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Agilent Technologies 8156A - Page 246

Agilent Technologies 8156A
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245
Performance Tests
V. Polarization Dependent Loss (PDL): Optional
Mueller Coefficients:
m
11
= (P
DUT01
/ P
01
+ P
DUT02
/ P
02
) /2 = _____________________
m
12
= (P
DUT01
/ P
01
- P
DUT02
/ P
02
) /2 = _____________________
m
13
= (P
DUT03
/ P
03
) - m
11
= ______________________________
m
14
= (P
DUT04
/ P
04
) - m
11
= ______________________________
Performance Test Agilent 8156A:
V. Polarization Dependent Loss Test
Page 5 of 6
Model Agilent 8156A Optical Attenuator Date ________
Option: _____________________ No. _______________________________________
Wavelength 1550nm (nominal) Actual wavelength: ______________________nm
Polarization
Linear
Horizontal
Linear
Vertical
Linear
Diagonal
Right Hand
Circular
Polarizer Setting ___________deg n/a n/a n/a
λ/4 Plate Setting ___________deg n/a n/a n/a
λ/2 Plate Setting ___________deg n/a n/a n/a
Corrected wavelength
dependent positions:
λ/4 Plate Setting n/a ___________deg ___________deg ___________deg
λ/2 Plate Setting n/a ___________deg ___________deg ___________deg
Measurement Results
of the Reference Power P
01
= ______µWP
02
=______ µWP
03
= ______µWP
04
=______ µW
Measurement Results
of the Power
after the DUT P
DUT01
=___ µWP
DUT02
= ___µWP
DUT03
= ___µWP
DUT04
= ___µW
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