@@ -560,13 +560,45 @@ efx_ptp_mac_nic_to_ktime_correction(struct efx_nic *efx,
u32 nic_major, u32 nic_minor,
s32 correction)
{
+ u32 sync_timestamp;
ktime_t kt = { 0 };
+ s16 delta;
if (!(nic_major & 0x80000000)) {
WARN_ON_ONCE(nic_major >> 16);
- /* Use the top bits from the latest sync event. */
- nic_major &= 0xffff;
- nic_major |= (last_sync_timestamp_major(efx) & 0xffff0000);
+
+ /* Medford provides 48 bits of timestamp, so we must get the top
+ * 16 bits from the timesync event state.
+ *
+ * We only have the lower 16 bits of the time now, but we do
+ * have a full resolution timestamp at some point in past. As
+ * long as the difference between the (real) now and the sync
+ * is less than 2^15, then we can reconstruct the difference
+ * between those two numbers using only the lower 16 bits of
+ * each.
+ *
+ * Put another way
+ *
+ * a - b = ((a mod k) - b) mod k
+ *
+ * when -k/2 < (a-b) < k/2. In our case k is 2^16. We know
+ * (a mod k) and b, so can calculate the delta, a - b.
+ *
+ */
+ sync_timestamp = last_sync_timestamp_major(efx);
+
+ /* Because delta is s16 this does an implicit mask down to
+ * 16 bits which is what we need, assuming
+ * MEDFORD_TX_SECS_EVENT_BITS is 16. delta is signed so that
+ * we can deal with the (unlikely) case of sync timestamps
+ * arriving from the future.
+ */
+ delta = nic_major - sync_timestamp;
+
+ /* Recover the fully specified time now, by applying the offset
+ * to the (fully specified) sync time.
+ */
+ nic_major = sync_timestamp + delta;
kt = ptp->nic_to_kernel_time(nic_major, nic_minor,
correction);