參數(shù)資料
型號: AD7864
廠商: Analog Devices, Inc.
英文描述: Four Channel, Simultaneous Sampling, High Speed, 12-Bit ADC(四通道,同時采樣高速12位A/D轉(zhuǎn)換器)
中文描述: 四通道,同步采樣,高速,12位ADC(四通道,同時采樣高速12位的A / D轉(zhuǎn)換器)
文件頁數(shù): 16/20頁
文件大?。?/td> 394K
代理商: AD7864
AD7864
–16–
REV. 0
AC Linearity Plots
The plots shown in Figure 18 below show typical DNL and
INL plots for the AD7864.
0
500
1000
1500
2000
2500
3000
3500
4000
3.00E–01
2.00E–01
1.00E–01
0.00E+00
–1.00E–01
–2.00E–01
–3.00E–01
ADC CODE
D
–5.00E–02
0.00E+00
5.00E–02
1.00E–01
1.50E–01
2.00E–01
2.50E–01
0
500
1000
1500
2000
2500
3000
3500
4000
ADC CODE
D
–2.50E–01
–2.00E–01
–1.50E–01
–1.00E–01
Figure 18. Typical DNL and INL Plots
Measuring Aperture Jitter
A convenient way to measure aperture jitter is to use the rela-
tionship it is known to have with SNR (Signal to Noise plus
distortion) given below:
SNR
J
ITTER
= Signal to Noise due to the rms time jitter
σ
= rms time jitter
f
IN
= sinusoidal input frequency (1 MHz in this case)
From Equation 3 above it can be seen that the signal-to-noise
ratio due to jitter degrades significantly with frequency. There-
fore, at low input frequencies the measured SNR performance
of the AD7864 is indicative of noise performance due to quanti-
zation noise and system noise only (72 dBs used as a typical
figure here).
Therefore, by measuring the overall SNR performance (includ-
ing noise due to jitter, system and quantization) of the AD7864 a
good estimation of the jitter performance of the AD7864 can be
calculated.
SNR
J
ITTER
=
20
×
LOG
10
1
(2
×π×
f
IN
×σ
)
,
where
(3)
FREQUENCY – Hz
12
11
5
900000
1100000
950000
1000000
1050000
9
8
7
6
10
E
Figure 19. ENOBs of the AD7864 at 1 MHz
From Figure 19 above the ENOBs of the AD7864 at 1 MHz is
approximately 11 bits. This is equivalent to 68 dBs SNR.
SNR
TOTAL
= SNR
JITTER
+ SNR
QUANT
= 68 dBs
68 dBs = SNR
JITTER
+ 72 dBs (at 100 kHz)
SNR
JITTER
= 70.2 dBs
From (3) above
70.2 dBs = 20
×
log
10
[1/(2
×
π
×
1 MHz
×
σ
)]
σ =
49 ps where
σ
is the rms jitter of the AD7864
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