Reading the BIASSET and MODSET
Registers
The I
BIASSET
and I
MODSET
currents are generated by
embedded 18-bit and 12-bit DACs, respectively, and
their output currents can be read when the DS1861 has
been halted using the halt bit, and the password has
been entered. See the Detailed Register Descriptions
section for information on calculating the output current
from the register’s value.
Automatic Extinction Ratio Control
The DS1861 injects a small disturbance current to mea-
sure the gain (light/mA) of the laser driver and laser
diode pairing. This control methodology makes the
extinction ratio insensitive to changes in the photodi-
ode’s responsivity due to temperature and aging
effects, as long as the ratio of the laser driver’s bias
current gain (A
D
) and modulation current gain (A
M
)
remains constant (Figure 8).
The disturbance current is automatically scaled as the
BMD current-set point is adjusted, so the peak distur-
bance current always increases I
BMD
by approximately
3.3%. See Figure 9 for details.
To understand how the MODSET and BIASSET currents
control the extinction ratio, the extinction ratio equation
(extinction ratio = P1/P0) must first be expressed in
terms of the modulation power (P
MOD
) and average
power (P
AVG
). Figure 10 shows the current and power
levels that correspond to the optical logic 1 (P1) and
logic 0 (P0) levels.
Extinction Ratio
P
P
PP
PP
AVG MOD
AVG MOD
==
+
1
0
1
2
1
2
DS1861
Full Laser Control with Fault Management
____________________________________________________________________ 13
0
0.375
0.750
1.500
1.125
0 12864 192 255
DS1861 fig07
APC REGISTER SETTING (DECIMAL)
I
SET
(mA)
Figure 7. BMD Current Setpoint vs. APC Register Setting
DS1861
BIASSET
I
BIASSET
BIASREF
MODREF
BIAS
MOD
I
MODSET
PHOTO-
DIODE
LASER DRIVER
LASER
DIODE
LIGHT
*I
D
= I
BIAS
I
MOD
±
1
2
A
D
AC-COUPLING
CIRCUITRY
I
BIAS
I
D
*
I
MOD
A
M
I
BMD
MODSET
BMD
Figure 8. AERC Block Diagram
DS1861
Once the extinction ratio is expressed as a function of
the average power and the modulation power, the
equation can then be written in terms of the modulation
and average power currents. The modulation current
(I
MOD
) is defined as the difference between the I
1
and
I
0
currents (I
MOD
= I
1
- I
0
). The average power current
(I
APC
) is the arithmetic mean of the I
1
and I
0
currents
referenced to the threshold current (I
APC
=
1
/
2
I
1
+
1
/
2
I
0
- I
TH
). After defining these currents, the equation
can now be rewritten as the following equations.
The APC loop is already controlling I
APC
to keep the
average power at a constant value, so the DS1861 out-
puts I
MODSET
so that I
MOD
/I
APC
remains constant to
control the extinction ratio. The DS1861 determines the
I
MOD
/I
APC
ratio according to the following formula,
where N is a variable gain that can be used to adjust
the extinction ratio.
Substituting into the previous extinction ratio equation
yields the extinction ratio as a function of N.
Extinction Ratio
NA
A
NA
A
N
A
A
N
A
A
M
D
M
D
M
D
M
D
=
×
××
=
+
−−
1
1
230
1
1
230
60
60
I
I
N
x
A
A
MOD
APC
M
D
=
30
Extinction Ratio
II
II
I
I
I
I
APC MOD
APC MOD
MOD
APC
MOD
APC
=
+
=
×
−−
1
2
1
2
1
1
2
1
1
2
Full Laser Control with Fault Management
14 ____________________________________________________________________
Figure 9. BMD Disturbance Current
Figure 10. Laser Diode Bias Current Definitions
DS1861 fig09
TIME
BMD CURRENT
I
DIST
1
f
ERU
DS1861 fig10
CURRENT (mA)
P0
I
MOD
2
I
MOD
2
I
1
I
0
P1
AVERAGE
POWER
P
MOD
I
MOD
I
APC
I
TH
Figure 11 shows the extinction ratios (expressed in
decibels) as a function of N for several A
M
/A
D
ratios.
Note the actual extinction ratio value is determined by
the ratio A
M
/A
D
in addition to N. If the A
M
/A
D
ratio
varies due to voltage, temperature, or aging effects, it
becomes an additional error source when determining
the overall extinction ratio variance. The DS1861 is
meant to be used with a monolithic laser driver, where
A
M
and A
D
are generated on the same chip, so
changes in the ratio of A
M
to A
D
are minimal.
The N value itself is determined by the extinction ratio
register. There are two components of the ER register
used to calculate N. The range select bit (RSEL), which
selects the high (RSEL = 1) or low (RSEL = 0) range of
N, is the MSB of the register. The lower seven bits of
the register (ER<6:0>) determine the value of N within
the selected range. The value of N is given by:
The ER<6:0> value should be programmed to values
between 28 and 104 (decimal), regardless if the high or
low range is selected, to ensure that the N value
remains accurate and constant as intended. These lim-
its allow the N values of the high and low range to over-
lap to ensure that all N values can be attained, but
prevents potential errors that can be caused by using
the extremes of each RSEL range. Figure 12 shows the
N values as a function of the ER register setting.
The Convergence Algorithm and
Overshoot Control
The DS1861 uses a tiered slew-rate control system that
adjusts the DAC update rate and the number of LSBs it
increases/decreases per update cycle when the control
loop is seeking to converge to its steady state value. For
the APC loop, it makes its decision on the required con-
vergence rate based on the percent error between the
present BMD current and the BMD current-set point.
The modulation current slew rate is adjusted based
solely on the difference between its present code and
the code-set point that is determined by the AERC cir-
cuitry. Both update rates are designed to prevent any
overshoot during large set-point changes in excess of
10%, which assumes (see the following) the ratio of the
laser diode’s threshold current (I
TH
) to the average
power current (I
APC
) is below 7:1. Most systems do not
exhibit any overshoot when using the DS1861.
:
:
N
ER
when RSEL
ER when RSEL
=
<>+
=
<>+ =
60 32
2
0
60 32 1
DS1861
Full Laser Control with Fault Management
____________________________________________________________________ 15
EXTINCTION RATIO (AM/AD = 1.2)
vs. ER SETTING
DS1861 fig11a
ER SETTING (DECIMAL)
EXTINCTION RATIO (dB)
9680644832
5
10
15
20
25
0
16 112
RSEL = 0
EXTINCTION RATIO (AM/AD = 0.8)
vs. ER SETTING
DS1861 fig11b
ER SETTING (DECIMAL)
EXTINCTION RATIO (dB)
9680644832
5
10
15
20
25
0
16 112
EXTINCTION RATIO (AM/AD = 0.4)
vs. ER SETTING
DS1861 fig11c
ER SETTING (DECIMAL)
EXTINCTION RATIO (dB)
9680644832
5
10
15
20
25
0
16 112
RSEL = 0
RSEL = 0
RSEL = 1
RSEL = 1
Figure 11. Typical Extinction Ratios vs. N Codes

DS1861B+

Mfr. #:
Manufacturer:
Maxim Integrated
Description:
Laser Drivers Closed Loop Laser Control
Lifecycle:
New from this manufacturer.
Delivery:
DHL FedEx Ups TNT EMS
Payment:
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