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AD9954/PCB 数据表(PDF) 26 Page - Analog Devices

部件名 AD9954/PCB
功能描述  400 MSPS 14-Bit, 1.8 V CMOS Direct Digital Synthesizer
PDF  36 Pages
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制造商  AD [Analog Devices]
网页  http://www.analog.com
标志 AD - Analog Devices

AD9954/PCB 数据表(HTML) 26 Page - Analog Devices

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AD9954
Rev. 0 | Page 26 of 36
FTW0
SINGLE–TONE
MODE
LINEAR SWEEP MODE
AT POINT A: LOAD RISING RAMP RATE REGISTER, APPLY RISING DFTW.
AT POINT B: LOAD FALLING RAMP RATE REGISTER, APPLY FALLING DFTW.
PS<0> = 1
PS<0> = 0
PS<0> = 0
TIME
FTW1
A
B
FOUT
Figure 20. Linear Sweep Frequency Plan
FTW0
SINGLE–TONE
MODE
LINEAR SWEEP MODE ENABLE–NO DWELL BIT SET
FTW1
AA
A
B
BB
FOUT
TIME
PS<0> = 1 PS<0> = 0
PS<0> = 0
PS<0> = 1
PS<0> = 1
PS<0> = 0
Figure 21. Linear Sweep Using No Dwell Frequency Plan
Linear Sweep No Dwell Feature
The linear sweep function can be operated with a no dwell fea-
ture. If the linear sweep no dwell bit is set, CFR1<2> = 1, the
rising sweep is started in an identical manner to the non-no
dwell linear sweep mode. Upon detecting a rising edge on the
PS<0> input pin, the rising sweep action is initiated. The fre-
quency continues to sweep up at the rate set by the rising sweep
ramp rate at the resolution set by the rising delta frequency
tuning word until it reaches the terminal frequency. Upon
reaching the terminal frequency, the output frequency immedi-
ately returns to the starting frequency and remains at the start-
ing frequency until the device detects a subsequent rising edge
on the PS<0> pin. Figure 21 is an example of the linear sweep
mode operation when the linear sweep no dwell bit is set. The
points labeled A indicate where a rising edge on PS0 is detected;
the points labeled B indicate where the AD9954 has determined
FOUT has reached the terminal frequency and automatically
returns to the starting frequency. Note that in this mode, each
sweep will require a separate rising edge on the Profile <0> pin.
Linear sweeps using the no-dwell bit can only be swept from
FTW0 to FTW1 using the positive linear sweep control word.
Toggling the PS<0> from 1 to 0 will not initiate a falling sweep
when the no dwell bit is set, nor will it interrupt a positive
sweep already underway.



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