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MSP430F413IPM Datasheet(PDF) 24 Page - Texas Instruments

Part # MSP430F413IPM
Description  MIXED SIGNAL MICROCONTROLLER
PDF  66 Pages
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Manufacturer  TI2 [Texas Instruments]
Direct Link  https://www.ti.com
Logo TI2 - Texas Instruments

MSP430F413IPM Datasheet(HTML) 24 Page - Texas Instruments

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MSP430x41x
MIXED SIGNAL MICROCONTROLLER
SLAS340J − MAY 2001 − REVISED DECEMBER 2008
24
POST OFFICE BOX 655303
• DALLAS, TEXAS 75265
electrical characteristics over recommended operating free-air temperature (unless otherwise
noted) (continued)
outputs − ports P1, P2, P3, P4, P5, and P6
PARAMETER
TEST CONDITIONS
VCC
MIN
MAX
UNIT
IOH(max) = −1.5 mA, See Note 1
2.2 V
VCC−0.25
VCC
V
High level output voltage
IOH(max) = −6 mA, See Note 2
2.2 V
VCC−0.6
VCC
V
VOH
High-level output voltage
IOH(max) = −1.5 mA, See Note 1
3 V
VCC−0.25
VCC
V
IOH(max) = −6 mA, See Note 2
3 V
VCC−0.6
VCC
IOL(max) = 1.5 mA, See Note 1
2.2 V
VSS
VSS+0.25
V
Low level output voltage
IOL(max) = 6 mA, See Note 2
2.2 V
VSS
VSS+0.6
V
VOL
Low-level output voltage
IOL(max) = 1.5 mA, See Note 1
3 V
VSS
VSS+0.25
V
IOL(max) = 6 mA, See Note 2
3 V
VSS
VSS+0.6
NOTES:
1. The maximum total current, IOH(max) and IOL(max), for all outputs combined, should not exceed ±12 mA to satisfy the maximum
specified voltage drop.
2. The maximum total current, IOH(max) and IOL(max), for all outputs combined, should not exceed ±24 mA to satisfy the maximum
specified voltage drop.
output frequency
PARAMETER
TEST CONDITIONS
MIN
TYP
MAX
UNIT
f
(1
≤ x ≤ 60 ≤ y ≤ 7)
CL = 20 pF,
VCC = 2.2 V
DC
10
MHz
fPx.y
(1
≤ x ≤ 6, 0 ≤ y ≤ 7)
CL = 20 pF,
IL = ± 1.5mA
VCC = 3 V
DC
12
MHz
fACLK,
f
P1 1/TA0/MCLK P1 5/TACLK/ACLK
C
20 pF
VCC = 2.2 V
8
MHz
fMCLK,
fSMCLK
P1.1/TA0/MCLK, P1.5/TACLK/ACLK
CL = 20 pF
VCC = 3 V
12
MHz
P1.5/TACLK/ACLK,
fACLK = fLFXT1 = fXT1
40%
60%
P1.5/TACLK/ACLK,
CL = 20 pF
fACLK = fLFXT1 = fLF
30%
70%
CL
20 pF
VCC = 2.2 V / 3 V
fACLK = fLFXT1/n
50%
tXdc
Duty cycle of output frequency
P1.1/TA0/MCLK,
C
20 pF
fMCLK = fLFXT1/n
50%−
15 ns
50%
50%+
15 ns
CL = 20 pF,
VCC = 2.2 V / 3 V
fMCLK = fDCOCLK
50%−
15 ns
50%
50%+
15 ns



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