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KVjs4XV7e2ufEMrmRlYMJJEeU4AKjCke7dcLqPceJdVSK/u9J0qLTogZVgn1ORAxU5Ej5t/ugAEKQMdSMgbbltJ4k1S6tLi80nTobBXVvK/tCTfkN/rCpgG4gYKqSuD15xtAGa34t8N3OgajBB4h0mWaW1lSOOO9jZnYqQAADkkntUth/yM2m/9gY/+hx1qeIv+RZ1X/rzm/wDQDWXYf8jNpv8A2Bj/AOhx0AdNWHoX/IY8T/8AYTT/ANJLetysPQv+Qx4n/wCwmn/pJb0AbM3+ok/3T/KuFs7a+jtPBFvYXVvDPHpbL5lxbtKpAiiB+UOp/Wu6lBaFwBklSBXB6fDcajp/gXZqFxZzPpRdprdYyx/dRZGHVl5+lAGjr1vrKaPMdV1XwzJY7kEovtLZYcbhgsWuMcHGPfFcabbwzZJFBFq/w7upZHJLyaXHgc5JZvtGFHoAPYDrjuNU0rXLXTpZbHxBrl5cjASFEsVJycZ+aFRwOcZGcYrAP9v20kkFr/wlpv5x5rb/AOyiD23MeSB6DI6YGOwBjG28M2SRQRav8O7qWRyS8mlx4HOSWb7RhR6AD2A640NItfAtlN5Wpap4EvY2VmBjsoYm3ZHJYyuoHJ+UAe3Q1ZP9v20kkFr/AMJab+cea2/+yiD23MeSB6DI6YGO2hpNzqel6jKsun+J7+eZDJJFcNpoGcgb8o6kegBOMZwOOAYn/FrP+pN/8laqal/wrs2LjTG8DLdkqEa4S2dFG4biQGUnjPQ9cV0/9u6j/wBCnrP/AH9s/wD4/VTU9W1y506aGx8O63aXLAbJ0ksSU5HOGlYHjPGPxHUAjhjbeGbJIoItX+Hd1LI5JeTS48DnJLN9owo9AB7AdcBtvDNkkUEWr/Du6lkckvJpceBzklm+0YUegA9gOuNk/wBv20kkFr/wlpv5x5rb/wCyiD23MeSB6DI6YGOwf7ftpJILX/hLTfzjzW3/ANlEHtuY8kD0GR0wMdgY7wxp9pb3bxeHde8GS3xjZpHstKBlKbhnOy44XJXjgdOK2L6HWo9f8NHUdQsLiH+0JAEt7F4WDfZLjnc0rgjGeMfj61dIsdUlv5baXUvE1jM6efJJcDTW3nIH8Cuw9sjGFIzxVq+027s9f8NST65f3ynUJFEVwkAUH7Jcc/u4lOeMdcc9KBGt4dRUsboKoA+33ZwPUzOT+ta9Y3hmUTafduAQBqN4vP8As3Dr/StmgDD8F/8AIi+Hv+wZbf8AopaZ4iP/ABNfDHvqp/8ASW4p/gv/AJEXw9/2DLb/ANFLSeIUZtS8NuMbY9TLMSext5x/MigDN0uDXJNQ1xtP1HToIP7Rf5LiweZs7EydwmQY9sVp/ZfFX/QZ0b/wUy//ACTWZpel3l3qGuSwa9qNkn9ouPKt0tyv3E5/eRMc/jWn/YWo/wDQ2az/AN+rP/4xQBxmu2mlW2rXl3rmteCZdSKoJIrrSVaUcDaNrXGckEcntjkAcM0e08FR3T3Osaj4BmEkQH2e2tYIxE3HQmVge+flzz1wMVr6pBqmnal5rXfiu7K4iinhXTNrbsHCKyhs+vyj7voM1Lo8viGzuWu9Q07xLfSshjEMkmnCNBuyCNjoS3GM8Z9OBgAztZf4dRae0unzeCY5UOT5lpBc7h/dVFdDnOOc46/UYK23huCKTUrrVvh95xiANpFpkcoT2UC4GWPGSc49cV3Gta5qJslP9jeItPxIuJLY2DuxPAUK8j5yT2GePTNYITxBFLFfaoPFf2oMYoBF/ZTBQx4Cg9Wx1YAcewoGdf8AZfFX/QZ0b/wUy/8AyTXCahaaDbX19d6lrPgKW+LkTQvpSM4fccjBuAdxbOS3Oc5OBXd/2FqP/Q2az/36s/8A4xXM3Met2V4Z7qfxXNIsjQQSwrpZVlLHGxWGckDJO0HA5AxwCIdIj8ApaM2sXPgSa5dt2LaG2jSMYHyjLMTzk5z39q0P+LWf9Sb/AOStXNH1LX7OzZNQ0TXr6ZnLB5HsBsXso2SIDj1xnn8K0P7d1H/oU9Z/7+2f/wAfoA5yOTR4fDnieXQVsGsI7lHQWWzyiwjiJxs4zmu/ribm5N3pPiV7uyuLPzLuGNoZ2QuMpCo5RmHOfWu2oAw9d/5DHhj/ALCb/wDpJcVuVh67/wAhjwx/2E3/APSS4rcoAKKKKACisea58SLPIINJ0l4QxEbyanIjMueCVFuQDjtk/U1H9q8Vf9AbRv8AwbS//I1AG5RWH9q8Vf8AQG0b/wAG0v8A8jUfavFX/QG0b/wbS/8AyNQBuUVh/avFX/QG0b/wbS//ACNR9q8Vf9AbRv8AwbS//I1AG5RWH9q8Vf8AQG0b/wAG0v8A8jUfavFX/QG0b/wbS/8AyNQBuUVh/avFX/QG0b/wbS//ACNR9q8Vf9AbRv8AwbS//I1AG5RWH9q8Vf8AQG0b/wAG0v8A8jUfavFX/QG0b/wbS/8AyNQBuUVh/avFX/QG0b/wbS//ACNR9q8Vf9AbRv8AwbS//I1AG5RWH9q8Vf8AQG0b/wAG0v8A8jUfavFX/QG0b/wbS/8AyNQBuUVh/avFX/QG0b/wbS//ACNR9q8Vf9AbRv8AwbS//I1AG5RWH9q8Vf8AQG0b/wAG0v8A8jUfavFX/QG0b/wbS/8AyNQBuUVh/avFX/QG0b/wbS//ACNR9q8Vf9AbRv8AwbS//I1AG5RWH9q8Vf8AQG0b/wAG0v8A8jUfavFX/QG0b/wbS/8AyNQBuUVh/avFX/QG0b/wbS//ACNR9q8Vf9AbRv8AwbS//I1AG5RWH9q8Vf8AQG0b/wAG0v8A8jUfavFX/QG0b/wbS/8AyNQBuUVh/avFX/QG0b/wbS//ACNR9q8Vf9AbRv8AwbS//I1AG5RWH9q8Vf8AQG0b/wAG0v8A8jUfavFX/QG0b/wbS/8AyNQBuUVh/avFX/QG0b/wbS//ACNR9q8Vf9AbRv8AwbS//I1AG5RWH9q8Vf8AQG0b/wAG0v8A8jUfavFX/QG0b/wbS/8AyNQBuUVh/avFX/QG0b/wbS//ACNR9q8Vf9AbRv8AwbS//I1AG5RWH9q8Vf8AQG0b/wAG0v8A8jUfavFX/QG0b/wbS/8AyNQBuUVh/avFX/QG0b/wbS//ACNR9q8Vf9AbRv8AwbS//I1AG5RWH9q8Vf8AQG0b/wAG0v8A8jUfavFX/QG0b/wbS/8AyNQBuUVR06XVZfM/tOys7bGPL+zXbT7uuc7o0x29c5PTHN6gAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAw9d/5DHhj/ALCb/wDpJcVuVh67/wAhjwx/2E3/APSS4rcoAKw/Gn/Ii+If+wZc/wDopq3Kw/Gn/Ii+If8AsGXP/opqANysLxJiCbRNQY4jtNRTefaVHhH/AI9Kv5Vu1Be2VvqNlNZ3cYkgmQo6HjIPv2PvQBxJsdI0bVNRh1u81Kygmunuba5GpXUFuVkO9lJRxGjB2cY4yMHkk08v4AMqynxWpkVSof8A4SebIBxkZ87ocD8hW6NAvzALeTxLqbRA44SEOV9C3l5/EYP481d03RNO0m3MNnaooZt0jtl3kb+87Nksfck0AcqX8ANKsp8VqZFBVXPiebIBxkA+d3wPyFBfwA0qynxWpkUFVc+J5sgHGQD53fA/IV2/kxf88k/75FHkxf8APJP++RQBxBfwA0qynxWpkUFVc+J5sgHGQD53fA/IUhb4ftOs58VIZkUqsh8TzblBxkA+d0OB+QruPJi/55J/3yKPJi/55J/3yKAOIL+ADKsp8VqZFUqH/wCEnmyAcZGfO6HA/IUF/ADSrKfFamRQVVz4nmyAcZAPnd8D8hXb+TF/zyT/AL5FHkxf88k/75FAHEF/ADSrKfFamRQVVz4nmyAcZAPnd8D8hWzH4v8ADFvbxwW2uWt2yKESK3uftc74GPuqWdz78n1rd8iL/nkn/fIrGTwtb2dwZdIvLrS1YkvBbbDC2fRHVgvPPy7cnrmgDJjS5dtHju4tl3qeqPfSwngwxIjMmR6jbAp/2mrs6ytP0T7JfPqF3ez396yeUssyooijzkqiqAACQCTyTgc8ADVoAw7r/ketJ/7Bl7/6Nta3Kw7r/ketJ/7Bl7/6Nta3KAOJ19zFp3jESMqxgRSgkjgeWoJPoPlP5Vtf8Jp4V/6GXRv/AAPi/wDiqztVsJtQ1XxLpsTLG9/o8XkOe0mZlJ/DMf51v6PqcWsaVb30I2+Yvzxk/NG44ZG9GU5BHqKAOBgn8F6rK01z4p8vTx/qrabxHNukIIIkcNNlcEDavBHU88LLBP4K1CQzXHirZaceVBJ4lm3MQQRIwM2VOQNq8EdTzwvo9FAHnEE/grUJDNceKtlpx5UEniWbcxBBEjAzZU5A2rwR1PPCkE/grUJDNceKtlpx5UEniWbcxBBEjAzZU5A2rwR1PPC+j0UAeaxS+C9SmM1z4qCWAA8q2l8STFpCCCHcGbK4IBVeCOp54VsE/gvVZWmufFPl6eP9VbTeI5t0hBBEjhpsrggbV4I6nnhfTKKAPOIJ/BWoSGa48VbLTjyoJPEs25iCCJGBmypyBtXgjqeeFfYnwfrF5H/xUzmKR1S2tD4jnaSV9wKsV87IbIG1RyOp5OF9EooA5TW/DNhb6BqMyXGrFo7WVwJNXunUkKTyrSEEexBBqzpbFtegXaNsekQnd3+Zjx/47Uvi+4K+HbmxifF5qKmytVHUySDbnHooJY+gUmk02Ff+Ev1eWMARw2lpaAAdCplcj8pFoA3qw9C/5DHif/sJp/6SW9blYehf8hjxP/2E0/8ASS3oA3K89/s8SeHtGk8q+ZNEuZbK4hspJY5vJBaPK+UQxxtjfAzlc8E4r0KsefQn/tKa+sNSubBrjBuI4ljdJWAAD4ZThsADI6gDIOBQBzwuPAxHzeKpYm7pN4kuY3U+h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Multilayer Ceramic Chip Capacitors
CF Series 【RoHS Compliant Products】
■Features
Perform less than 1 fit failure ratio by high voltage durability and high reliability which has optimized internal electrode structure based on designing of safety.
・ Mid-voltage range (Straight structure)
Secure break-down voltage margin with proper suitable dielectric
thickness for each rated voltage.
・ Mid-voltage range (Dual cascade structure)
Achieves high rated voltage by series connection of two capacitor
units in one MLCC to divide applied voltage into two. Also, it has
good protection against transient voltage.
・ Mid-voltage range (Triple cascade structure)
Achieves high rated voltage by series connection of three capacitor
units in one MLCC to divide applied voltage into three. Excellent
safety against high voltage.
The multi cascade design prevents short circuit failure which
results in excellent reliability
■Applications
●Camera/ Strobe circuit, Surge killing, Trigger circui
●LCD back light inverter, Ballast capacitor
●Power circuit/ DC-DC converter, Snubber circuit
Size
(EIA Code)
CF21
(0805)
CF316
(1206)
CF32
(1210)
CF42
(1808)
CF43
(1812)
Rated Voltage(
Vdc
)
250 250 630 1000 250 630 1000 1000 2000 250 630 1000 2000
Capacitance(p
F
)
220
470
B1
A1
102 1000
B1
A1
2200
C1
A1
4700
C1
A1
103 10000
B1
A1
22000
D1
A1
C1
A1 A1
47000
B1
104 100000
C1
B1
A1
220000
A1
Two digits alphanumerics in capacitance chart denote dimensions and tan
δ
.
Please refer to the below table for detail.
Size
Size
Code
Dimension
(mm)
L W T
21
B 2.0
±
0.10 1.25
±
0.10 0.85
±
0.10
C 2.0
±
0.10 1.25
±
0.10 1.05
±
0.10
D 2.0
±
0.10 1.25
±
0.10 1.25
±
0.10
316
A 3.2
±
0.20 1.6
±
0.15 1.15
±
0.10
B 3.2
±
0.20 1.6
±
0.15 1.25
±
0.10
C 3.2
±
0.20 1.6
±
0.15 1.6
±
0.15
32
A 3.2
±
0.30 2.5
±
0.20 1.6
±
0.15
B 3.2
±
0.30 2.5
±
0.20 2.0
±
0.20
42 A 4.5
±
0.20 2.0
±
0.20 2.2 max.
43 A 4.5
±
0.30 3.2
±
0.20 2.5 max.
(Example)
In case of “B1” for CF21;
L:2.0
±
0.1mm
W:1.25
±
0.1mm
T:0.85
±
0.1mm
Tan
δ
:2.5% max.
Tan
δ
Code
Tan
δ
1 2.5%max.
<Standard Capacitance Value>
・E3 Series
Please contact for capacitance value other than standard.
X7R Dielectric
●Capacitance chart
General Spec. Mid
-
voltage range
Straight structure Straight structure Dual cascade Triple cascade
Internal structure
Equivalent circuit
High Voltage
停产产品
Discontinued
Product