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TS68302 Datasheet, PDF (8/47 Pages) ATMEL Corporation – Integrated Multiprotocol Processor IMP
This device contains protective circuitry to protect the inputs against damage due to high
static voltages or electrical fields; however, it is advised that normal precautions be
taken to avoid application of any voltages higher than maximum-rated voltages to this
high-impedance circuit. Reliability of operation is enhanced if unused inputs are tied to
an appropriate logic voltage level (e.g., either GND or VDD).
Figure 5. Clock Input Timing Diagram
tcyc
2.0V
0.8V
tr (C)
tf (C)
Note:
Timing measurements are referenced to and from a low voltage of 0.8V and a voltage of 2.0V, unless otherwise noted. The volt-
age swing through this range should start outside, and pass through, the range such that the rise or fall will be linear between
0.8V and 2.0V.
Table 4. Thermal Characteristics at 25°C
Package
Symbol Parameter
PGA 132
CERQUAD 132
θJA
Thermal Resistance - Ceramic Junction To Ambient
θJC
Thermal Resistance - Ceramic Junction To Case
θJA
Thermal Resistance - Ceramic Junction To Ambient
θJC
Thermal Resistance - Ceramic Junction To Case
Value
33
5
46
2
Unit
°C/W
°C/W
°C/W
°C/W
Power Considerations
The average chip-junction temperature, TJ, in °C can be obtained from:
TJ = TA + (PD ⋅ θJA)
(1)
TA = Ambient Temperature, °C
θJA = Package Thermal Resistance, Junction-to-Ambient, °C/W
PD = PINT + PI/O
PINT = ICC ⋅ VCC, Watts - Chip Internal Power
PI/O = Power Dissipation on Input and Output pins - user determined
Note: For TA = 70°C and PD = 0.5 W at 12.5 MHz Tj = 88°C.
For most applications PI/O < 0,30 PINT and can be neglected.
An approximate relationship between PD and TJ (if PI/O is neglected) is:
PD = K ÷ (TJ + 273)
(2)
Solving equations (1) and (2) for K gives:
K = PD ⋅ (TA + 273) + θJA ⋅ PD2
(3)
where K is a constant pertaining to the particular part. K can be determined from equa-
tion (3) by measuring PD (at equilibrium) for a known TA. Using this value of K, the
values of PD and TJ can be obtained by solving equations (1) and (2) iteratively for any
value of TA.
8 TS68302
2117A–HIREL–11/02