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1N2804B THRU 1N2846B
SILICON ZENER DIODES
50W, 6.8 THRU 200 VOLT
5% TOLERANCE
DESCRIPTION:
The CENTRAL SEMICONDUCTOR 1N2804B series
types are silicon Zener diodes manufactured in a
hermetically sealed metal case, designed for high
reliability industrial applications. Also available in
reverse polarity connection (replace “B” suffix with “RB”
suffix in part number - ex. 1N2804RB). The typical
lead diameter is 50 mils.
MARKING: FULL PART NUMBER
MAXIMUM RATINGS: (TC=75°C) SYMBOL UNITS
Power Dissipation PD 50 W
Operating and Storage Junction Temperature TJ, Tstg -65 to +175 °C
Thermal Reistance ΘJC 2.0 °C/W
ELECTRICAL CHARACTERISTICS: (TC=30°C unless otherwise noted) VF=1.5V MAX @ IF=10A (for all types)
TYPE
ZENER
VOLTAGE
VZ @ IZT
TEST
CURRENT
MAXIMUM ZENER
IMPEDANCE
MAXIMUM
REVERSE
CURRENT
MAXIMUM
ZENER
CURRENT
(TC=75°C MAX)
TYPICAL
TEMPERATURE
COEFFICIENT
MIN NOM MAX IZT ZZT @ IZT ZZK @ IZK IR @ VRIZM ΘVZ
V V V mA Ω Ω mA μA V mA %/°C
1N2804B 6.460 6.8 7.140 1850 0.2 70 5.0 150 4.5 6600 0.040
1N2805B 7.125 7.5 7.875 1700 0.3 70 5.0 75 5.0 5900 0.045
1N2806B 7.790 8.2 8.610 1500 0.4 70 5.0 50 5.4 5200 0.048
1N2807B 8.645 9.1 9.555 1370 0.5 70 5.0 25 6.1 4800 0.051
1N2808B 9.500 10 10.500 1200 0.6 80 5.0 10 6.7 4300 0.055
1N2809B 10.450 11 11.550 1100 0.8 80 5.0 5.0 8.4 3900 0.060
1N2810B 11.400 12 12.600 1000 1.0 80 5.0 5.0 9.1 3600 0.065
1N2811B 12.350 13 13.650 960 1.1 80 5.0 5.0 9.9 3300 0.065
1N2812B 13.300 14 14.700 890 1.2 80 5.0 5.0 10.6 3000 0.070
1N2813B 14.250 15 15.750 830 1.4 80 5.0 5.0 11.4 2800 0.070
1N2814B 15.200 16 16.800 780 1.6 80 5.0 5.0 12.2 2650 0.070
1N2815B 16.150 17 17.850 740 1.8 80 5.0 5.0 13.0 2500 0.075
1N2816B 17.100 18 18.900 700 2.0 80 5.0 5.0 13.7 2300 0.075
1N2817B 18.050 19 19.950 660 2.2 80 5.0 5.0 14.4 2200 0.075
1N2818B 19.000 20 21.000 630 2.4 80 5.0 5.0 15.2 2100 0.075
1N2819B 20.900 22 23.100 570 2.5 80 5.0 5.0 16.7 1900 0.080
1N2820B 22.800 24 25.200 520 2.6 80 5.0 5.0 18.2 1750 0.080
1N2821B 23.750 25 26.250 500 2.7 90 5.0 5.0 19.0 1550 0.080
1N2822B 25.650 27 28.350 460 2.8 90 5.0 5.0 20.6 1500 0.085
1N2823B 28.500 30 31.500 420 3.0 90 5.0 5.0 22.8 1400 0.085
1N2824B 31.350 33 34.650 380 3.2 90 5.0 5.0 25.1 1300 0.085
1N2825B 34.200 36 37.800 350 3.5 90 5.0 5.0 27.4 1150 0.085
1N2826B 37.050 39 40.950 320 4.0 90 5.0 5.0 29.7 1050 0.090
1N2827B 40.850 43 45.150 290 4.5 90 5.0 5.0 32.7 975 0.090
1N2828B 42.750 45 47.250 280 4.5 100 5.0 5.0 34.2 930 0.090
1N2829B 44.650 47 49.350 270 5.0 100 5.0 5.0 35.8 880 0.090
TO-3 50 MIL CASE
R0 (21-March 2013)
www.centralsemi.com