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T502B685M035AG6110 Datasheet(PDF) 6 Page - Kemet Corporation |
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T502B685M035AG6110 Datasheet(HTML) 6 Page - Kemet Corporation |
6 / 16 page © KEMET Electronics Corporation • P.O. Box 5928 • Greenville, SC 29606 (864) 963-6300 • www.kemet.com T2075_T502 • 6/24/2016 66 Tantalum Surface Mount Capacitors – High Temperature T502 Series MnO2 230°C Recommended Voltage Derating Guidelines 0% 10% 20% 30% 40% 50% 60% -55 25 85 125 175 200 215 230 Temperature (°C) 33% Rated Voltage Working Voltage 25°C 85°C 125°C 200°C 215°C 230°C 16 16 16 13.1 7.5 6.4 5.3 25 25 25 20.5 11.8 10 8.3 35 35 35 28.7 16.5 14 11.6 Note: Additional reliability can be obtained through the derating of voltage Ripple Current/Ripple Voltage Permissible AC ripple voltage and current are related to equivalent series resistance (ESR) and the power dissipation capabilities of the device. Permissible AC ripple voltage which may be applied is limited by two criteria: 1. The positive peak AC voltage plus the DC bias voltage, if any, must not exceed the DC voltage rating of the capacitor. 2. The negative peak AC voltage in combination with bias voltage, ifany,mustnotexceedtheallowablelimitsspecifiedforreverse voltage. See the Reverse Voltage section for allowable limits. The maximum power dissipation by case size can be determined using the table at right. The maximum power dissipation rating stated in the table must be reduced with increasing environmental operating temperatures. Refer to the table below for temperature compensation requirements. Temperature Compensation Multipliers for Maximum Ripple Current T≤200°C 200≥220°C 220≥230°C 1.00 0.70 0.30 T = Environmental Temperature KEMET Case Code EIA Case Code Maximum Power Dissipation (P max) mWatts at 25°C w/+20°C Rise B 3528–21 85 D 7343–31 150 The maximum power dissipation rating must be reduced with increasing environmental operating temperatures. Refer to the Temperature Compensation Multiplier table for details. Using the P max of the device, the maximum allowable rms ripple current or voltage may be determined. I(max) = √P max/R E(max) = Z √P max/R I = rms ripple current (amperes) E = rms ripple voltage (volts) P max = maximum power dissipation (watts) R = ESR at specified frequency (ohms) Z = Impedance at specified frequency (ohms) |
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