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MSP430F167IPMR Datasheet(PDF) 47 Page - Texas Instruments

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Part # MSP430F167IPMR
Description  MIXED SIGNAL MICROCONTROLLER
PDF  77 Pages
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Manufacturer  TI [Texas Instruments]
Direct Link  http://www.ti.com
Logo TI - Texas Instruments

MSP430F167IPMR Datasheet(HTML) 47 Page - Texas Instruments

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MSP430F15x, MSP430F16x, MSP430F161x
MIXED SIGNAL MICROCONTROLLER
SLAS368G − OCTOBER 2002 − REVISED MARCH 2011
47
POST OFFICE BOX 655303
• DALLAS, TEXAS 75265
electrical characteristics over recommended operating free-air temperature (unless otherwise
noted)
12-bit DAC, reference input specifications
PARAMETER
TEST CONDITIONS
VCC
MIN
TYP
MAX
UNIT
Ve
Reference input
DAC12IR=0 (see Notes 1 and 2)
2.2V/3V
AVCC/3 AVCC+0.2
V
VeREF+
Reference input
voltage range
DAC12IR=1 (see Notes 3 and 4)
2.2V/3V
AVcc
AVcc+0.2
V
DAC12_0 IR = DAC12_1 IR = 0
2.2V/3V
20
M
Ω
DAC12_0 IR = 1, DAC12_1 IR = 0
2.2V/3V
40
48
56
k
Ω
Ri(VREF+),
Ri
Reference input
it
DAC12_0 IR = 0, DAC12_1 IR = 1
2.2V/3V
40
48
56
k
Ω
(VREF+)
Ri(VeREF+)
p
resistance
DAC12_0 IR = DAC12_1 IR =1,
DAC12_0 SREFx = DAC12_1 SREFx
(see Note 5)
2.2V/3V
20
24
28
k
Ω
NOTES:
1. For a full-scale output, the reference input voltage can be as high as 1/3 of the maximum output voltage swing (AVCC).
2. The maximum voltage applied at reference input voltage terminal VeREF+ = [AVCC − VE(O)] / [3*(1 + EG)].
3. For a full-scale output, the reference input voltage can be as high as the maximum output voltage swing (AVCC).
4. The maximum voltage applied at reference input voltage terminal VeREF+ = [AVCC − VE(O)] / (1 + EG).
5. When DAC12IR = 1 and DAC12SREFx = 0 or 1 for both channels, the reference input resistive dividers for each DAC are in parallel
reducing the reference input resistance.
12-bit DAC, dynamic specifications; Vref = VCC, DAC12IR = 1 (see Figure 23 and Figure 24)
PARAMETER
TEST CONDITIONS
VCC
MIN
TYP
MAX
UNIT
DAC12_xDAT = 800h,
DAC12AMPx = 0
→ {2, 3, 4}
2.2V/3V
60
120
tON
DAC12
on-time
_
,
ErrorV(O) < ±0.5 LSB
(see Note
DAC12AMPx = 0
→ {5, 6}
2.2V/3V
15
30
μs
ON
on-time
(see Note
1,Figure 23)
DAC12AMPx = 0
→ 7
2.2V/3V
6
12
μ
S ttli
ti
DAC12
DAT
DAC12AMPx = 2
2.2V/3V
100
200
tS(FS)
Settling time,
full-scale
DAC12_xDAT =
80h
→ F7Fh→ 80h
DAC12AMPx = 3,5
2.2V/3V
40
80
μs
tS(FS)
full-scale
80h
→ F7Fh→ 80h
DAC12AMPx = 4,6,7
2.2V/3V
15
30
μs
S ttli
ti
DAC12 xDAT =
DAC12AMPx = 2
2.2V/3V
5
tS(C-C)
Settling time,
code to code
DAC12_xDAT =
3F8h
→ 408h→ 3F8h
DAC12AMPx = 3,5
2.2V/3V
2
μs
tS(C-C)
code to code
3F8h
→ 408h→ 3F8h
BF8h
→ C08h→ BF8h
DAC12AMPx = 4,6,7
2.2V/3V
1
μs
DAC12
DAT
DAC12AMPx = 2
2.2V/3V
0.05
0.12
SR
Slew rate
DAC12_xDAT =
80h
→ F7Fh→ 80h
DAC12AMPx = 3,5
2.2V/3V
0.35
0.7
V/
μs
SR
Slew rate
80h
→ F7Fh→ 80h
DAC12AMPx = 4,6,7
2.2V/3V
1.5
2.7
V/
μs
DAC12
DAT
DAC12AMPx = 2
2.2V/3V
10
Glitch energy: full-scale
DAC12_xDAT =
80h
→ F7Fh→ 80h
DAC12AMPx = 3,5
2.2V/3V
10
nV-s
Glitch energy: full scale
80h
→ F7Fh→ 80h
DAC12AMPx = 4,6,7
2.2V/3V
10
nV s
NOTES:
1. RLoad and CLoad connected to AVSS (not AVCC/2) in Figure 23.
2. Slew rate applies to output voltage steps
≥ 200mV.
RLoad
AVCC
CLoad = 100pF
2
DAC Output
RO/P(DAC12.x)
ILoad
Conversion 1
Conversion 2
VOUT
Conversion 3
Glitch
Energy
+/− 1/2 LSB
+/− 1/2 LSB
tsettleLH
tsettleHL
= 3 k
Ω
Figure 23. Settling Time and Glitch Energy Testing



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