- Datasheet Download Datasheet
- Stock & Prices $ Price & Stock for IHLP6767DZER470M11
- Part Number IHLP6767DZER470M11
- Manufacturer Vishay
- Pin Count 2
- Part Category Inductor
- Package Category Other
- Footprint Name Other - IHLP6767DZER470M11-2
- Released Date Jun 20, 2021
- Last Modified Date Mar 7, 2023 4:10 PM UTC
- Pinout / Pin List Click Here (Member Only)
IHLP6767DZER470M11 Details
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Manufacturer Part Number:
IHLP6767DZER470M11
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Rohs Code:
Yes
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Part Life Cycle Code:
Active
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Package Description:
CHIP
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ECCN Code:
EAR99
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HTS Code:
8504.50.80.00
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Manufacturer:
Vishay Intertechnologies
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YTEOL:
7
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Case/Size Code:
6767
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Construction:
Rectangular
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Core Material:
COMPOSITE
IHLP6767DZER470M11 Frequently Asked Questions (FAQs)
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The recommended PCB footprint for the IHLP6767DZER470M11 is a pad size of 7.3 mm x 6.5 mm with a 1.5 mm hole in the center. The pad should be solder-mask defined (SMD) with a non-solder-mask-defined (NSMD) connection to the internal pads.
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The IHLP6767DZER470M11 has a maximum operating temperature of 125°C. Ensure good airflow around the inductor, and consider using a heat sink or thermal interface material if the inductor will be operating near its maximum temperature rating.
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The self-resonant frequency of the IHLP6767DZER470M11 is not explicitly stated in the datasheet, but it can be estimated using the inductor's inductance and capacitance values. A rough estimate can be calculated using the formula: Fsr = 1 / (2 * π * sqrt(L * C)), where L is the inductance and C is the capacitance.
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The IHLP6767DZER470M11 is designed to withstand moderate vibration, but it's essential to ensure the inductor is properly secured to the PCB and that the PCB is designed to withstand the vibration. Consult the datasheet and application notes for more information on vibration testing and PCB design considerations.
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The saturation current of the IHLP6767DZER470M11 can be determined by consulting the inductor's BH curve, which is typically provided in the datasheet or application notes. The BH curve shows the relationship between the inductor's magnetic field strength (H) and magnetic flux density (B). The saturation current is the point at which the inductor's inductance begins to decrease significantly.
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IHLP6767DZER470M11 Overview
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