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  • 1
    ISSN: 1432-0878
    Keywords: Nerve growth factor ; Submandibular gland
    Source: Springer Online Journal Archives 1860-2000
    Topics: Biology , Medicine
    Notes: Summary For unexplained reasons, nerve growth factor (NGF) exists in very high concentrations in the submandibular gland of the mouse. The NGF in the gland, called 7S-NGF, is a non-covalent complex of three protein subunits, named α-, γ- and β-NGF. All the known biological activity resides in the β-NGF subunit, and previous studies have shown that β-NGF is present in much greater concentrations in the male submandibular gland than in the female gland. The higher concentration in the male is due to the fact that β-NGF is synthesized in the granular tubule cells of the submandibular gland. These cells are much more numerous in the male gland. In contrast to β-NGF, neither the concentrations of α and γ subunits nor their cellular localization in the mouse submandibular gland have been established. In this study, radioimmunoassays specific for α. and γ subunits determined that both are present in much higher concentrations in the male gland. Immunocytochemical work localized both subunits in the granular tubule cell in the male and female submandibular gland. This indicates that all the components of 7S-NGF exist in a single cell type in the gland and suggests that 7S-NGF can be formed within this cell and secreted as a complex into the saliva.
    Type of Medium: Electronic Resource
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  • 2
    ISSN: 0022-3832
    Keywords: Chemistry ; Polymer and Materials Science
    Source: Wiley InterScience Backfile Collection 1832-2000
    Topics: Chemistry and Pharmacology , Physics
    Notes: The formulas used for calculation of diffusion coefficients in free diffusion are stated. The calculations request the 0th, first, and second moments of the curve to be calculated. This is usually made by calculation of moments of segments of the figure between the curve and the base line, followed by summation.It is proposed to replace this rather laborious procedure by the use of an integrator. A survey is given on the theoretical background and the principles for such instruments. Some equations are stated for the type of instrument used in these investigations. From these equations it is possible, by inserting the values in the formulas used for the calculation of diffusion coefficients, to express the latter for a certain curve as a function of the rotation of the three integration rolls in the instrument. The relative influence on the final result for these integration rolls is considered. For one of the rolls this can be shown to be insignificant, when the moment axis is chosen very near the central axis of the curve. Our experience has shown the standard error in a normal measurement to be 2 × 10-3 and 3 × 10-3 of a revolution for the two other integration rolls. Some curves are given which show the requests one must put on the relative number of rotations for these rolls to make certain that the relative standard error, introduced by the integrator, will not exceed certain values on the final result. The curves are drawn for values from 2 to 0.1%.From a known Gaussian distribution a set of diffusion curves is drawn. The diffusion coefficient is calculated from these curves both by the usual method and by the integrator. The results obtained by the integrator compare well with those by the usual method if the peaks are not drawn too narrow.
    Additional Material: 6 Ill.
    Type of Medium: Electronic Resource
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