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MC68C812A4 Datasheet, PDF (2/18 Pages) Freescale Semiconductor, Inc – Technical Supplement MC68C812A4 3.3V Electrical Characteristics
Freescale Semiconductor, Inc.
Table 1 Maximum Ratings1
Rating
Symbol
Value
Unit
Supply voltage
Input voltage
Operating temperature range2
MC68C812A4PV5
VDD, VDDA,
VDDX
−0.3 to +6.5
V
VIN
−0.3 to +6.5
V
TA
TL to TH
0 to +70
°C
Storage temperature range
Current drain per pin3
Excluding VDD and VSS
Tstg
−55 to +150 °C
IIN
±25
mA
VDD differential voltage
VDD−VDDX
6.5
V
NOTES:
1. Permanent damage can occur if maximum ratings are exceeded. Exposures to voltages or cur-
rents in excess of recommended values affects device reliability. Device modules may not operate
normally while being exposed to electrical extremes.
2. Refer to MC68HC812A4TS/D Technical Summary for complete part numbers.
3. One pin at a time, observing maximum power dissipation limits. Internal circuitry protects the in-
puts against damage caused by high static voltages or electric fields; however, normal precautions
are necessary to avoid application of any voltage higher than maximum-rated voltages to this high-
impedance circuit. Extended operation at the maximum ratings can adversely affect device reli-
ability. Tying unused inputs to an appropriate logic voltage level (either GND or VDD) enhances
reliability of operation.
Table 2 Thermal Characteristics
Characteristic
Symbol
Value
Unit
Average junction temperature
Ambient temperature
Package thermal resistance (junction-to-ambient)
112-pin thin quad flat pack (TQFP)
TJ
TA + (PD × ΘJA)
°C
TA
User-determined
°C
ΘJA
39
°C/W
Total power dissipation1
PINT + PI/O
or
PD
W
-T---J---+-----K2---7---3---°--C--
Device internal power dissipation
I/O pin power dissipation2
PINT
IDD × VDD
W
PI/O
User-determined
W
A constant3
K
PD × (TA + 273°C) +
ΘJA × PD2
W · °C
NOTES:
1. This is an approximate value, neglecting PI/O.
2. For most applications PI/O « PINT and can be neglected.
3. K is a constant pertaining to the device. Solve for K with a known TA and a measured PD (at equilibrium). Use
this value of K to solve for PD and TJ iteratively for any value of TA.
2
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