 C8 N3 359.6 -0.0
N3 C8 N4 HN4 179.6 180.0
N4 C8 N3 C9 178.7 180.0
N3 C8 C9 C8' 342.2 360.0
N3 C8 C9 O9 152.8 180.0
C5 N4 C8 HN4 180.0 180.0
N3 C8 N4 C9 181.3 180.0
N4 C8 C9 C8' 163.6 180.0
N4 C8 C9 O9 334.2 -0.0
C5 N4 HN4 C8 180.0 180.0
HN4 N4 C8 C9 358.2 -0.0
N3 C8 C9 N4 178.6 180.0
C9 C8 N4 HN4 358.2 -0.0
N3' C8' C9 C8 23.4 359.7
N4' C8' C9 C8 201.2 180.0
C8' C9 C8 O9 189.4 180.0
C6' C1' C2' C7' 174.1 180.0
C2' C1' C6' C5' 359.9 -0.0
C2' C1' C6' H6' 179.9 180.0
C2' C1' C7' N1' 197.1 180.0
C2' C1' C7' N2' 17.8 -0.0
C3' C2' C1' H2' 180.0 180.0
C1' C2' C3' C4' 0.0 -0.0
C1' C2' C3' H3' 180.0 180.0
C2' C1' C6' C7' 186.0 180.0
C6' C1' C2' C3' 0.1 -0.0
C6' C1' C2' H2' 180.0 180.0
C6' C1' C7' N1' 23.3 -0.0
C6' C1' C7' N2' 204.0 180.0
C4' C5' C6' C1' 0.0 360.0
C1' C6' C5' N4' 179.9 180.0
C5' C6' C1' H6' 180.0 180.0
C2' C1' C7' C6' 173.8 180.0
C7' C1' C2' C3' 186.0 180.0
C7' C1' C2' H2' 6.0 360.0
C7' C1' C6' C5' 174.0 180.0
C7' C1' C6' H6' 354.0 360.0
N1' C7' C1' N2' 179.3 180.0
C1' C7' N1' H1' 65.2 180.1
C1' C7' N2' H2'1 180.0 179.9
C1' C7' N2' H2'2 54.7 -0.0
C3' C2' C1' C6' 0.1 -0.0
C3' C2' C1' C7' 186.0 180.0
C1' C2' C3' H2' 180.0 180.0
C4' C3' C2' H3' 180.0 180.0
C2' C3' C4' C5' 359.9 -0.0
C2' C3' C4' N3' 179.8 180.3
H2' C2' C1' C6' 180.0 180.0
H2' C2' C1' C7' 6.0 -0.0
C1' C2' H2' C3' 180.0 180.0
H2' C2' C3' C4' 180.0 180.0
H2' C2' C3' H3' 0.0 360.0
C4' C3' C2' H2' 180.0 180.0
C2' C3' C4' H3' 180.0 180.0
C5' C4' C3' N3' 180.1 179.7
C3' C4' C5' C6' 0.1 360.0
C3' C4' C5' N4' 180.1 180.0
C3' C4' N3' C8' 180.3 180.1
H3' C3' C2' H2' 0.0 -0.0
C2' C3' H3' C4' 180.0 180.0
H3' C3' C4' C5' 179.9 180.0
H3' C3' C4' N3' 359.8 0.3
C1' C6' C5' C4' 0.0 -0.0
C5' C4' C3' H3' 179.9 180.0
C3' C4' C5' N3' 179.9 180.2
C5' C4' N3' C8' 0.2 0.4
C6' C5' C4' N4' 180.0 180.0
C4' C5' C6' H6' 180.0 180.0
C4' C5' N4' C8' 359.5 -0.0
C4' C5' N4' HN4' 179.5 180.0
N3' C4' C3' H3' 359.8 0.3
C3' C4' N3' C5' 180.1 179.7
N3' C4' C5' C6' 180.2 179.8
N3' C4' C5' N4' 0.2 359.8
C4' N3' C8' N4' 359.5 359.6
C4' N3' C8' C9 177.3 179.8
C5' C6' C1' C7' 174.0 180.0
C1' C6' C5' H6' 180.0 180.0
C6' C5' C4' N3' 180.2 179.8
C4' C5' C6' N4' 180.1 180.0
C6' C5' N4' C8' 179.5 180.0
C6' C5' N4' HN4' 359.5 360.0
N4' C5' C4' N3' 0.2 359.8
C4' C5' N4' C6' 180.0 180.0
N4' C5' C6' H6' 360.0 -0.0
N3' C8' N4' C5' 0.7 0.2
C8' N4' C5' HN4' 180.0 180.0
C5' N4' C8' C9 182.8 180.0
H6' C6' C1' C7' 354.0 360.0
C1' C6' H6' C5' 180.0 180.0
H6' C6' C5' N4' 360.0 360.0
C1' C7' N1' N2' 180.7 180.0
N1' C7' N2' H2'1 0.7 359.9
N1' C7' N2' H2'2 235.4 180.0
C1' C7' N2' N1' 179.3 180.0
N2' C7' N1' H1' 244.5 0.1
H2'1 N2' C7' H2'2 125.3 179.9
H1' N1' C7' N2' 244.5 0.1
C7' N2' H2'1 H2'2 234.7 180.1
C7' N2' H2'2 H2'1 134.8 179.9
C8 C9 C8' N3' 23.4 359.7
C5' N4' C8' N3' 0.7 0.2
N3' C8' N4' HN4' 180.7 180.2
N4' C8' N3' C9 182.1 179.8
N3' C8' C9 O9 212.8 179.7
C8 C9 C8' N4' 201.2 180.0
C5' N4' C8' HN4' 180.0 180.0
N3' C8' N4' C9 177.9 180.2
N4' C8' C9 O9 30.6 -0.0
C5' N4' HN4' C8' 180.0 180.0
HN4' N4' C8' C9 2.8 -0.0
C8 C9 C8' O9 170.6 180.0
N3' C8' C9 N4' 182.3 179.7
C9 C8' N4' HN4' 2.8 -0.0
C8 C9 O9 C8' 188.5 180.0