EasyManua.ls Logo

YASKAWA AQ6370B - Page 317

YASKAWA AQ6370B
383 pages
To Next Page IconTo Next Page
To Next Page IconTo Next Page
To Previous Page IconTo Previous Page
To Previous Page IconTo Previous Page
Loading...
App-5
IM 735302-01E
Appendix
1
2
3
4
5
6
7
8
9
10
11
App
Index
In the case of two valid mode peaks.
L
1
L
2
Threshold Value
Set the levels (LOG) of the two valid mode peaks to LG1 and LG2 in order from the
left.
Obtain
λ
1
and
λ
2
in the following manner.
In the case of |LG2-LG1| is threshold value (THRESH1[dB]) or less.
λ
becomes
λ
1
and
λ
2
from the left in order.
In the case of |LG2-LG1| is larger than threshold value (THRESH1[dB])
Connect two valid mode peaks with a straight line (envelope).
In the case of LG1>LG2, set the wavelength for the left mode peak to
λ
1
. Set the
wavelength of the point, where the line below the peak level by the threshold value
(THRESH[dB]) and the straight line (envelope) cross, to
λ
2
.
In the case of LG1<LG2, set the wavelength for the right mode peak
λ
2
. Set the
wavelength of the point, where the line below the peak level by the threshold value
(THRESH[dB]) and the straight line (envelope) cross, to
λ
1
.
Use the following equations, which incorporate multiplication by the multiplying factor
K for
λ
1
and
λ
2
, to obtain new
λ
1
and
λ
2
.
λ
'C = (
λ
2
+
λ
1
)/2
λ
1
= K × (
λ
1
-
λ
'C) +
λ
'C
λ
2
= K × (
λ
2
-
λ
'C) +
λ
'C
Obtain the spectrum width from the following equation.
Δ
λ
=
λ
2
-
λ
1
Obtain the center wavelength
λ
C from the following equation
λ
C = (
λ
2
+
λ
1
)/2
Appendix 2 Data Calculation Algorithms for Spectrum Widths

Table of Contents