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ssPkhvPut3G0HgcBXHbEgJPFTxT6P8A2rBHFoW28SNDvNvEjQqWZFGSQcDY33cjHTgipZL+y1m2DtM9rDDHDdLdFlXynbJC/MCAQOoPZx61B/ZmmLrEFw+ts96yIFWV4HaQB3dSNyEjlz93AwBjpQBc0S40u4eeTTbEQBuWlWAIJeT3HfOeDgjPTmtisbSNOsba9ubi3v2u58CKUs6My4JwGKgEkerZPv1zs0AFFFFAHPeJtYutKksxbFAH3O+7HIUrwM9Thj8o+Y9uhqTw/qlxqMs6zSpJtijkYKAPJkYuGiOO67V688+4qzq2txaVcW0Dx73nDP8Ae2gIpUMc/wDA164HqRS6Tq41R7lfJ8kxNwjE7ypJAYggYB2nHUcHnigDTooooAK5rxBrN5pmoIIGR0EQKWyEeZM5LAYUjJUYGcEEDJrpazdQ1mGwvrW0aN5JJyxJQZ8tQjvk/XYQB359DQAzQb5763uS1yl0kUwSO4QACQGNGJ444ZmHHp65rVrP0fU/7VsjOYhC6tteLcSyHAOGBAIOCDjHQg960KACiiigDm/EetXWlXMf2SSOVzE7fZduWPySEN6tllUcdADnqMaOi3j3kFxm4W6jimMcVyuMSrtU5444JZeP7tM1fXY9Glj+0W7mBkdvMVhnKozkAfRO+OWGM84t2F412s6yQ+TNBJ5UqBtwB2hhg9xhlNAFuiiigAqOdZXt5VhkEcrIQjkZ2tjg471JUc7vFbyyRxGWRULLGDjcQOBn3oAzND1KfVlmuXQRxKEi8vHIlUfvee+GOz6oa16o6fqkOpO5tgWhWONxL2Jdd23HqFKn/gQq9QAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAGNcppE2tBJVna8BjLLGJdmQcoX2/IcdRuoXw7o1t5b/AGZjsMapmV32hWBRRycKGAwOg57E1Hc6BLNrM9+l3EqzKqsjROSMAjgiQDv3U1Tg8E2ts8bQSRR7ZInbZbgblTyfl69CYSfq/tyAXbDR9DeKI2JLpFjYY7lzhSqkLnd90gIdvTpxTLrRNB0+3WW4hkWFCqKoklcbiNi4UE5bB2g4zjjpWUngBFEC/bItsSqpC25XJCRpu4cYYCMEHtubrmtGfwojab9lguvKbzhMx2HY7eb5mSqsDu7Z3dKAL/2DS9W8m+iL5AcJJbzvCTuI3g7CCTlBnPQinPoOmSRyRvb7ll5fMjfN87P6/wB52P41hSeCHkNtnUI9sCOoH2c5+YyZAYPu24kxgkn5euSTUtr4N+z3tlcveq/2XG1RCU24kZxtw3Gd2GJ3bgBmgC2+j6A8vKsJEnMYCzyArK2HwMHg8547MexNaFuNO06f7JE6RyzFW2FyS5CbRjP+zH/46TVPUPDq395czfanijnt2j2Iv3ZShTzQc/eCMV/KsxvBTM7yreW0chfeiJZjyojsZPlQscfe3f72T3xQBsDw5pKwW8CW22KDcI1WVwMFgxU4PzDIBwcjio5PCmizfetXxt24WeQcYAPRvRVH4CsKTwbdQSWkcLwTxi6WYsYcCACSNzsy+VJ2NyM5yBgda3fDfh9fD1nJbicSlyuWClc4UDJBY/McckY/SgCG38I2KSTPcNLNuK+XtkdPKVd4AUhsjiRhgYXngCt9VCqFUYAGAKWigAooooAKKKKACiiigAooooAKKKKACkZgqlj0AyeKWigDnpLC0ka0fSBbvILg6kYnkYLMHRk3bsNj7wI4x8uBjqILbQ9Th1OSYfZoYJlQMltMUEeAQcKYznGeu5c+gqHUPDc8FsgtkN4DeBvL8tCI7cLJsj2swDBWfjkdfaqcui6w2prNZ2rWpCxiOXbEqx4QqwO2QkAE52gEE457gA3dI0m6tLm0eeO1hS0szaKLdifN5U7iCo242cDn77c+u7WBoljPbXgdbGWxgFsElSSVX86XI+fhjkgbsscFtwz0rfoAKKKKAMvUotKurqC3vjmYghFDsuVYjKsV/hYqOG4bHfFLYppdtqVzBauftbKPMDSO5CryFBYkADzM7R03jgZFRXuhtc63HqcVyInVI0YFCxwjMw2ncMZ3kNkHI4460610eS31U3j3Kun7xljWLaQz7NxzuORlOBjv1OKANaiiigArKubbRdR1ZEuILea/t/mVinzL8pGN30fOM8bgcdDWrWLHoUkGu3OpwXSqZyWKNGSclUXBO7lRsyBgck89iAWNJ/s1BcRafIXPmbpSzs7McbQdzEkjCYBzj5cDpWlWVpGjtpjuWuBKPJjt4wI9u2OMuVzyct85yeOnStWgAooooAybq20nVNSe3uEaeeNNskZL+XjHAYD5ScPnnnmptKbTgk0NhKX2vukLOzsxPG4s2Sw+XAOSPlwOlQf2NIuuvqUU8MZfllEB3P8AKq4dt3zABeOOCR6YLtI0dtMdy1wJR5MdvGBHt2xxlyueTlvnOTx06UAatFFFABTJpo7eCSeVtscal3b0AGSafSEAggjIPUGgCnYQ2Fm0tpZBVJP2h1Uk/fJwcnsdpAHYDAwAKu1m6NpI0i2ki84zFmGGK4KooCovU9FA57nJ4zitKgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAMC5sp21555LCS6VmhNvMswRbcA/MOu4dycA7gQp4FZyR+L3ifdLNG62xbnyPnuAv3Rgf6stjGcN1yRxVy6g1iXXrma2LrBCYmQtOyhwBlkCY2tu6bicjPtVCPxF4j+zWzyaZmR5RvCWU2Nn7vI55VvmfBwQdvscgCmy8Txy3n2eWdATM0chMLFzvuGQcg/L80PXp045q1K/iZpnXyrhIFlbc8Rg3uhkcr5e444Xywd2OM96Wyu9cl8NXwlhki1CKMiDMZLMNvDAnhmznjAwRg5HJjl1K+slxpcF/PCd7A3ltK5ZwE2xrnDKGy3zvkAg9uKAGb/FxtxE6OsywgtNGIWVn/c8KCR/02GTj8eKvXtreXMWly3ljLdokDC5tEkQnziFwxyVVtuHHGOWBA44yodT8SW16IhaSSxSTtl7iGQ4AKgKCo+XILHceOKmk1jxB50MggbHlyCSIWEuEfcnGc5fau85XAbGByRQA+W28QyXUMQjlW1Sa3YoZUZFjVoiQGP7xnBD5J4Iz3IqrYW/i63t0hlaRY4oIU2IIWOB5QbaxP38eZ94Yz+FbOkX2sXpuWuoY4kRCId1u8Zkbc4DfMeAVVTtxkbutU7C+urS3glZNVmciIXvn27kKxDbii4zndjO3KgY+tAEIh8TxXkrRG7Mcjq672gIB8uEfP6LkS5Cd+R1FX5rPU5tBtUuzLdT+ckl1BlFMiZ5QYwuOhwTyAQTzVGHV/FElobhrCFW+yyTCA2sgYuqRkJnd1LO3b+Ajk5NINW8TTWszC1iUqiBStpKDIXd1yAxG3aApIIPXPAIoAfcjxDBbvDpNhLbxtETChlifymzMSDuPfMWAMqOgOBS6hb+Ko5pRY3s0kXm7Yy0cBO0RJgkfLwXMmec8LgAV0WnPJLplrJMWMrQoXLIUO7AzlTyOexqzQBzEdt4gOoWz3E07wLcrIyqYhhf3ykcAZXBhPOT6c109FFABRRRQAUUUUAFFFFABRRRQAUUUUAUdagnudB1G3tQTcS20iRANglipA57c1n6Zqclzqckc2oRibzp4zYCMFkRGIRsj5lyoDZbg7hjtmXVr+40/VbNkillhkieMIvCtK0kSpk9BwXP0DcGo5vEf2K8W2vrJ4JDbyTEhw4JQnCj13AMR06cgGgDdoqrpt4NR0u0vhGYxcwpMEJyV3KDjP41aoAKKKKACiiigAooooAK5rUNLujfzyi3nu7SSdJJIfOGZFEci4AZgAAxQ446Z610tcfLdXkmoXGG1dLEXBSX/R5d5AEnzJhfu7vLUbc5AyepJALWh6dqlrqUb3yu0iwss9yZAVmO2IKAM54Kv1A7/wB4101czoc2rvqUY1AXAlMLfaFZCIgdsW3acYzkv0PrnoMdNQAUUUUAFFFFABRRRQAVj63Fq8ssI0y4khRYnLlBGdz7o9oO8Hjb5nT0+lbFY+t3erW8sK6ZFGymJ3kaSBpOQ0YCjawwSGY9/u/WgDMFn4ifVLe8k+dLKYxqrSKGnjaRgzELhf8AVmM4OOUPAzXV1ygv9fk1S3ma0mFtazGC4EcZUTBpGTeFOSQAI3yCeCw5rq6ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA567127t9bmto4A9vAY/MxBISEYZZjIPlG0ZO08nGB1pkfjSxeGGQ2d7GJZAgV0UMAdnz43cr+8GSM459s3pdWs7XU5IGtpAzPHHLcKi7dz8ICc7j1A6YGagRPCrxQBF0cxmTbCFERBc7eF9/udP8AZ9qAIovExufC99qkEH760RtysOC4UHAGc45HpntwQajh8WrCmy/t5POFyYD5abSB8nzsjNuUfvF6Z457gVcN3oh0O7u1t4HtFgzcRLGpJQLkKy/Q9D61AreG47eH7bZadYLvbyYroQrk/Lkrgkddv449qAGr4zsWeKP7HfeZIzAp5YLRgbMswDZA/eLx168dM3bjUroapNbw/ZY4bZInla4YgvvYjg/w4C9SDk8cYzVGS+8KW00KNHpw+YSwskaEZJjXcCOhy8fPtnoKvyXGg3d5FJLNp011HIIomZkZ1fOQq985B4HpQBTuPF9lborC1u5c24uSECZVMSHJyw6CJvzFD+LreO7ktW0+/EqOkRARCPMbZhN27Gf3i85x15p+7Q4by6iXTIVQMyXVyLZRGGKFmDt/usckjHzEE5OKsXU/h62vWmu5dMjuiRueVow+VKkZJ54Ow+3y+1AC6RrX9rT3arayQpAVXMhXJY53DgnoRj+VatZUeoaDa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BC546,A,B
BC547,A,B,C
BC548,A,B,C
SILICON
NPN TRANSISTORS
DESCRIPTION:
The CENTRAL SEMICONDUCTOR BC546, BC547,
BC548 series devices are silicon NPN small signal
transistors, manufactured by the epitaxial planar
process, designed for general purpose amplifier
applications.
MARKING: FULL PART NUMBER
TO-92-18R CASE
MAXIMUM RATINGS: (TA=25°C) SYMBOL BC546 BC547 BC548 UNITS
Collector-Base Voltage VCBO 80 50 30 V
Collector-Emitter Voltage VCES 80 50 30 V
Collector-Emitter Voltage VCEO 65 45 30 V
Emitter-Base Voltage VEBO 6.0 6.0 5.0 V
Continuous Collector Current IC 100 mA
Peak Collector Current ICM 200 mA
Peak Base Current IBM 200 mA
Peak Emitter Current IEM 200 mA
Power Dissipation PD 500 mW
Operating and Storage Junction Temperature TJ, Tstg -65 to +150 °C
Thermal Resistance ΘJA 250 °C/W
Thermal Resistance ΘJC 150 °C/W
ELECTRICAL CHARACTERISTICS: (TA=25°C unless otherwise noted)
SYMBOL TEST CONDITIONS MIN TYP MAX UNITS
ICBO V
CB=30V 15 nA
ICBO V
CB=30V, TA=150°C 5.0 μA
VCE(SAT) I
C=10mA, IB=0.5mA 250 mV
VCE(SAT) I
C=100mA, IB=5.0mA 600 mV
VBE(SAT) I
C=10mA, IB=0.5mA 700 mV
VBE(SAT) I
C=100mA, IB=5.0mA 900 mV
VBE(ON) V
CE=5.0V, IC=2.0mA 580 700 mV
VBE(ON) V
CE=5.0V, IC=10mA 770 mV
hFE V
CE=5.0V, IC=10μA (BC546,A, BC547,A, BC548,A) 90
hFE V
CE=5.0V, IC=10μA (BC546B, BC547B, BC548B) 150
hFE V
CE=5.0V, IC=10μA (BC547C, BC548C) 270
hFE V
CE=5.0V, IC=2.0mA (BC546) 110 450
hFE V
CE=5.0V, IC=2.0mA (BC546A, BC547A, BC548A) 110 220
hFE V
CE=5.0V, IC=2.0mA (BC546B, BC547B, BC548B) 200 450
hFE V
CE=5.0V, IC=2.0mA (BC547, BC548) 110 800
hFE V
CE=5.0V, IC=2.0mA (BC547C, BC548C) 420 800
hfe V
CE=5.0V, IC=2.0mA, f=1.0kHz 125 900
fT V
CE=5.0V, IC=10mA, f=35MHz 300 MHz
Cob V
CB=10V, IE=0, f=1.0MHz 2.5 pF
Cib V
EB=0.5V, IC=0, f=1.0MHz 9.0 pF
NF VCE=5.0V, IC=0.2mA, RG=2.0kΩ,
B=200Hz, f=1.0kHz 2.0 10 dB
R1 (13-December 2013)
www.centralsemi.com