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Normal-beam equatorial geometry

Figure Al.6 Normal-beam equatorial geometry the angles a>, y, , 20 drawn in the convention of Hamilton (1974). Figure Al.6 Normal-beam equatorial geometry the angles a>, y, <j>, 20 drawn in the convention of Hamilton (1974).
Figure Al.7 Diffractometiy with normal-beam equatorial geometry and angular motions w, % and . The RLP at P is moved to Q via Figure Al.7 Diffractometiy with normal-beam equatorial geometry and angular motions w, % and <j>. The RLP at P is moved to Q via <p, from Q to R via % and R to S via w. From Arndt and Willis (1966).
Three-circle with normal-beam geometry (also called lifting counter technique ). This is the simplest one since the sample only rotates around a vertical axis. The detector arm rotates around the same axis and can also be lifted out of the equatorial plane. [Pg.154]

See other pages where Normal-beam equatorial geometry is mentioned: [Pg.480]    [Pg.481]    [Pg.480]    [Pg.481]    [Pg.844]    [Pg.136]   
See also in sourсe #XX -- [ Pg.481 ]



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