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9DMU0141 датащи(PDF) 7 Page - Renesas Technology Corp

номер детали 9DMU0141
подробное описание детали  2:1 1.5V PCIe Gen1/2/3 Clock Mux with Zo = 100ohms
PDF  10 Pages
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производитель  RENESAS [Renesas Technology Corp]
домашняя страница  http://www.renesas.com
Logo RENESAS - Renesas Technology Corp

9DMU0141 датащи(HTML) 7 Page - Renesas Technology Corp

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©2014-2025 Renesas Electronics Corporation
December 15, 2025
9DMU0141 Datasheet
Electrical Characteristics–Output Duty Cycle, Jitter, Skew and PLL Characteristics
Electrical Characteristics–Phase Jitter Parameters
TA = TAMB, Supply Voltages per normal operation conditions, See Test Loads for Loading Conditions
PARAMETER
SYMBOL
CONDITIONS
MIN
TYP
MAX
UNITS
NOTES
Duty Cycle Distortion
tDCD
Measured differentially @100MHz
-1
-0.2
1
%
1,3
Skew, Input to Output
tpdBYP
Bypass Mode, VT = 50%
2196
2923
3978
ps
1
Skew, Output to Output
tsk3
VT = 50%
N/A
N/A
ps
1
Jitter, Cycle to cycle
tjcyc-cyc
Additive Jitter
0.1
8
ps
1,2
1 Guaranteed by design and characterization, not 100% tested in production.
2 Measured from differential waveform
3 Duty cycle distortion is the difference in duty cycle between the output and the input clock when the device is operated in bypass mode.
TA = TAMB, Supply Voltages per normal operation conditions, See Test Loads for Loading Conditions
PARAMETER
SYMBOL
CONDITIONS
MIN
TYP
MAX
INDUSTRY
LIMIT
UNITS
Notes
tjphPCIeG1
PCIe Gen 1
0.4
5
N/A
ps (p-p) 1,2,3,5
PCIe Gen 2 Lo Band
10kHz < f < 1.5MHz
0.4
0.6
N/A
ps
(rms)
1,2,3,4,
5
PCIe Gen 2 High Band
1.5MHz < f < Nyquist (50MHz)
0.1
0.2
N/A
ps
(rms)
1,2,3,4
tjphPCIeG3
PCIe Gen 3
(PLL BW of 2-4 or 2-5MHz, CDR = 10MHz)
0.050
0.1
N/A
ps
(rms)
1,2,3,4
tjph125M0
125MHz, 1.5MHz to 10MHz, -20dB/decade
rollover < 1.5MHz, -40db/decade rolloff > 10MHz
365
380
N/A
fs
(rms)
1,6
tjph125M1
125MHz, 12KHz to 20MHz, -20dB/decade
rollover < 1.5MHz, -40db/decade rolloff > 10MHz
535
550
N/A
fs
(rms)
1,6
1Guaranteed by design and characterization, not 100% tested in production.
4 For RMS figures, additive jitter is calculated by solving the following equation: Additive jitter = SQRT[(total jitter)^2 - (input jitter)^2]
5 Driven by 9FGU0831 or equivalent
6 Rohde&Schartz SMA100
3 Sample size of at least 100K cycles. This figures extrapolates to 108ps pk-pk @ 1M cycles for a BER of 1-12.
Additive Phase Jitter,
Bypass Mode
tjphPCIeG2
2 See http://www.pcisig.com for complete specs



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