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2
Technical Data 11001
Effective September 2019
CLH1110R1-R
Multi-phase power inductor
www.eaton.com/electronics
Product specifications
Part number6Inductor
phases
OCL1
(nH)
typical
OCL1
(nH)
minimum
FLL2
(nH)
minimum
Isat13
(A)
SCL4
(nH) ±20%
Isat25
(A)
DCR (mΩ)
maximum
@ +20 °C
CLH1110R1-3-R050-R 3 300 240 200 25 50 140 0.23
CLH1110R1-4-R050-R 4 300 240 200 25 50 140 0.23
CLH1110R1-5-R050-R 5 300 240 200 25 50 140 0.23
CLH1110R1-6-R050-R 6 300 240 200 25 50 140 0.23
Dimensions (mm)
Part marking: CLH1110R1-x-(x = number of phases), xxxx = lot code
Tolerances are ±0.15 millimeters unless stated otherwise
All soldering surfaces to be coplanar within 0.1 millimeters
Pad layout tolerances are ±0.1 millimeters unless stated otherwise
DCR measured from point “a” to point “b”
Do not route traces or vias underneath the inductor
1. Open Circuit Inductance (OCL) test parameters: 1 MHz, 0.1 Vrms, 0.0 Adc, +105 °C
2. Full Load Inductance (FLL) test parameters: 1 MHz, 0.1 Vrms, Isat1, +105 °C
3. Isat1: Peak current at which OCL drops approximately 20% at +105 °C
4. Short Circuit Inductance (SCL) test parameters: 1 MHz, 0.1 Vrms, 0.0 Adc, +105 °C ±20%
CLH1110R1-3-R050-R short (1 & 4), (3 & 6) measure (2 & 5), and divide by 3.
CLH1110R1-4-R050-R short (1 & 4), (3 & 6), (5 & 8), measure (2 & 7), and divide by 4.
CLH1110R1-5-R050-R, short (1 & 4), (3 & 6), (5 & 8), (7 & 10), measure (2 & 9), and divide by 5.
CLH1110R1-6-R050-R, short (1 & 4), (3 & 6), (5 & 8), (7 & 10), (9 & 12), measure (2 & 11), and divide by 6
5. Isat2: Peak current at which SCL drops approximately 20% at +105 °C
6. Part number definition: CLH1110R1-x-50-R
CLH1110R1 = Product code and size
x = Number of phases
50 = Inductance value per phase in nH
-R suffix = RoHS compliant
Note: The rated current and rated inductance per phase is determined by Maxim’s testing and circuit design.
Additional information can be provided by contacting Maxim.
Note: This device is licensed for use only when incorporated within a voltage regulator employing power regulating
devices manufactured by Maxim Integrated Devices, Inc. No license is granted expressly or by implication to use this
device with power regulating devices manufactured by any company other than Maxim