Polarized lightwave reflectometry method (POTDR)
A polarized lightwave reflectometry method including the steps of sending at least two polarized light signals into the optical fiber to be tested, the signals presenting a determined angular offset relative to each other so that the polarization mode dispersion coefficient remains independent of any rotation of polarization in the optical fiber under test; extracting a scalar parameter of the relative noise type for each trace obtained by back-scattering of the light signal; and estimating the polarization mode dispersion coefficient by a function having a single scalar input, which function is of the type based on exponentials and has the form exp (a+bP+cP −1 ).
1. A polarized lightwave reflectometry method comprising at least the following in succession:
a step of sending a plurality of linearly polarized light signals into an optical fiber to be tested;
a polarization-sensitive step of detecting the traces obtained by the light signals back-scattering;
a step of normalizing each of the traces;
a step, for each of the traces, of computing over at least a portion of the optical fiber to be tested, the standard deviation of the normalized trace, the result being referred to as the relative noise of the trace;
a step of computation applying a weighted average type function to the relative noise of the various traces, giving the same weight in the weighted average type function to the noise from each of the various traces, the result being referred to as an overall relative noise; and
a step of estimating the polarization mode dispersion coefficient from the overall relative noise by means of a function having one scalar input and one scalar output;
the annular offset between the linearly polarized light signals being determined in such a manner that the overall relative noise remains independent of any rotation of polarization in the optical fiber to be tested.
2. A polarized lightwave reflectometry method according to claim 1 , wherein:
the light signals are two in number; and
the angular offset between the two linearly polarized light signals is sufficiently close 45 degrees for the estimated polarization mode dispersion coefficient to remain independent of any rotation of polarization in the optical fiber to be tested.
3. A polarized lightwave reflectometry method according to claim 2 , wherein the weighted average type function is whether the arithmetic mean, or the geometric mean, or the square root of the sump of the squares.
4. A polarized lightwave reflectometry method according to claim 2 , wherein the normalization step consists, starting from the trace C 1 of exponential appearance, firstly in determining the best-fit exponential C 2 of C 1 , and secondly in determining the normalized trace S, where:
S =( C 1 =C 2 )/ C 2 .
5. A polarized lightwave reflectometry method according to claim 4 , wherein the standard deviation of the normalized trace is computed using the following formula:
1
L
∫
0
L
S
2
ⅆ
l
where L is the length of the portion of optical fiber to be tested.
6. A polarized lightwave reflectometry method according to claim 1 , wherein the function of the estimation step is a function constituted by a linear combination of one or more exponentials of the form exp (a+bP+cP −1 ), the coefficients a, b, and c being fixed for each exponential, but possibly varying from one exponential to another.
7. A polarized lightwave reflectometry method according to claim 6 , wherein the function of the estimation step is:
exp
(
A
+
B
BRG
)
where BRG is overall relative noise, A is a fixed coefficient lying in the range −6 to −3, and B is a fixed coefficient lying in the range 0.0001 to 0.2.
8. A polarized lightwave reflectometry method according to claim 1 , wherein said method is quantitative over a range extending from 0.01 ps/km 1/2 to 0.2ps/km 1/2 .
9. A polarized lightwave reflectometry method comprising at least the following in succession:
a step of sending a plurality of mutually distinct polarized light signals into an optical fiber to be tested;
a polarization-sensitive step of detecting the traces obtained by the light signals back-scattering;
a step of normalizing each of the traces;
a step, for each of the traces, of computing over at least a portion of the optical fiber to be tested, the standard deviation of the normalized trace, the result being referred to as the relative noise of the trace; and
a step of estimating the polarization mode dispersion coefficient from the relative noise of the traces;
the polarized light signals being sufficiently distinct from one another for the polarization mode dispersion coefficient to remain independent of any rotation of polarization in the optical fiber to be tested.
10. A polarized lightwave reflectometry method comprising at least the following in succession:
a step of sending two linearly polarized light signals into an optical fiber to be tested;
a polarization-sensitive step of detecting the traces obtained by the light signals back-scattering; and
a step of estimating the polarization mode dispersion coefficient from the traces;
the annular offset between the two linearly polarized light signals being sufficiently close to 45 degrees for the estimated polarization mode dispersion coefficient to remain independent of any rotation of polarization in the optical fiber to be tested.
11. A polarized lightwave reflectometry method comprising at least the following in succession:
a step of sending at least one polarized light signal into an optical fiber to be tested;
a polarization-sensitive step of detecting the trace obtained by the light signal back-scattering;
a step of calculating a scalar parameter P obtained from the trace or traces; and
a step of estimating the polarization mode dispersion coefficient from the scalar parameter P by means of a function constituted by a linear combination of one or more exponentials of the form exp (a+bP+cP −1 ), where the coefficients a b and c may vary from one exponential to another.
12. A polarized lightwave reflectometry method comprising at least the following in succession:
a step of sending a plurality of mutually distinct polarized light signals into an optical fiber to be tested;
a polarization-sensitive step of detecting the traces obtained the light signals by back-scattering;
a step of extracting a common scalar parameter from each of the traces, the parameter being representative of polarization mode dispersion; and
a step of estimating the polarization mode dispersion coefficient from the scalar parameters;
the polarized light signals being sufficiently mutually distinct for the polarization mode dispersion coefficient to remain independent of any rotation of polarization in the optical fiber to be tested.
13. A polarized lightwave reflectometry method according to claim 12 , wherein the light signals are two in number.
14. A polarized lightwave reflectometry method comprising at least the following in succession:
a step of sending a plurality of mutually distinct polarized light signals into an optical fiber to be tested;
a polarization-sensitive step of detecting the traces obtained by the light signals back-scattering; and
a step of estimating the polarization mode dispersion coefficient from the traces;
the polarized light signals being sufficiently mutually distinct for the polarization mode dispersion coefficient to remain independent of any rotation of polarization in the optical fiber to be tested.
15. A polarized lightwave reflectometry method comprising at least the following in succession:
a step of sending at least one polarized light signal into an optical fiber to be tested;
a polarization-sensitive step of detecting each trace obtained by the at least one polarized light signal back-scattering;
a step of normalizing the trace;
a step of computing the standard deviation of the normalized trace over at least a portion of the optical fiber to be tested, the result being referred to as the relative noise of the trace; and
a step of estimating the polarization mode dispersion coefficient from the relative noise of the trace or each trace.