You seem to be assuming that the crystal in the TCXO is the same as the crystal in the XO. Wouldn't it be likely that the crystal would be higher quality in the more expensive product; the TCXO? How would a cheap crystal vs an expensive crystal appear different
in the GPS data presented (ignoring the TC part)?

Pete.


On 12/21/2016 7:37 AM, Bob Camp wrote:
Hi

On Dec 21, 2016, at 4:20 AM, Mike Cook <[email protected]> wrote:


Le 21 déc. 2016 à 00:08, Kiwi Geoff <[email protected]> a écrit :

Hello All - and Seasons Greetings,

One of the advantages of the recent hobby drone phenomena - it has
brought to the market a lot of low cost GNSS modules that are
lightweight for drone flight control systems. Those of us with other
hobbies, like "Time Nuts" and RTK - these low cost modules can be a
little goldmine for cost effective toys.

However the dark side is that some vendors are re-badging lower cost
modules, printing their own labels and marking as "Ublox M8N" for
example.
It wouldn't surprise me, but  you have a reference for this?

Can anyone comment on the following data, and whether they think the
oscillator in "my" M8N is a XO or a TCXO ?

I don’t thing that you can get find out from that data. Ublox indicate in the 
product info sheets that the TCXO option is used to get to a first fix quicker 
in weak signal conditions. It is not specified and I think that it is logical, 
that there is an improved timing solution. I would expect that both XO and TCXO 
versions are the same frequency and the better long term stability of a TCXO 
not be an influence on the single shot quantization error of the 1PPS.

The TCXO and XO both have similar short term stability at short tau. The only
advantage to the TCXO is faster time to first fix. If anything the XO will 
“spread”
the quantization error (sawtooth error) better than the TCXO. The TCXO has
more inflections in it’s frequency vs temperature curve. Thus there are more
opportunities for hanging bridges.

In both the TCXO and XO case, the PPS out of the module is based on the
clock edge closest to the PPS estimate. If the clock involved has a period of
20 ns, the error will distribute over ~ +/- 10 ns. The process is identical 
regardless
of the oscillator. The distribution will be the same with both oscillators. As 
long as the
phase noise and short tau ADEV are in spec, the PPS estimate will be the same
in both cases.

Bob


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