參數(shù)資料
型號(hào): AD2S83
廠商: Analog Devices, Inc.
英文描述: Variable Resolution, Monolithic Resolver-to-Digital Converters(可變分辨率,單片解算-數(shù)字變換器)
中文描述: 可變分辨率,單片分解到數(shù)字轉(zhuǎn)換器(可變分辨率,單片解算-數(shù)字變換器)
文件頁數(shù): 13/19頁
文件大?。?/td> 198K
代理商: AD2S83
AD2S83
–13–
REV. D
During the VCO reset period the input continues to be inte-
grated. The reset period is constant at 40 ns.
The VCO rate is fixed for a given input current by the VCO
scaling factor:
= 8.5
kHz
/
μ
A
The tracking rate in rps per
μ
A of VCO input current can be
found by dividing the VCO scaling factor by the number of LSB
changes per rev (i.e., 4096 for 12-bit resolution).
The input resistor R6 determines the scaling between the con-
verter velocity signal voltage at the INTEGRATOR OUTPUT
pin and the VCO input current. Thus to achieve a 5 V output at
100 rps (6000 rpm
)
and 12-bit resolution the VCO input cur-
rent must be:
(100
×
4096)/(8500)
=
48.2
μ
A
Thus, R6 would be set to: 5/(48.2
×
10
–6
) =
103.7 k
The velocity offset voltage depends on the VCO input resistor,
R6, and the VCO bias current and is given by
Velocity Offset Voltage = R
6
×
(
VCO bias current)
The temperature coefficient of this offset is given by
Velocity Offset Tempco =
R6
×
(
VCO
bias current tempco)
where the VCO bias current tempco is typically +0.22 nA/
°
C.
The maximum recommended rate for the VCO is 1.1 MHz
which sets the maximum possible tracking rate.
Since the minimum voltage swing available at the integrator
output is
±
8 V, this implies that the minimum value for R6 is
62 k
. As
Max Current
=
1.1
×
10
6
8.5
×
10
3
=
129
μ
A
8
129
×
10
–6
=
62
k
MinValue R
6
Transfer Function
By selecting components using the method outlined in the sec-
tion “Component Selection,” the converter will have a critically
damped time response and maximum phase margin. The
Closed-Loop Transfer Function is given by:
θ
OUT
θ
IN
(
s
N
+
2.4)(
s
N
=
14(1
+
s
N
)
2
+
3.4
s
N
+
5.8)
where, s
N
, the normalized frequency variable is given by:
s
N
=
2
π
s
f
BW
and
f
BW
is the closed-loop 3 dB bandwidth (selected by the
choice of external components).
The acceleration constant K
A
,
is given approximately by
K
A
=
6
×
(
f
BW
)
2
sec
–2
The normalized gain and phase diagrams are given in Figures 5
and 6.
FREQUENCY – f
BW
12
–12
G
9
0
–3
–6
–9
6
3
0.0
2
0.04
0.1
0.2
0.4
1
Figure 5. Gain Plot
FREQUENCY – f
BW
180
–180
P
135
0
–45
–90
–135
90
45
0.0
2
0.04
0.1
0.2
0.4
1
Figure 6. Phase Plot
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