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3239-11 参数 Datasheet PDF下载

3239-11图片预览
型号: 3239-11
PDF下载: 下载PDF文件 查看货源
内容描述: 2.2 GHz的整数N分频PLL的低相位噪声应用 [2.2 GHz Integer-N PLL for Low Phase Noise Applications]
分类和应用:
文件页数/大小: 12 页 / 214 K
品牌: PEREGRINE [ PEREGRINE SEMICONDUCTOR CORP. ]
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PE3239
Product Specification
Main Counter Chain
Normal Operating Mode
Setting the Pre_en control bit “low” enables the
÷10/11 prescaler. The main counter chain then
divides the RF input frequency (F
in
) by an integer
derived from the values in the “M” and “A”
counters.
In this mode, the output from the main counter
chain (f
p
) is related to the VCO frequency (F
in
) by
the following equation:
f
p
= F
in
/ [10 x (M + 1) + A]
where A
M + 1, 1
M
511
(1)
Note that programming R with “0” will pass the
reference frequency (f
r
) directly to the phase
detector.
Register Programming
Serial Interface Mode
While the E_WR input is “low” and the S_WR
input is “low”, serial input data (Sdata input), B
0
to B
19
, are clocked serially into the primary
register on the rising edge of Sclk, MSB (B
0
)
first. The contents from the primary register are
transferred into the secondary register on the
rising edge of either S_WR according to the
timing diagrams shown in Figure 7. Data are
transferred to the counters as shown in Table 7
on page 9.
The double buffering provided by the primary
and secondary registers allows for “ping-pong”
counter control using the FSELS input. When
FSELS is “high”, the primary register contents
set the counter inputs. When FSELS is “low”, the
secondary register contents are utilized.
While the E_WR input is “high” and the S_WR
input is “low”, serial input data (Sdata input), B
0
to B
7
, are clocked serially into the enhancement
register on the rising edge of Sclk, MSB (B
0
)
first. The enhancement register is double
buffered to prevent inadvertent control changes
during serial loading, with buffer capture of the
serially entered data performed on the falling
edge of E_WR according to the timing diagram
shown in Figure 7. After the falling edge of
E_WR, the data provide control bits as shown in
Table 8 on page 9 will have their bit functionality
enabled by asserting the Enh input “low”.
When the loop is locked, F
in
is related to the
reference frequency (f
r
) by the following equation:
F
in
= [10 x (M + 1) + A] x (f
r
/ (R+1))
where A
M + 1, 1
M
511
(2)
A consequence of the upper limit on A is that F
in
must be greater than or equal to 90 x (f
r
/ (R+1)) to
obtain contiguous channels. The A counter can
accept values as high as 15, but in typical
operation it will cycle from 0 to 9 between
increments in M.
Programming the M counter with the minimum
allowed value of “1” will result in a minimum M
counter divide ratio of “2”.
Prescaler Bypass Mode
Setting the frequency control register bit Pre_en
“high” allows F
in
to bypass the ÷10/11 prescaler.
In this mode, the prescaler and A counter are
powered down, and the input VCO frequency is
divided by the M counter directly. The following
equation relates F
in
to the reference frequency f
r
:
F
in
= (M + 1) x (f
r
/ (R+1))
where 1
M
511
(3)
Reference Counter
The reference counter chain divides the reference
frequency f
r
down to the phase detector
comparison frequency f
c
.
The output frequency of the 6-bit R Counter is
related to the reference frequency by the following
equation:
f
c
= f
r
/ (R + 1)
where 0
R
63
©2006 Peregrine Semiconductor Corp. All rights reserved.
Page 8 of 12
(4)
Document No. 70-0047-02
UltraCMOS™ RFIC Solutions