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Shape of the Scattering Intensity at Very Small Angles

1 Shape of the Scattering Intensity at Very Small Angles [Pg.95]

Guinier s law states that for any scattering pattern, /(s), of a diluted system the initial intensity decay is approximated by a Gaussian [Pg.95]

The first summand defines the intensity of scattering by separate atoms with no interference among them, and the second one the scattering with allowance for interference caused by the near order in the atom location (correlation of density fluctuations). The third term represents the scattering intensity at very small angles and depends on the shape and size of the sample with no dependence on its internal structure. [Pg.171]

See other pages where Shape of the Scattering Intensity at Very Small Angles is mentioned: [Pg.648] [Pg.51] [Pg.285] [Pg.25] [Pg.35] [Pg.75] [Pg.85] [Pg.56] [Pg.199] [Pg.148] [Pg.28] [Pg.96] [Pg.6] [Pg.151] [Pg.81] [Pg.35] [Pg.1539] [Pg.293] [Pg.105] [Pg.371] [Pg.295] [Pg.77] [Pg.199] [Pg.168] [Pg.53] [Pg.73] [Pg.56] [Pg.251]

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Angle of scatter

Angle of scattering

Intensity of scatter

Intensity of scattering

Scattered intensity

Scattering Intensity

Scattering at Small Angle

Scattering small angle

Small-angle