Technical Data 4319
Effective January 2018
DRA
Automotive grade
High power density, high efficiency, shielded drum core power inductors
5
www.eaton.com/electronics
Product specifications
Part
Number6
OCL1
±20% (µH)
Irms
2
(A)
Isat13
(A)
Isat24
(A)
DCR (Ω)
@ +25 °C
Typical
DCR (Ω)
@ +25 °C
Maximum K-Factor5
DRA125-R47-R 0.45 14.7 33.2 26.6 0.0025 0.0030 176.9
DRA125-1R0-R 0.85 12.7 23.7 19.0 0.0034 0.0042 126.4
DRA125-1R5-R 1.41 12.9 18.4 14.8 0.0033 0.0039 98.3
DRA125-2R2-R 2.12 10.6 15.1 12.1 0.0048 0.0058 80.4
DRA125-3R3-R 2.89 8.63 12.8 10.2 0.0073 0.0087 68.0
DRA125-4R7-R 4.90 7.67 9.76 7.81 0.0092 0.011 52.0
DRA125-6R8-R 6.23 6.81 8.74 6.99 0.012 0.014 46.6
DRA125-8R2-R 7.49 6.41 7.90 6.32 0.013 0.016 42.1
DRA125-100-R 9.22 5.57 7.22 5.77 0.017 0.021 38.5
DRA125-150-R 14.67 4.45 5.72 4.58 0.027 0.033 30.5
DRA125-220-R 20.65 3.95 4.74 3.79 0.035 0.042 25.3
DRA125-330-R 31.47 3.19 3.86 3.09 0.053 0.064 20.6
DRA125-470-R 47.83 2.59 3.13 2.51 0.081 0.097 16.7
DRA125-680-R 68.48 2.13 2.64 2.11 0.120 0.144 14.0
DRA125-820-R 80.86 2.01 2.41 1.93 0.135 0.162 12.8
DRA125-101-R 97.60 1.75 2.21 1.77 0.178 0.214 11.8
DRA125-151-R 150.0 1.41 1.79 1.43 0.273 0.330 9.5
DRA125-221-R 222.8 1.14 1.47 1.18 0.416 0.500 7.8
DRA125-331-R 325.1 1.00 1.19 0.96 0.543 0.650 6.4
DRA125-471-R 466.3 0.826 1.01 0.805 0.790 0.950 5.4
DRA125-681-R 683.3 0.673 0.834 0.667 1.200 1.440 4.4
DRA125-821-R 813.6 0.632 0.758 0.606 1.360 1.630 4.0
DRA125-102-R 992.8 0.552 0.695 0.556 1.780 2.130 3.7
1. Open Circuit Inductance (OCL) Test Parameters: 100 kHz, 0.25 Vrms, 0.0 Adc @
+25 °C
2. Irms: DC current for an approximate temperature rise of 40 °C without core loss.
Derating is necessary for AC currents. PCB layout, trace thickness and width, air-
flow and proximity of other heat generating components will affect the
temperature rise. It is recommended that the temperature of the part not exceed
+165 °C under worst case operating conditions verified in the end application.
3. Isat1: Peak current for approximately 30% rolloff at +25 °C.
4. Isat2: Peak current for approximately 40% rolloff at +125 °C.
5. K-factor: Used to determine Bp-p for core loss (see graph). Bp-p = K * L * ∆I.
Bp-p:(Gauss), K: (K-factor from table), L: (Inductance in µH), ∆I (peak-to-peak ripple
current in amps).
6. Part Number Definition: DRAxxx-yyy-R
•DRAxxx=Productcodeandsize
•yyy=InductancevalueinµH,R=decimalpoint,
if no R is present then third character = number of zeros.
•-Rsuffix=RoHScompliant