spggodd
Mechanical
- Mar 16, 2012
- 53
Hello all,
I'm currently trying to calibrate a torquemeter using BS7882:2008 and creating a spreadsheet which calculates the various uncertainties and errors in the calibration.
I'm using the worked example (B1) within the standard as a guide and have come up against 2 problems that I'm hoping someone can shed some light on, as I am stumped!
1) How is the lower limit of calibration calculated?
To would seem to me that the lower limit suggests the lowest calibration class attainable. I.e. with classes of 0.05, 0.1 and 1.0 the lowest would be a class 1.0 but this doesn't seem consistent with the example.
2)How is the value for Uncertainty Contribution "Resoultion U[sub]4[/sub]" derived?
The standard previously references resolution as being (for a digital display) "one increment of the last active number on the numerical indicator" which I would have thought would be something like 0.001 etc... However the values presented in the example are 0.1, 0.05, 0.025, 0.017, 0.013 which would suggest the resolution is changing based on the load applied.
Many thanks for taking the time to reply.
Steve
I'm currently trying to calibrate a torquemeter using BS7882:2008 and creating a spreadsheet which calculates the various uncertainties and errors in the calibration.
I'm using the worked example (B1) within the standard as a guide and have come up against 2 problems that I'm hoping someone can shed some light on, as I am stumped!
1) How is the lower limit of calibration calculated?
To would seem to me that the lower limit suggests the lowest calibration class attainable. I.e. with classes of 0.05, 0.1 and 1.0 the lowest would be a class 1.0 but this doesn't seem consistent with the example.
2)How is the value for Uncertainty Contribution "Resoultion U[sub]4[/sub]" derived?
The standard previously references resolution as being (for a digital display) "one increment of the last active number on the numerical indicator" which I would have thought would be something like 0.001 etc... However the values presented in the example are 0.1, 0.05, 0.025, 0.017, 0.013 which would suggest the resolution is changing based on the load applied.
Many thanks for taking the time to reply.
Steve