PDB Chemical Component BAI

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 BAI

Atom I Atom J Distance (Experimental Model) Distance (Ideal Model)
C1 C2 1.448 1.397
C1 C6 1.426 1.400
C1 C7 1.399 1.447
C2 C3 1.409 1.399
C2 H2 1.080 1.088
C3 C4 1.377 1.395
C3 H3 1.080 1.085
C4 C5 1.345 1.392
C4 N3 1.293 1.372
C5 C6 1.378 1.404
C5 N4 1.323 1.376
C6 H6 1.080 1.086
C7 N1 1.298 1.345
C7 N2 1.310 1.276
C8 C9 1.566 1.475
C8 N3 1.316 1.367
C8 N4 1.332 1.313
C9 C8' 1.538 1.522
C9 H91 1.100 1.110
C9 H92 1.100 1.110
N1 HH11 1.000 1.014
N1 HH12 1.000 1.014
N2 HH21 1.000 1.029
N3 HN3 1.000 1.012
C1' C2' 1.424 1.397
C1' C6' 1.408 1.400
C1' H1' 1.080 1.087
C2' C3' 1.407 1.399
C2' H2' 1.080 1.087
C3' C4' 1.381 1.395
C3' H3' 1.080 1.084
C4' C5' 1.344 1.392
C4' N3' 1.286 1.371
C5' C6' 1.374 1.406
C5' N4' 1.312 1.376
C6' H6' 1.080 1.085
C8' N3' 1.307 1.344
C8' N4' 1.321 1.286
N3' HN3' 1.000 1.011

Bond Angles for BAI

Atom I Atom J Atom K Angle (Experimental Model) Angle (Ideal Model)
C2 C1 C6 117.7 121.0
C2 C1 C7 122.3 119.5
C1 C2 C3 122.0 121.2
C1 C2 H2 119.0 120.0
C6 C1 C7 120.0 119.4
C1 C6 C5 117.8 118.5
C1 C6 H6 121.1 120.9
C1 C7 N1 118.8 122.1
C1 C7 N2 119.5 120.6
C3 C2 H2 119.0 118.8
C2 C3 C4 115.9 116.8
C2 C3 H3 122.1 121.3
C4 C3 H3 122.1 121.9
C3 C4 C5 123.7 123.3
C3 C4 N3 130.8 132.3
C5 C4 N3 105.5 104.4
C4 C5 C6 122.9 119.2
C4 C5 N4 112.9 110.8
C4 N3 C8 107.6 107.8
C4 N3 HN3 126.2 126.0
C6 C5 N4 124.2 130.0
C5 C6 H6 121.1 120.6
C5 N4 C8 101.1 105.1
N1 C7 N2 121.7 117.3
C7 N1 HH11 125.0 120.4
C7 N1 HH12 109.9 122.0
C7 N2 HH21 109.4 114.7
C9 C8 N3 124.7 121.3
C9 C8 N4 122.4 126.8
C8 C9 C8' 113.4 114.5
C8 C9 H91 107.3 111.3
C8 C9 H92 108.2 111.3
N3 C8 N4 112.9 112.0
C8 N3 HN3 126.2 126.2
C8' C9 H91 107.3 108.0
C8' C9 H92 108.2 108.1
C9 C8' N3' 123.4 119.6
C9 C8' N4' 123.1 125.1
H91 C9 H92 112.6 102.9
HH11 N1 HH12 125.0 117.6
C2' C1' C6' 121.3 121.0
C2' C1' H1' 119.4 119.6
C1' C2' C3' 120.4 121.2
C1' C2' H2' 119.8 119.4
C6' C1' H1' 119.4 119.5
C1' C6' C5' 115.7 118.5
C1' C6' H6' 122.1 120.5
C3' C2' H2' 119.8 119.4
C2' C3' C4' 115.5 116.8
C2' C3' H3' 122.2 121.4
C4' C3' H3' 122.2 121.8
C3' C4' C5' 124.0 123.3
C3' C4' N3' 130.5 132.3
C5' C4' N3' 105.5 104.4
C4' C5' C6' 123.1 119.1
C4' C5' N4' 112.9 110.8
C4' N3' C8' 107.1 106.0
C4' N3' HN3' 126.4 126.0
C6' C5' N4' 124.0 130.0
C5' C6' H6' 122.2 121.0
C5' N4' C8' 100.9 103.4
N3' C8' N4' 113.5 115.4
C8' N3' HN3' 126.5 128.0

Torsion Angles for BAI

Atom I Atom J Atom K Atom L Angle (Experimental Model) Angle (Ideal Model)
C6 C1 C2 C7 180.2 179.9
C2 C1 C6 C5 360.0 360.0
C2 C1 C6 H6 180.0 179.8
C2 C1 C7 N1 159.9 30.0
C2 C1 C7 N2 340.8 209.9
C3 C2 C1 H2 180.0 180.1
C1 C2 C3 C4 360.0 359.9
C1 C2 C3 H3 180.0 179.9
C2 C1 C6 C7 179.8 180.1
C6 C1 C2 C3 0.1 0.1
C6 C1 C2 H2 180.1 180.0
C6 C1 C7 N1 339.8 210.1
C6 C1 C7 N2 160.6 30.0
C4 C5 C6 C1 359.9 360.0
C1 C6 C5 N4 180.4 180.0
C5 C6 C1 H6 180.0 180.2
C2 C1 C7 C6 180.2 179.9
C7 C1 C2 C3 179.9 180.1
C7 C1 C2 H2 359.9 0.0
C7 C1 C6 C5 180.1 179.9
C7 C1 C6 H6 0.1 359.8
N1 C7 C1 N2 179.1 180.1
C1 C7 N1 HH11 0.0 1.1
C1 C7 N1 HH12 180.0 180.0
C1 C7 N2 HH21 119.6 179.9
C3 C2 C1 C6 0.1 0.1
C3 C2 C1 C7 179.9 180.1
C1 C2 C3 H2 180.0 179.9
C4 C3 C2 H3 180.0 180.0
C2 C3 C4 C5 359.9 0.1
C2 C3 C4 N3 179.9 180.0
H2 C2 C1 C6 180.1 180.0
H2 C2 C1 C7 359.9 0.0
C1 C2 H2 C3 180.0 180.1
H2 C2 C3 C4 180.0 180.0
H2 C2 C3 H3 360.0 0.0
C4 C3 C2 H2 180.0 180.0
C2 C3 C4 H3 180.0 180.0
C5 C4 C3 N3 180.1 180.0
C3 C4 C5 C6 0.1 360.0
C3 C4 C5 N4 179.7 180.0
C3 C4 N3 C8 180.2 180.0
C3 C4 N3 HN3 0.3 359.9
H3 C3 C2 H2 360.0 0.0
C2 C3 H3 C4 180.0 180.0
H3 C3 C4 C5 179.9 180.1
H3 C3 C4 N3 359.9 0.0
C1 C6 C5 C4 359.9 360.0
C5 C4 C3 H3 179.9 180.1
C3 C4 C5 N3 179.9 180.0
C5 C4 N3 C8 0.2 0.0
C5 C4 N3 HN3 180.2 179.9
C6 C5 C4 N4 180.4 180.0
C4 C5 C6 H6 179.9 180.2
C4 C5 N4 C8 0.2 360.0
N3 C4 C3 H3 359.9 0.0
C3 C4 N3 C5 180.1 180.0
N3 C4 C5 C6 180.2 180.0
N3 C4 C5 N4 359.8 360.0
C9 C8 N3 C4 179.3 179.9
C4 N3 C8 N4 359.9 360.0
C8 N3 C4 HN3 180.0 180.1
C5 C6 C1 C7 180.1 179.9
C1 C6 C5 H6 180.0 179.8
C6 C5 C4 N3 180.2 180.0
C4 C5 C6 N4 179.6 180.0
C6 C5 N4 C8 179.8 180.0
N4 C5 C4 N3 359.8 360.0
C4 C5 N4 C6 180.4 180.0
N4 C5 C6 H6 0.4 0.2
C9 C8 N4 C5 180.6 180.1
N3 C8 N4 C5 360.0 0.0
H6 C6 C1 C7 0.1 359.8
C1 C6 H6 C5 180.0 180.2
H6 C6 C5 N4 0.4 0.2
C1 C7 N1 N2 180.9 179.9
N1 C7 N2 HH21 300.5 359.9
HH11 N1 C7 HH12 180.0 181.1
C1 C7 N2 N1 179.1 180.1
N2 C7 N1 HH11 179.1 181.2
N2 C7 N1 HH12 359.1 0.1
C4 N3 C8 C9 179.3 179.9
C5 N4 C8 C9 180.6 180.1
N3 C8 C9 N4 180.7 180.0
C9 C8 N3 HN3 359.3 0.0
C8' C9 C8 H91 118.3 122.9
C8' C9 C8 H92 240.0 237.1
C8 C9 C8' N3' 257.5 90.1
C8 C9 C8' N4' 76.7 270.0
H91 C9 C8 H92 121.7 114.1
C4 N3 C8 HN3 180.0 179.9
C5 N4 C8 N3 360.0 0.0
C9 C8 N3 N4 179.4 180.0
N3 C8 C9 C8' 65.1 270.0
N3 C8 C9 H91 306.8 147.1
N3 C8 C9 H92 185.1 33.0
C9 C8 N4 N3 180.6 180.0
N4 C8 C9 C8' 244.4 90.0
N4 C8 C9 H91 126.1 327.1
N4 C8 C9 H92 4.4 213.0
N4 C8 N3 HN3 179.9 180.1
C8' C9 C8 N3 65.1 270.0
C8' C9 C8 N4 244.4 90.0
C8 C9 C8' H91 241.7 235.3
C8 C9 C8' H92 120.0 124.7
H91 C9 C8' H92 238.3 249.4
C4' N3' C8' C9 178.6 180.0
C5' N4' C8' C9 181.2 180.1
N3' C8' C9 N4' 180.9 180.1
C9 C8' N3' HN3' 358.6 359.9
H91 C9 C8 N3 306.8 147.1
H91 C9 C8 N4 126.1 327.1
C8 C9 H91 C8' 122.2 126.5
C8 C9 H91 H92 241.1 240.7
C8' C9 H91 H92 118.9 114.1
H91 C9 C8' N3' 15.8 214.7
H91 C9 C8' N4' 195.0 34.7
H92 C9 C8 N3 185.1 33.0
H92 C9 C8 N4 4.4 213.0
C8 C9 H92 C8' 236.8 233.4
C8 C9 H92 H91 118.4 119.3
C8' C9 H92 H91 241.6 245.9
H92 C9 C8' N3' 137.5 325.4
H92 C9 C8' N4' 316.7 145.3
HH11 N1 C7 N2 179.1 181.2
C7 N1 HH11 HH12 180.0 179.0
HH12 N1 C7 N2 359.1 0.1
C7 N1 HH12 HH11 180.0 181.1
C4 N3 HN3 C8 180.0 180.1
HN3 N3 C8 N4 179.9 180.1
C6' C1' C2' H1' 180.0 180.0
C2' C1' C6' C5' 359.8 360.0
C2' C1' C6' H6' 179.8 180.0
C3' C2' C1' H2' 180.0 179.9
C1' C2' C3' C4' 0.0 0.1
C1' C2' C3' H3' 180.0 180.0
C2' C1' C6' H1' 180.0 180.0
C6' C1' C2' C3' 0.1 360.0
C6' C1' C2' H2' 180.1 180.0
C4' C5' C6' C1' 0.1 0.1
C1' C6' C5' N4' 180.6 180.0
C5' C6' C1' H6' 180.0 180.0
C2' C1' H1' C6' 180.0 180.0
H1' C1' C2' C3' 180.1 180.0
H1' C1' C2' H2' 0.1 0.0
H1' C1' C6' C5' 179.8 180.0
H1' C1' C6' H6' 359.8 360.0
C3' C2' C1' C6' 0.1 360.0
C3' C2' C1' H1' 180.1 180.0
C1' C2' C3' H2' 180.0 180.1
C4' C3' C2' H3' 180.0 180.0
C2' C3' C4' C5' 359.9 360.0
C2' C3' C4' N3' 179.9 180.0
H2' C2' C1' C6' 180.1 180.0
H2' C2' C1' H1' 0.1 0.0
C1' C2' H2' C3' 180.0 179.9
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' 180.1 180.0
C3' C4' C5' C6' 360.0 360.0
C3' C4' C5' N4' 179.6 180.0
C3' C4' N3' C8' 180.6 180.0
C3' C4' N3' HN3' 0.6 0.0
H3' C3' C2' H2' 0.0 360.0
C2' C3' H3' C4' 180.0 180.0
H3' C3' C4' C5' 179.9 180.0
H3' C3' C4' N3' 359.8 360.0
C1' C6' C5' C4' 0.1 0.1
C5' C4' C3' H3' 179.9 180.0
C3' C4' C5' N3' 179.9 180.0
C5' C4' N3' C8' 0.6 360.0
C5' C4' N3' HN3' 180.5 180.0
C6' C5' C4' N4' 180.4 179.9
C4' C5' C6' H6' 180.2 180.0
C4' C5' N4' C8' 360.0 360.0
C9 C8' N3' C4' 178.6 180.0
N3' C4' C3' H3' 359.8 360.0
C3' C4' N3' C5' 180.1 180.0
N3' C4' C5' C6' 180.0 180.0
N3' C4' C5' N4' 359.6 0.0
C4' N3' C8' N4' 359.4 0.0
C8' N3' C4' HN3' 180.0 180.0
C5' C6' C1' H1' 179.8 180.0
C1' C6' C5' H6' 180.0 180.0
C6' C5' C4' N3' 180.0 180.0
C4' C5' C6' N4' 179.5 180.1
C6' C5' N4' C8' 179.6 180.1
C9 C8' N4' C5' 181.2 180.1
N4' C5' C4' N3' 359.6 0.0
C4' C5' N4' C6' 180.4 179.9
N4' C5' C6' H6' 0.6 359.9
N3' C8' N4' C5' 0.4 360.0
H6' C6' C1' H1' 359.8 360.0
C1' C6' H6' C5' 180.0 180.0
H6' C6' C5' N4' 0.6 359.9
N3' C8' C9 H91 15.8 214.7
N3' C8' C9 H92 137.5 325.4
C9 C8' N3' N4' 179.2 179.9
C4' N3' C8' HN3' 180.0 180.0
C5' N4' C8' N3' 0.4 360.0
N4' C8' C9 H91 195.0 34.7
N4' C8' C9 H92 316.7 145.3
C9 C8' N4' N3' 180.8 180.1
N4' C8' N3' HN3' 179.4 180.0
C4' N3' HN3' C8' 180.0 179.9
HN3' N3' C8' N4' 179.4 180.0