The minimum power at the receiver must be four microwatts, and the guaranteed minimum
power out of the laser is 120 microwatts, so the minimum allowable transmission factor is
(4/120)2 = 0.0011. Some typical transmission factors for transducer optical modules are a s
follows (these are worst-case numbers, which must be used for loss computation):
33% Beam Splitter 33% Side
33% Beam Splitter 67% Side
50% Beam Splitter each Side
Linear Interferometer7
Retroreflector
Retroref lector
Single-Beam Interferometer7
Beam Bender
Plane Mirror Interferometer*
Beam Splitter
Plane Mirror Converter
?This refers to the beam splitter only. The attached retroreflectors must be considered as a
separate component (see example below).
*The plane mirror interferometer is listed as 10706A. This, however, consists of a 10581A,
10702A7, and two 10703A's. The transmission factor for this device would therefore be
(1.00)
X
(0.80)
X
(0.80)
X
(0.85)
=
0.54.
As an example, consider a typical installation with three axes (see Figure 2-32). Assume linear
interferometers on each axis, good optical alignment, and comparable path lengths. Assume
that the three axes have the following components:
Axis A :
10700A (33%), 10707A, 10702A, 10703A (2)
Axis B:
10700A (67%), 10701A, 10702A, 10703A (2)
Axis C:
10700A (67%), 10701A, 10702A, 10703A (2)
The transmission factors are, for each axis:
Axis A:
(0.08)
X
(1.00)
X
(1.00)
X
(0.80)
X
(0.80)
=
0.0512
Axis B:
(0.38)
X
(0.19)
X
(1.00)
X
(0.80)
X
(0.80) = 0.0462
Axis C:
(0.38)
X
(0.19)
X
(1.00)
X
(0.80)
X
(0.80)
=
0.0462
Here,
B
and C are worst-case (net product is smallest) but still have a transmission factor 42 times
greater than 0.0011. Therefore, these axes can operate with an additional transmission factor
caused by dirt, misalignment, etc., of up to 1/42 = 0.024. (Note that the worst-case numbers
for the beam splitters take into account the power division along each measurement axis.)