HBC series low - loss, high frequency snubber capacitors ? low stable esr at high frequency. ? ultra stable np0 performance. ? suitable for solder wave and reflow soldering. ? rohs compliant. ? high peak to peak voltage capability. HBC 1206 n 100 j 501 t product code HBC : low - loss high frequency capacitors chip size ex. : 1206 1210 dielectric ex. : n : np0 capacitance unit : pf ex. : 100 : 10 10 0 101 : 10 10 1 102 : 10 10 2 tolerance ex. : f : 1% g : 2% j : 5% k : 10% rated voltage ex. : 501 : 500vdc 631 : 630vdc packaging t : tape & reel b : bulk HBC series - low - loss, high frequency snubber capacitors operating temperature - 55~+125 rated voltage 500v and 630vdc temperature coefficient 30ppm at - 55~+125 capacitance range 10pf ~ 2700pf dissipation factor 0.1% max. at 1mhz 25 insulation resistance 10g dielectric withstanding 1.5 wvdc for 5 sec capacitance tolerance f, g, j, k ageing none piezo effects none dv/dt rating >6kv/ second ? how to order ? summary of specifications ? high frequency pulse circuits. ? lighting ballast snubber circuits. ? dc- dc converters. ? high dv/dt rating. ? features ? application - 26 -
type l w t (max) b (min) bw (min) 1206 3.20 0.3 1.60 0.2 1.80 1.50 0.30 1210 3.20 .30 2.50 0.2 2.60 1.60 0.30 w t bw b l HBC series - low - loss, high frequency snubber capacitors ? characteristics peak to peak voltage ? dimensions unit : mm [inches] - 27 - ac voltage pulsed voltage dc + ac voltage 0v dc + pulsed voltage 0v = peak to peak voltage ? capacitance range ? other dimensions, capacitance values and voltage ratings are available. please contact hec. 100 120 150 180 220 270 330 390 470 560 680 820 101 121 151 181 221 271 331 391 471 561 681 821 102 122 152 182 222 272 684 824 105 155 225 dielectric characteristic size voltage capacitance range 500v 1210 630v 630v 1210 np0 1206 500v 1206 to convert a dc voltage rating to maximum peak to peak voltage a conversion factor of 1 . 25 : 1 should be used . for example : 500 vdc rating = 500/ 1 . 25 = 400v peak to peak voltage where peak to peak is defined as below .
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