6dz6

Structure of the Orthorhombic (Orthrhmb) Crystal Form of Human Apolipoprotein C1

Method: X-RAY DIFFRACTION Dmax: 120.0 Å Quality: REASONABLE

1. Protein Identity and Related Structures Protein Identity & Related Structures

Apolipoprotein C-I

OrganismNot specified

UniProt P02654

State in the Current Structure

Assembly Oligomeric State Construct Mutations and Modifications Ligands, Ions and Associated Components Method and Experimental Conditions Structure Quality
1 Protein homooligomer Homooligomer Protein × 2 PDB declaration: dimeric(2) Consistent with protein copy count Chain A; UniProt 1–83 Chain B; UniProt 1–83 Not recorded No other associated polymer X-RAY DIFFRACTION X-ray crystallization conditions:VAPOR DIFFUSION;pH 6;298 K;16% MPD - 18% MPD Resolution 3.00 Å R-free 0.283

Other States of the Same Protein in the Database

Each row is a biological assembly of the same UniProt protein in another PDB entry. The “Difference from current entry” column identifies evidence-level differences; no tag means the currently parsed fields agree.

7 other PDB entries and 7 assemblies. Open the comparison page and filter oligomeric states

View Construct and Data Evidence
UniProt name APOC1_HUMAN
Isoform
PDB entities 1
Chains and sequence ranges Author chain A; PDBConstruct 1–83; UniProt 1–83 Author chain B; PDBConstruct 1–83; UniProt 1–83

The page prioritizes protein identity, the current assembly, associated components, oligomeric state and cross-PDB links. Chain mapping and sequence ranges are retained as data evidence. Internal IDs, import timestamps and assembly operation expressions are maintenance fields and are not shown here.

SAXS scattering curve SAXS Profile

SAXS profile for 6dz6

P(r) Distance Distribution P(r) Distribution

P(r) distribution for 6dz6
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2. Structure Basics 2. Structure Basics

Entry ID entry_id6dz6
Deposition date deposition_date2018-07-03
Structure title titleStructure of the Orthorhombic (Orthrhmb) Crystal Form of Human Apolipoprotein C1
Keywords keywordslipoprotein particles, lipids, alpha helix, LIPID BINDING PROTEIN; LIPID BINDING PROTEIN
Experimental Method methodX-RAY DIFFRACTION

3. SAXS Parameters (CRYSOL theoretical calculation) 3. SAXS Parameters (CRYSOL)

Radius of gyration Rg (Guinier) rg_guinier28.01
Radius of gyration Rg (electron density) rg_electron29.96
Forward intensity I(0) i02642630.00
Molecular weight molecular_weight11991.0 kDa
Excluded volume excluded_volume15180 ų
Envelope volume envelope_volume22260 ų
Hydration-shell volume shell_volume9151 ų
Envelope diameter envelope_diameter121.1
Shell Rg shell_rg25.39
Envelope Rg envelope_rg31.27
Shape Rg shape_rg29.91
Total Rg total_rg29.44
Total atoms total_atoms843
Residues n_residues102
Spherical-harmonic order n_harmonics20
q range q_range— – 0.5000 −1
Data points n_points101
Shell type shell_typedirectional
Solvent electron density solvent_density0.3340 e/ų
Shell contrast contrast_shell0.0300 e/ų
CRYSOL version crysol_version4.1.3

4. P(r) Distance Distribution (GNOM inversion) 4. P(r) Analysis (GNOM)

Maximum dimension Dmax dmax120.0
Rg (real space) rg_real29.36
Rg uncertainty (real space) rg_real_error1.62
I(0) (real space) i0_real2.6430e+06
I(0) uncertainty (real space) i0_real_error4.7780e+04
Rg (reciprocal space) rg_reciprocal28.93
I(0) (reciprocal space) i0_reciprocal2642000.0000
Solution quality estimate total_estimate0.6166
Solution quality rating solution_quality REASONABLE a REASONABLE solution
P(r) peaks n_peaks1
Primary peak position r_peak_primary16.8
Skewness Skewness skewness0.867
Kurtosis Kurtosis kurtosis0.269
Angular range angular_range— – 0.2850 −1
Current regularization parameter α current_alpha0.0000
Highest regularization parameter α highest_alpha122900.0000
Real-space data points n_real_points58
GNOM version gnom_version4.1.3
Quality Criteria quality_criteria AN1: 0.000; Oscil: 0.038; Stabil: 1.000; Sysdev: 1.000; Positv: 1.000; Valcen: 0.001; Smooth: 0.896

5. Crystallography and Experiment 5. Crystallography & Experiment

6. Entities and Polymers Entities & Polymers (2)

8. Citations (1)

9. Files and Curves (10)