SAXS investigation on the temperature dependence of the conformation of Carcinus aestuarii 5S hemocyanin subunit

Citation
M. Beltramini et al., SAXS investigation on the temperature dependence of the conformation of Carcinus aestuarii 5S hemocyanin subunit, J MOL STRUC, 475(1), 1999, pp. 73-82
Citations number
22
Categorie Soggetti
Physical Chemistry/Chemical Physics
Journal title
JOURNAL OF MOLECULAR STRUCTURE
ISSN journal
00222860 → ACNP
Volume
475
Issue
1
Year of publication
1999
Pages
73 - 82
Database
ISI
SICI code
0022-2860(19990119)475:1<73:SIOTTD>2.0.ZU;2-B
Abstract
The small-angle X-ray scattering technique has been used to study the spati al distribution of a subunit isolated from Carcinus hemocyanin, in solution at pH 7.5 in the 20 degrees C-40 degrees C temperature range. From the obt ained scattering profiles, two species with different gyration radius have been detected by Guinier approximation: one species with R-g1 approximate t o 25 Angstrom is assigned to the 75 kDa 5S subunit whereas a second species with R-g2 approximate to 48 Angstrom, and accounting for approximate to 3% of the total protein, is attributed to the 450 kDa 16S hexamer. Whereas R- g2 decreases slightly (approximate to 10%) and reversibly on increasing the temperature, R-g2 decreases more markedly (approximate to 30%), but irreve rsibly, The scattering data have been analysed also on the basis of the imp enetrable spheres model and by means of the distance distribution function: the temperature dependence of the geometrical dimensions of the particles is confirmed. Ln addition, for the 5S subunit also the cross-section gyrati on radius decreases appreciably (15%) and reversibly with temperature. Thes e results are interpreted on the basis of temperature induced structural re arrangements among the three domains of 5S subunit leading to an increased compactness of the molecule and a more elongated form. In contrast, the eff ect on the hexamer is assigned to its irreversible dissociation to monomers , This interpretation agrees with the analysis of the distance distribution functions, calculated from the Fourier's transforms of the scattering curv es at the different temperatures. (C) 1999 Elsevier Science B.V. All rights reserved.