Chemistry Reference
In-Depth Information
loaded into the sample holder one at a time and then set back after the
measurement. This process can be carried out automatically, even by a robot.
The sample positioning device is the core of those instruments that are
suitable for surface- and thin-layer analyses. The sample should be capable of
being adjusted in the reference plane and of being tilted around a horizontal
axis. The angle of incidence should be variable, preferably stepwise. This
quantity is the key parameter for recording the angular-dependent intensity
profiles and is the basis for surface- and thin-layer analyses. Apart from being
adjustable, the sample should be displaceable in order to set each spot of a
larger sample in the measuring position and to check the total surface.
Figure 3.13 depicts schematically a convenient device for an angle variation
and sample positioning with 6 degrees of freedom. However, an even simpler
device with ball-points and stepper motors may be sufficient. The wafer or
sample S is placed on a flat carrier C (made of float glass). As an attachment,
either a mechanical chuck is used, applying a slight pressure, or an electrostatic
chuck is designed to apply a specific voltage. The sample can be adjusted to the
tilt center, T, by a vertical shift,
z
, and this center can be driven into the
reference plane (see Figure 3.9) determined by the two horizontal axes,
a
and
b
,
at right angles. For that purpose, the base B is shifted by
z
0
. The sample surface
can further be adjusted with respect to the reference plane by a tilt correction of
Θ
and
χ
. Each spot of the sample can be placed into the measuring position or
tilt center T by a lateral movement
x
and a rotation
φ
on the vertical axis.
Finally, the angle of incidence can be varied by a tilt
Θ
around the axis
a
lying on
the wafer surface.
Figure3.13.
Schematic diagram of an angle variation and sample positioning device suitable for
thin-layer analysis by GI-XRF: B
=
solid base; C
=
flat carrier; S
=
flat sample or wafer;
a
and
b
=
horizontal axes spanning the reference plane, T
=
tilt center;
x
=
lateral movement;
Φ=
rotation
on the vertical axis;
Θ=
tilt around axis
a
;
χ
=
tilt correction for axis
b
;
z
=
vertical shift of the sample,
z
0
=
vertical shift of the base. Figure from Ref. [2], reproduced with permission. Copyright1996,
John Wiley and Sons.
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