While we know the thermocompensation scheme of the ETA movements we do not have as much info about the thermocompensated Japanese movements. Even tests carried out by fellow forum members on these Japanese movements did not reveal much about the actual thermocompensation (when and how the thermocompensation did take place).
Good thing about the Witschi QT6000 that it can check the accuracy of the quartz crystal (by the instrument's acoustic sensor) and the accuracy of the stepping motor (by the instrument's magnetic sensor).
Background info:
- if there would be no inhibition (digital count suppression) then the readings from the quartz oscillator and the readings from the stepper motor would be identical.
- modern quartz movements (including non-thermocompensated ones) do have inhibition.
Now, I happen to have two thermocompensated Citizen Exceed watches. One is fitted with Cal.0330G and the other one is fitted with Cal.E510G. And I also have a Witschi QT6000 so let's see what it can reveal about Citizen's thermocompensation technologies:
I started with the stepping motors. According to the magnetic sensor both movements have an inhibition period of 10 seconds! Now that is good news as far as testing is concerned because 10 seconds is a short period compared to the 4 or 8 or even 16 minutes(!) in case of the thermocompensated ETA movements.
Here are the results of the stepping motors' measurements (over the 10 seconds inhibition period):
- Cal.0330G: +0.01 s/d
- Cal.E510G: -0.00 s/d
(The above results were delivered at 22 degrees of Celsius - in other words at room temperature. Though this tests are not about the accuracy of the movements but rather about the thermocompensation schemes, as a side note I can add that because my Witschi is well calibrated the results of the measurements of the stepping motors are showing the actual accuracy of these movements at the given temperature.)
Next steps are the measurements of the quartz crystals by the acoustic sensor of the Witschi. The Witschi measures the rate of the quartz crystal once in every second. I could observe a 10 seconds continuous loop in both cases:
- Cal.0330G:
1st second: +3.46 s/d
2nd second: +2.80 s/d
3rd second: +2.80 s/d
4th second: +3.56 s/d
5th second: +4.17 s/d
6th second: +4.16 s/d
7th second: +4.16 s/d
8th second: +4.17 s/d
9th second: +4.16 s/d
10th second: +4.09 s/d
then it started again: the results might have changed a little bit here and there but the trend remained the same for the next lot of 10 seconds then the following lot of 10... and so on.
- Cal.E510G:
1st second: +4.43 s/d
2nd second: +5.65 s/d
3rd second: +5.70 s/d
4th second: +5.69 s/d
5th second: +5.70 s/d
6th second: +5.71 s/d
7th second: +5.70 s/d
8th second: +5.69 s/d
9th second: +5.70 s/d
10th second: +5.46 s/d
just as was the case with the other movement: the results might have changed a little bit here and there but the trend remained the same for the next lot of 10 seconds then the following lot of 10... and so on.
Conclusion: the 2 movements have identical thermocompensation schemes that feature:
- an inhibition period of 10 seconds
- continuous inhibition (digital count suppression) combined with the continuous adjustment of the frequency of the quartz oscillator(!)
The above described thermocompensation scheme is much harder to detect than the thermocompensation scheme of the thermocompensated ETA movements if one only measures the accuracy of the stepping motor of the movement.
Just to indicate the differences: I subjected my thermocompensated Bretling Aerospace (B75 = ETA E10.351) to the same tests on the Witschi and got these results (at the same 22 degrees of Celsius room temperature):
- inhibition period: 16 minutes (960 seconds)
- accuracy of the stepping motor (by the magnetic sensor): -0.05 s/d
- accuracy of the quartz oscillator (by the acoustic sensor): +9.65 s/d (steady, non-changing rate!)
Final thoughts:
- It is clear that Citizen's thermocompensation scheme is more complex than the ETA one however it does not necessary mean that one is better or more accurate than the other. Both can be very accurate if done well and both can be dissapointing if not done properly.
- The accuracy in case of both methods can be aided by digital calibration options.
- If one is only equipped with an instrument that only has a magnetic sensor then the ETA-method is easy to detect and the Citizen-method is harder to detect. However if one's instrument is a frequency counter or an acoustic sensor that can listen to the quartz oscillator then the ETA-method gets undetected while the Citizen-method is easily detectable in that scenario.
- In the next couple of weeks I'll try to test a 1998 model The Citizen (Cal.A610H) with my Witschi though I'm pretty sure that it has very similar if not identical thermocompensation scheme to the one featured with my two Citizen Exceeds.




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- I expected a non-changing Aerospace-like rock solid frequency reading...).
