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)
G003.Y (6/11) www.pulseelectronics.com 35
Pulse Jack
E l e c t r o n i c s
INDUSTRY STANDARD PERFORMANCE (continued)
1008CD Series
PE-1008CD090KTT 9.7 @ 50 MHz ±5% (J), ±2% (G) 50 @ 500 MHz 4100 0.09 1000
PE-1008CD100KTT 10 @ 50 MHz ±5% (J), ±2% (G) 50 @ 500 MHz 4100 0.09 1000
PE-1008CD120KTT 12 @ 50 MHz ±5% (J), ±2% (G)) 50 @ 500 MHz 3300 0.09 1000
PE-1008CD140KTT 14.3 @ 50 MHz ±5% (J), ±2% (G) 50 @ 500 MHz 1850 0.10 1000
PE-1008CD150KTT 15 @ 50 MHz ±5% (J), ±2% (G) 50 @ 500 MHz 1850 0.10 1000
PE-1008CD180KTT 17.8 @ 50 MHz ±5% (J), ±2% (G) 50 @ 350 MHz 2500 0.11 1000
PE-1008CD210KTT 20.9 @ 50 MHz ±5% (J), ±2% (G) 55 @ 350 MHz 1800 0.12 1000
PE-1008CD220KTT 22 @ 50 MHz ±5% (J), ±2% (G) 55 @ 350 MHz 1800 0.12 1000
PE-1008CD260KTT 26.2 @ 50 MHz ±5% (J), ±2% (G) 55 @ 350 MHz 1500 0.13 1000
PE-1008CD270KTT 27 @ 50 MHz ±5% (J), ±2% (G) 55 @ 350 MHz 1500 0.11 1000
PE-1008CD320KTT 31.8 @ 50 MHz ±5% (J), ±2% (G) 60 @ 350 MHz 1600 0.16 1000
PE-1008CD330KTT 33 @ 50 MHz ±5% (J), ±2% (G) 60 @ 350 MHz 1600 0.14 1000
PE-1008CD380KTT 38.2 @ 50 MHz ±5% (J), ±2% (G) 60 @ 350 MHz 1400 0.15 1000
PE-1008CD390KTT 39 @ 50 MHz ±5% (J), ±2% (G) 60 @ 350 MHz 1400 0.12 1000
PE-1008CD450KTT 44.9 @ 50 MHz ±5% (J), ±2% (G) 65 @ 350 MHz 1200 0.16 1000
PE-1008CD470KTT 47 @ 50 MHz ±5% (J), ±2% (G) 65 @ 350 MHz 1200 0.08 1000
PE-1008CD540KTT 54 @ 50 MHz ±5% (J), ±2% (G) 65 @ 350 MHz 1150 0.18 1000
PE-1008CD560KTT 56 @ 50 MHz ±5% (J), ±2% (G) 65 @ 350 MHz 1150 0.12 1000
PE-1008CD650KTT 65 @ 50 MHz ±5% (J), ±2% (G) 65 @ 350 MHz 1100 0.20 1000
PE-1008CD680KTT 68 @ 50 MHz ±5% (J), ±2% (G) 65 @ 350 MHz 1100 0.07 1000
PE-1008CD790KTT 79 @ 50 MHz ±5% (J), ±2% (G) 65 @ 350 MHz 950 0.22 1000
PE-1008CD820KTT 82 @ 50 MHz ±5% (J), ±2% (G) 60 @ 350 MHz 950 0.14 1000
PE-1008CD960KTT 96.1 @ 25 MHz ±5% (J), ±2% (G) 60 @ 350 MHz 900 0.56 650
PE-1008CD101KTT 100 @ 25 MHz ±5% (J), ±2% (G) 60 @ 350 MHz 900 0.15 650
PE-1008CD121KTT 120 @ 25 MHz ±5% (J), ±2% (G) 60 @ 350 MHz 950 0.63 650
PE-1008CD141KTT 145.7 @ 25 MHz ±5% (J), ±2% (G) 45 @ 100 MHz 625 0.70 580
PE-1008CD151KTT 150 @ 25 MHz ±5% (J), ±2% (G) 45 @ 100 MHz 625 0.16 580
PE-1008CD161KTT 160 @ 25 MHz ±5% (J), ±2% (G) 45 @ 100 MHz 625 0.77 600
PE-1008CD171KTT 170.2 @ 25 MHz ±5% (J), ±2% (G) 45 @ 100 MHz 650 0.77 620
PE-1008CD181KTT 180 @ 25 MHz ±5% (J), ±2% (G) 45 @ 100 MHz 650 0.77 620
PE-1008CD211KTT 216 @ 25 MHz ±5% (J), ±2% (G)) 45 @ 100 MHz 625 0.84 500
PE-1008CD221KTT 220 @ 25 MHz ±5% (J), ±2% (G) 45 @ 100 MHz 625 0.84 500
PE-1008CD261KTT 260.5 @ 25 MHz ±5% (J), ±2% (G) 45 @ 100 MHz 525 0.91 500
PE-1008CD271KTT 270 @ 25 MHz ±5% (J), ±2% (G)) 45 @ 100 MHz 525 0.91 500
PE-1008CD311KTT 313.6 @ 25 MHz ±5% (J), ±2% (G) 45 @ 100 MHz 500 1.05 450
PE-1008CD331KTT 330 @ 25 MHz ±5% (J), ±2% (G) 45 @ 100 MHz 500 1.05 450
Part Inductance Optional Q SRF RDC IDC
Number (nH) Tolerance (MIN) (MHz MIN) (
W
MAX) (mA MAX)
Part Inductance Optional Q SRF RDC IDC
Number (nH) Tolerance (MIN) (MHz MIN) (
W
MAX) (mA MAX)
1008CD Series (continued)
PE-1008CD361KTT 365 @ 25 MHz ±5% (J), ±2% (G) 45 @ 100 MHz 500 1.12 470
PE-1008CD391KTT 390 @ 25 MHz ±5% (J), ±2% (G) 45 @ 100 MHz 475 1.12 470
PE-1008CD451KTT 447 @ 25 MHz ±5% (J), ±2% (G) 45 @ 100 MHz 450 1.19 420
PE-1008CD471KTT 470 @ 25 MHz ±5% (J), ±2% (G) 45 @ 100 MHz 450 1.19 420
PE-1008CD541KTT 535 @ 25 MHz ±5% (J), ±2% (G) 45 @ 100 MHz 415 1.33 310
PE-1008CD561KTT 560 @ 25 MHz ±5% (J), ±2% (G) 45 @ 100 MHz 415 1.33 310
PE-1008CD591KTT 586 @ 25 MHz ±5% (J), ±2% (G) 45 @ 100 MHz 375 1.40 300
PE-1008CD621KTT 620 @ 25 MHz ±5% (J), ±2% (G) 45 @ 100 MHz 375 1.40 300
PE-1008CD641KTT 636 @ 25 MHz ±5% (J), ±2% (G) 45 @ 100 MHz 375 1.47 230
PE-1008CD681KTT 680 @ 25 MHz ±5% (J), ±2% (G) 45 @ 100 MHz 375 1.47 230
PE-1008CD711KTT 708.8 @ 25 MHz ±5% (J), ±2% (G) 45 @ 100 MHz 360 1.54 200
PE-1008CD751KTT 750 @ 25 MHz ±5% (J), ±2% (G) 45 @ 100 MHz 350 1.61 200
PE-1008CD771KTT 768 @ 25 MHz ±5% (J), ±2% (G) 45 @ 100 MHz 325 1.61 180
PE-1008CD821KTT 820 @ 25 MHz ±5% (J), ±2% (G) 45 @ 100 MHz 325 1.61 180
PE-1008CD851KTT 849.8 @ 25 MHz ±5% (J), ±2% (G) 35 @ 50 MHz 320 1.68 150
PE-1008CD911KTT 909.5 @ 25 MHz ±5% (J), ±2% (G) 35 @ 50 MHz 290 1.75 150
PE-1008CD102KTT 1000 @ 25 MHz ±5% (J), ±2% (G) 35 @ 50 MHz 260 1.90 120
PE-1008CD112KTT 1184 @ 25 MHz ±5% (J), ±2% (G) 35 @ 50 MHz 250 2.00 310
PE-1008CD122KTT 1200 @ 7.9 MHz ±5% (J), ±2% (G) 35 @ 50 MHz 250 2.00 310
PE-1008CD142KTT 1470 @ 7.9 MHz ±5% (J), ±2% (G) 28 @ 50 MHz 200 2.30 330
PE-1008CD152KTT 1500 @ 7.9 MHz ±5% (J), ±2% (G) 28 @ 50 MHz 200 2.30 330
PE-1008CD182KTT 1792.9 @ 7.9 MHz ±5% (J), ±2% (G) 28 @ 50 MHz 160 2.60 300
PE-1008CD212KTT 2154.5 @ 7.9 MHz ±5% (J), ±2% (G) 28 @ 50 MHz 80 2.80 280
PE-1008CD222KTT 2200 @ 7.9 MHz ±5% (J), ±2% (G) 28 @ 50 MHz 80 2.80 280
PE-1008CD262KTT 2646.8 @ 7.9 MHz ±5% (J), ±2% (G) 22 @ 25 MHz 90 3.20 290
PE-1008CD272KTT 2700 @ 7.9 MHz ±5% (J), ±2% (G) 22 @ 25 MHz 90 3.20 290
PE-1008CD322KTT 3207.6 @ 7.9 MHz ±5% (J), ±2% (G) 22 @ 25 MHz 40 3.40 290
PE-1008CD332KTT 3300 @ 7.9 MHz ±5% (J), ±2% (G) 22 @ 25 MHz 40 3.40 290
PE-1008CD372KTT 3758.2 @ 7.9 MHz ±5% (J), ±2% (G) 20 @ 25 MHz 35 3.60 260
PE-1008CD392KTT 3900 @ 7.9 MHz ±5% (J), ±2% (G) 20 @ 25 MHz 35 3.60 260
PE-1008CD452KTT 4526.2 @ 7.9 MHz ±5% (J), ±2% (G) 20 @ 25 MHz 25 4.00 260
PE-1008CD472KTT 4700 @ 7.9 MHz ±5% (J), ±2% (G) 20 @ 25 MHz 25 4.00 260
PE-1008CD562KTT 5600 @ 7.9 MHz ±5% (J) 20 @ 25 MHz 60 5.40 240
PE-1008CD682KTT 6800 @ 7.9 MHz ±5% (J), ±2% (G) 18 @ 7.9 MHz 40 4.90 200
PE-1008CD822KTT 8200 @ 7.9 MHz ±5% (J), ±2% (G) 18 @ 7.9 MHz 25 6.00 160
RF Chip Inductors
*NOTE: Referenced part is Standard Tolerance, 10% (K). To order parts with optional tolerances, see the Part Number Ordering Guide on the first page of this section.
Surface Mount