I have been doing measurements on the LTZ1000ACH circuit to see how variations of the resistors changes the output voltage of the whole circuit. I have simply made small changes to the nominal resistor values and measured the change in output voltage.
It turns out that the output voltage changes are very predictable by size and sign.
This table summarizes the results and compare to those given in the datasheet.
Resistor | Datasheet | Measurements |
R1 | 1/100 | -1/770 |
R2 | 1/330 | -1/250 |
R3 | 1/500 | -1/1400 |
R4/R5 | 1/100 | 1/100 |
The biggest difference is that the R1 and R3 values do not seem as sensitive as the datasheet tells, while R2 is slightly more sensitive. And that the values are negative, ie increasing resistance lowers output voltage. Except for R4/R5 where an increased ratio increases output voltage.
I have posted these results earlier but think they are worth repeating. I have also corrected the sign, some where wrong earlier.
Actually the summary is based on hundreds of measurements, the matrix is as follows
Res | Range | dr |
R1 | 80R-1K | 1R2, 10R |
R2&R3 | 47K-120K | 100R,1K |
R4&R5 | 1:12-1:15 | 500R |
The results table is a summary only. The resuls are fairly constant over a wide range. No sweet spots.
For R1. Higher R1, i.e. lower zener current, lowers the sensitivity somewhat, (but at the price of higher noise). It can be noted that the zener current does not change the circuit total power as the sum of zener and heater is constant for a given temperature.
R2 tends to get better attenuated / less sensitive at higher values, it decreases by about 30% going from 47K to 120K.
The value of R3 does not change it's sensitivity / attenuation in the measured range.
For the most important value, R4/R5, a higher temperature i.e. higher R4/R5 ratio lowers the sensitivity of those resistors values somewhat, from 1/80 at 1:12, to 1:110 at 1:15 (but of course with the price of increased drift).
As a summary, The measured changes in sensitivity/attenuation are fairly marginal, not big enough to cause alarm, no sweet spots.
On the contrary, if the resistors are stable enough, without hesitation I'd use any of the values below, and expect at most, marginal changes in performance:
- R1: 80R to 150R
- R2 and R3: 50K to 100K
- R4: 10K to 30K with matching R5