Deposited unit
K: Hemagglutinin HA1 chain
L: Hemagglutinin HA2 chain
A: Hemagglutinin HA1 chain
B: Hemagglutinin HA2 chain
C: Hemagglutinin HA1 chain
D: Hemagglutinin HA2 chain
E: Hemagglutinin HA1 chain
F: Hemagglutinin HA2 chain
G: Hemagglutinin HA1 chain
H: Hemagglutinin HA2 chain
I: Hemagglutinin HA1 chain
J: Hemagglutinin HA2 chain
hetero molecules Show in viewerSummary Component details
Theoretical mass Number of molelcules Total (without water) 359,732 46 Polymers 345,008 12 Non-polymers 14,724 34 Water 7,710 428
1
K: Hemagglutinin HA1 chain
L: Hemagglutinin HA2 chain
E: Hemagglutinin HA1 chain
F: Hemagglutinin HA2 chain
G: Hemagglutinin HA1 chain
H: Hemagglutinin HA2 chain
hetero molecules Show in viewerSummary Component details Symmetry operations
Theoretical mass Number of molelcules Total (without water) 180,638 24 Polymers 172,504 6 Non-polymers 8,134 18 Water 108 6
Type Name Symmetry operation Number identity operation 1_555 x,y,z 1
2
A: Hemagglutinin HA1 chain
B: Hemagglutinin HA2 chain
C: Hemagglutinin HA1 chain
D: Hemagglutinin HA2 chain
I: Hemagglutinin HA1 chain
J: Hemagglutinin HA2 chain
hetero molecules Show in viewerSummary Component details Symmetry operations
Theoretical mass Number of molelcules Total (without water) 179,093 22 Polymers 172,504 6 Non-polymers 6,589 16 Water 108 6
Type Name Symmetry operation Number identity operation 1_555 x,y,z 1
Unit cell Length a, b, c (Å) 215.710, 124.270, 214.530 Angle α, β, γ (deg.) 90.000, 102.909, 90.000 Int Tables number 5 Space group name H-M C121 Space group name Hall C2y Symmetry operation #1 : x,y,z#2 : -x,y,-z#3 : x+1/2,y+1/2,z#4 : -x+1/2,y+1/2,-z
Noncrystallographic symmetry (NCS) NCS domain : Show large table (2 x 18) Hide large table ID Ens-ID 1 1 2 1 3 1 4 1 5 1 6 1 1 2 2 2 3 2 4 2 5 2 6 2 1 3 2 3 3 3 4 3 1 4 2 4
NCS domain segments : Show large table (6 x 36) Hide large table Dom-ID Component-ID Ens-ID Selection details Auth asym-ID Auth seq-ID 1 1 1 (chain 'A' and resid 3 through 322)A3 - 321 2 2 1 (chain 'C' and resid 3 through 322)C3 - 321 3 3 1 (chain 'E' and resid 3 through 322)E3 - 321 4 4 1 chain 'G'G3 - 321 5 5 1 chain 'I'I3 - 321 6 6 1 (chain 'K' and resid 3 through 322)K3 - 321 1 7 2 chain 'B'B1 - 164 2 8 2 chain 'D'D1 - 164 3 9 2 chain 'F'F1 - 164 4 10 2 chain 'H'H1 - 164 5 11 2 chain 'J'J1 - 164 6 12 2 chain 'L'L1 - 164 1 13 3 (chain 'a' and (resid 3 through 6 or resid 11 or resid 15 or resid 18))a3 1 14 3 (chain 'a' and (resid 3 through 6 or resid 11 or resid 15 or resid 18))a6 1 15 3 (chain 'a' and (resid 3 through 6 or resid 11 or resid