I guess measurement and accuracy is a science, and thus, I assume there's foundations and universal theory that can be learned from scratch, independently of international conventions used, just like physics is universal and does not depend on the conventions/measurements somebody uses.
This is more or less what I am looking for:
- Will not hide the math, nor the science. Will go ahead and say why and how.
- Will perhaps start from universal considerations of geometry, in order to teach: how to make increasingly accurate flat surfaces, or straight lines, or whatever. Or, perhaps instead, will build the basis of accuracy from universal principles.
- Will give the universal/scientific tools to judge how good is a defined measurement standard. Will show how to construct good measurement standards, perhaps arguing pros/cons of certain approaches.
- Will talk about how to make precise accurate measurements, or how to build machines/things with precision, or how to build devices that measure physical quantities accurately [how to measure distances, angles, time, weight, electric current, temperature, etc, accurately].
- Will perhaps dive into more sophisticated approaches in how to get precision, perhaps in the micrometer level, or more.
- Will allow me to understand why things are the way they are, and the principles used for ever more accurate measurements/devices.
In summary: Perhaps something like that or like that [but with math, and going deep].
All of these items is not really needed. Even if it is just a chapter of a book, I wanna know about it! =].
This is just a vague idea of what I might be looking for, because, the truth is: I don't know metrology or these things, and I am looking for a good book to learn it.
I hope I was able to communicate accurately more or less what I'd like to find. I apologize if I weren't. I look forward to check out any recommendations you might bring, and I appreciate any pointers or any answers.