Hence "+3" is different than "+3dig"
Where did you get the idea that this is something different?
I'm not aware of that.
Neither are the spec sheet writers, apparently, since they don't make any distinction.
If we agree Uni-T manual is using wrong notation, that it should be +8dig, and the meaning is 8 counts of least significant, 8 counts of LSD in the 0000mA scale means the the meter is basically useless until real amps get closer to 800mA because +-8mA from 800mA falls into 1%, Any real amps less than 800mA and the total error goes well above 1%. Hence the meter is more like a 000.0A meter up to 100A,
There's certainly a diff in the meanings. +8 (units) vs +8dig (8 counts of LSD). Specifically for 0000mA display, the error is the same at 8mA.
But if I go by (use) the definition as defined below, +8dig on a 0000mA display says the extra error is 8 counts of the least significant value in the 4dig display, here being 1mA. Thus 2%+8dig would be +-(2%+8mA).
If we use counts of least significant, on the 0000mA display, 1mA reading could be +-(0.02mA +8mA), 8 counts of 1mA, meaning actual current could be in range of 0-8.02mA and meter would still just show 1mA. On the high end that is 800% error.
If it were 00.00A scale on display , +2 is 2A, +2dig is 2 counts of LSD, or 2x 1/100A.
Ref:
https://www.designworldonline.com/how-to-determine-digital-multimeter-accuracy/Understanding Accuracy Specifications
Accuracy Definitions
(2% + 3): This means the accuracy of the measurement is ±2% of the reading plus an additional error of 3 units. For example, if the reading is 100 volts, the accuracy would be calculated as follows:
2% of 100 = 2 volts
Total accuracy = ±2 volts + 3 units = ±5 volts
Therefore, the actual value could range from 95 to 105 volts.
(2% + 3 digits): This specification indicates the accuracy is also ±2% of the reading, but the additional error is expressed in terms of digits. Here, "3 digits" means the error can be ±3 counts on the display. For instance, if the reading is 100 volts:
2% of 100 = 2 volts
Total accuracy = ±2 volts + 3 counts (assuming counts refer to the least significant digits, like 0.001 volts)
If the meter has a resolution of 0.001 volts, the total accuracy could be ±2.003 volts, meaning the actual value could range from 97.997 to 102.003 volts.
Key Differences
Specification Calculation Example Total Accuracy Range
(2% + 3) ±2% of reading + 3 Wider range (e.g., 95 to 105 volts for 100 volts)
(2% + 3 digits) ±2% of reading + 3 counts Narrower range (e.g., 97.997 to 102.003 volts for 100 volts)
In summary, the main difference lies in how the additional error is defined: as a fixed unit (3) or as a count of digits (3 digits), which can lead to different ranges of accuracy depending on the reading and the meter's resolution.