On Thu, Feb  3 at 14:18, taemun wrote:
  Uhm. Higher RPM = higher linear speed of the head above the platter =
  higher throughput. If the bit pitch (ie the size of each bit on the
  platter) is the same, then surely a higher linear speed corresponds with a
  larger number of bits per second?
  So if "all other things being equal" includes the bit density, and radius
  to the edge of the media, then ... surely higher rpm => higher throughput?
  Cheers,

Point being that they have to lower the bit density on high RPM drives
to fit within the bandwidth constraints of the channel.

If they could just get their channel working at 3GHz instead of 2GHz
or whatever, they'd use that capability to pack even more bits into
the consumer drives to lower costs.


--
Eric D. Mudama
edmud...@bounceswoosh.org

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