Sheehan J K, Carlstedt I
Biochem J. 1984 Jan 1;217(1):93-101. doi: 10.1042/bj2170093.
Cervical mucins and fragments thereof were studied by sedimentation-velocity, rotatory viscometry and laser light-scattering performed as photon-correlation spectroscopy as well as low-angle total-intensity measurements. The Mr of the whole mucins is 10 X 10(6)-15 X 10(6), whereas fragments obtained after reduction of disulphide bonds ('subunits') have Mr 2.1 X 10(6)-2.9 X 10(6), depending on the method used. Subsequent trypsin digestion of subunits afforded glycopeptides with Mr approx. 0.4 X 10(6). The high frictional ratio for the whole mucins is interpreted as a large degree of expansion. The Stokes radius calculated from the diffusion coefficient is approx. 110nm for the whole mucins, which is in agreement with that estimated from the radius of gyration (130nm) by using the concept of the equivalent hydrodynamic sphere. The ratio of the concentration-dependence parameter for the reciprocal sedimentation coefficient (Ks) to the intrinsic viscosity ( [eta] ) for the whole mucins is 1.42, suggesting that the individual macromolecule occupies a spheroidal domain in solution. The relationship between [eta] and Mr for whole mucins, subunits and T-domains suggests that they are linear flexible macromolecules behaving as somewhat 'stiff' random coils. This conclusion is supported by the relationships between the sedimentation coefficients, the diffusion coefficients and the Mr. The hydrodynamic behaviour of the mucins is thus close to that expected for coiling macromolecules entrapping a lot of solvent, which is consistent with the postulated polymeric structure.
通过沉降速度法、旋转粘度测定法以及作为光子相关光谱法进行的激光光散射和小角度总强度测量,对宫颈粘蛋白及其片段进行了研究。整个粘蛋白的分子量为10×10⁶ - 15×10⁶,而二硫键还原后得到的片段(“亚基”)的分子量为2.1×10⁶ - 2.9×10⁶,这取决于所使用的方法。随后对亚基进行胰蛋白酶消化,得到分子量约为0.4×10⁶的糖肽。整个粘蛋白的高摩擦比被解释为具有很大程度的伸展。根据扩散系数计算出的斯托克斯半径对于整个粘蛋白约为110nm,这与通过使用等效流体动力学球体的概念从回转半径(130nm)估算的值一致。整个粘蛋白的倒数沉降系数(Ks)的浓度依赖性参数与特性粘度([η])的比值为1.42,这表明单个大分子在溶液中占据一个球形区域。整个粘蛋白、亚基和T结构域的[η]与分子量之间的关系表明,它们是线性柔性大分子,表现为有点“僵硬”的无规卷曲。沉降系数、扩散系数与分子量之间的关系支持了这一结论。因此,粘蛋白的流体动力学行为与预期的缠绕大量溶剂的卷曲大分子的行为相近,这与假定的聚合物结构一致。