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AN1377: EFR32xG21 Revision B to
Revision C+ Compatibility and Migration
Guide
This porting guide is for users migrating an existing EFR32BG21 or EFR32MG21 de-
sign from revision B to revision C+, hereafter respectively referred to as EFR32xG21-B
and EFR32xG21-C+
. Migration entails both hardware and software considerations.
KEY POINTS
• The EFR32xG21-C+ maintains a high
degree of pin and feature compatibility
with the EFR32xG21-B.
•
Migrating designs from EFR32xG21-B to
EFR32xG21-C+ requires no hardware
changes and minimal software changes.
• Data sheets for each device detail specific
performance metrics, which may differ
between EFR32xG21-B and EFR32xG21-
C+.
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