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Thermal Curves
hermal resistance value is based
on a 75°C rise in natural
convection
Resistance 21.6
Product Information
12 Digit Part # Description Finish Board Mounting
574602b03700 For vertical
mounting (Tab 37)
Black
Anodize
View Hole
Dimensions
Not Exactly what you need?
We offer several options for those applications which require a more unique solution. For
slight modifications of this part or other attachment options, finishes, and interface
materials, contact your local representative. Challenge us with your thermal
requirements - we can design custom solutions.
For technical help with our Standard Products,
please call (603) 223-1921, or contact your local Manufacturer’s Rep
Email: info@aavid.com
Visit us at www.aavidthermalloy.com • ©2002 Aavid Thermalloy, LLC
Pa
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