# PoP memory

Source: [https://docs.qualcomm.com/doc/80-PV086-5P/topic/pop-memory.html](https://docs.qualcomm.com/doc/80-PV086-5P/topic/pop-memory.html)

The PoP technology uses an extra top substrate to accommodate area-array memory packages.

The QRB5165 device PoP supports 64-bit (4 × 16) 4-channel stacked memory LPDDR5, thereby
      increasing operational bandwidth and simplifying routing—no pre-stacking is needed. The
      technology includes a low-package warpage.

See the *PoP Memory for SM8250/SXR2130/QRB5165/QCS8250/QCS8245 Recommendations* (80-VP300-16) for more information.

Figure :  1. PoP memory
      
      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**Parent Topic:** [Memory](https://docs.qualcomm.com/doc/80-PV086-5P/topic/memory.html)

Last Published: Jul 07, 2023

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LPDDR memory](https://docs.qualcomm.com/bundle/publicresource/80-PV086-5P/topics/lpddr-memory.md)