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參數(shù)資料
| 型號： | MOC2R60-10 |
| 廠商： | MOTOROLA INC |
| 元件分類： | 繼電器，輸入/輸出模塊 |
| 英文描述： | OPTOISOLATOR 2 AMPS RANDOM-PHASE TRIAC OUTPUT 600 VOLTS |
| 中文描述： | TRIGGER OUTPUT SOLID STATE RELAY, 3750 V ISOLATION-MAX |
| 文件頁數(shù)： | 6/8頁 |
| 文件大?。?/td> | 228K |
| 代理商： | MOC2R60-10 |
6
Motorola Optoelectronics Device Data
0.315” min
[8 mm min]
Figure 16. PC Board Layout Recommendations
Thermal measurements
of R
θ
JC are referenced to
the point on the heat tab
indicated with an ‘X’.
Measurements should be
taken with device orientated
along its vertical axis.
Use care to maintain the minimum spacings as
shown. Safety and regulatory requirements dictate
a minimum of 8.0 mm between the closest points
between input and output conducting paths,
Pins 3 and 7. Also, 0.070 inches distance is
required between the two output Pins, 7 and 9.
Keep pad sizes on Pins 7 and 9 as large as possible for
optimal performance.
Figure 17. Test Circuit for Conducted Noise Tests
0.070” MIN
Each device, when installed in the circuit
shown in Figure 17, shall be capable of
passing the following conducted noise tests:
Figure 18. Approximate Thermal Circuit Model
IEEE 472 (2.5 KV)
Lamp Dimmer (NEMA Part DC33, 3.4.2.1)
NEMA ICS 2-230.45 Showering Arc
MIL-STD-461A CS01, CS02 and CS06
TC
TJ
TS
TA
TA
TC
TJ
{
}
Junction
Temperature of
MOC2R60 . . .
Output Chip
With Additional Heatsink
R
θ
JC
R
θ
CA
R
θ
SA
R
θ
CS
R
θ
JC
No Additional Heatsink
Ambient Air
Temperature
Heat Flow
Z Load
= Rated IF
F
I
0.022
μ
F
10
150 V
MOV
AC
Supply
Noise
Source
2
Device Under Test
3
7
9
Terms in the model signify:
TA = Ambient temperature
TS= Optional additional
heat sink temperature
TC = Case temperature
TJ = Junction temperature
PD = Power dissipation
Values for thermal resistance components are: R
θ
CA = 36
°
C/W/in maximum
R
θ
SA = Thermal resistance, heat sink to ambient
R
θ
CA = Thermal resistance, case to ambient
R
θ
CS = Thermal resistance, heat sink to case
R
θ
JC = Thermal resistance, junction to case
R
θ
JC = 8.0
°
C/W maximum
The design of any additional heatsink will determine the values of R
θ
SA and R
θ
CS.
TC – TA = PD (R
θ
CA)
= PD (R
θ
JC) + R
θ
SA), where PD = Power Dissipation in Watts.
X
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