參數(shù)資料
型號(hào): MAX4207ETE
廠商: MAXIM INTEGRATED PRODUCTS INC
元件分類: 運(yùn)動(dòng)控制電子
英文描述: Precision Transimpedance Logarithmic Amplifier with Over 5 Decades of Dynamic Range
中文描述: LOG OR ANTILOG AMPLIFIER, QCC16
封裝: 4 X 4 MM, 0.8 MM HEIGHT, MO-220-WGGC, TQFN-16
文件頁數(shù): 10/15頁
文件大?。?/td> 386K
代理商: MAX4207ETE
M
Precision Transimpedance Logarithmic
Amplifier with Over 5 Decades of Dynamic Range
10
______________________________________________________________________________________
Total Error
Total error (TE) is defined as the deviation of the output
voltage, V
LOGV1
, from the ideal transfer function (see
the
Transfer Function
section):
TE is a combination of the associated gain, input offset
current, input bias current, output offset voltage, and
transfer characteristic nonlinearity (log conformity)
errors:
where V
LC
and V
OSOUT
are the log conformity and out-
put offset voltages, respectively. Output offset is defined
as the offset occurring at the output of the MAX4207
when equal currents are presented to I
LOG
and I
REF
.
Because the MAX4207 is configured with a gain of K =
-0.25V/decade, a 4 should multiply the (±V
LC
±V
OSOUT
)
term, if V
LC
and V
OSOUT
were derived from this default
configuration.
I
BIAS1
and I
BIAS2
are currents in the order of 20pA, sig-
nificantly smaller than I
LOG
and I
REF
, and can therefore
be eliminated:
Expanding this expression:
The first term of this expression is the ideal component
of V
LOGV1
. The remainder of the expression is the TE:
In the second term, one can generally remove the
products relating to
K, because
K is generally much
less than 1. Hence, a good approximation for TE is
given by:
As an example, consider the following situation:
Full-scale input = 5V
I
LOG
= 100μA
I
REF
= 100nA
K = 1 ±5% V/decade (note that the uncommitted ampli-
fier is configured for a gain of 4)
V
LC
= ±5mV (obtained from the
Electrical Characteristics
table)
V
OSOUT
= ±2mV (typ), and T
A
= +25°C.
TE
K
K
I
I
V
V
LOG
REF
LC
OSOUT
±
±
±
±
(
)
log
10
4
TE
K K
I
I
K
K
V
V
LOG
REF
LC
OSOUT
±
±
+
±
±
(
)
log
(
)
10
4 1
V
K
I
I
K K
I
I
K
K
V
V
LOGV
LOG
REF
(
LOG
REF
LC
OSOUT
2
10
10
4 1
±
)
±
+
±
±
log
log
(
)
V
K
K
I
I
V
V
LOGV
LOG
REF
LC
OSOUT
2
10
1
(
4
±
±
±
±
(
)
) log
V
K
K
I
I
I
I
V
V
LOGV
LOG
REF
BIAS
BIAS
LC
OSOUT
2
10
1
2
1
(
4
=
±
±
±
±
(
)
) log
-
-
V
V
TE
LOGV
IDEAL
1
=
±
IDEAL TRANSFER FUNCTION
WITH VARYING K
M
CURRENT RATIO (I
LOG
/I
REF
)
N
100
1
10
0.1
0.01
-2
-3
-1
0
1
2
3
4
-4
0.001
1000
V
OUT
= K LOG (I
LOG
/I
REF
)
K = 1
K = 0.5
K = 0.25
K = -0.25
K = -0.5
K = -1
Figure 3. Ideal Transfer Function with Varying K
IDEAL TRANSFER FUNCTION
WITH VARYING I
REF
M
I
LOG
(A)
O
100
μ
1
μ
10
μ
100n
10n
-1.0
-0.5
0
0.5
1.0
1.5
-1.5
1n
1m
K = -0.25
I
REF
= 100
μ
A
I
REF
= 10nA
I
REF
= 1
μ
A
Figure 4. Ideal Transfer Function with Varying IREF
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