Percentage Measurement Uncertainty Flashcards
what does the magnitude of measurement uncertainties for an instrument depend on
- they way its been manufactured
- they way it is calibrated
what is the difference between the measurement uncertainty of an instrument and the percentage uncertainty
- the measurement uncertainty is usually fixed
- whereas the percentage uncertainty changes depending on the value you measure
what two variables change the percentage uncertainty of an instrument
- the number of values you have recorded that are related to each other
- how big the value is compared to the capacity of the apparatus
what is the common measurement uncertainty of a 50cm^3 burette
+-0.05cm3
a titre measured with a burette is 22.5cm3. what would the measurement uncertainty of the burette be now
- +-0.1cm3
- because you have measured the reading on the burette twice (initial and final)
- meaning you double the uncertainty of 0.05cm3
how would the percentage uncertainty generally be calculated
- divide the uncertainty by the value you have recorded
- then multiply by 100 to get the percentage
what would the percentage uncertainty of the burette be
(0.1 / 22.5) x 100 = +-0.44%
what does the percentage uncertainty using a balance depend on
- the precision of the balance
- the mass being weighed
what would increasing both variables each do to the percentage uncertainty
- increasing the precision would lead to the percentage uncertainty decreasing
- increasing the mass being weighed would also decrease the percentage uncertainty
if you were measuring the mass of a 3.57g marble chip with a balance that has an uncertainty of +-0.005g, what would the percentage uncertainty be
- 2 x 0.005 = 0.01
- (0.01 / 3.57) x 100 = +-0.28%
why do you multiply the measurement uncertainty by 2 when you are only taking one measurement
- there is a measurement uncertainty when calibrating the balance
- as well as a measurement uncertainty when measuring the mass
- so you need to double it
if you were using multiple instruments to obtain a value, how would you calculate the total measurement uncertainty for that value if nothing was squared or cubed
- you would work out the percentage uncertainty for each instrument you used
- then you would add them up to get the total percentage uncertainty
- you would then divide your main value by 100 and multiply that by your total percentage uncertainty
- giving you the measurement uncertainty
if your main final value was 100cm3 and your total percentage uncertainty was +-5%, what would the measurement uncertainty be
(100cm3 / 100%) x 5% = +-5cm3
how could you minimise the error and uncertainty in a thermochemistry experiment
- minimising heat energy losses with insulation
- using a more accurate balance wouldnt have much of an effect
how could you minimise the error and uncertainty of experiments in general
- use higher values (volumes / masses) rather than lower ones
- this will mean that the division between the uncertainty and the value would result in a much smaller value
- so when multiplied by 100 it would be a lot smaller as well