Measurements and Errors Flashcards

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1
Q

Random Error

A

Cause differences in measurements spread about the mean

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2
Q

Reduce Random Errors

A
  • take at least 3 repeats and then calculate the mean
  • can eliminate anomalies
  • use computer/ data loggers to reduce human error and enable smaller intervals
  • use appropriate equipement with appropriate resolution
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3
Q

Systematic Error

A

Where all results are either too high or too low by the same amount

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4
Q

Reduce Systematic Errors

A
  • calibrate apparatus by measuring a known value
  • in radiation, measure background radiation and subtract from final result
  • read the meniscus at eye level and use controls in experiments
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5
Q

Precision

A

Precise measurements are consistent (fluctuate slightly about a mean)

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6
Q

Repeatability

A

If the original experimenter can redo the experiment with the same equipment and method to get the same results, it is repeatable

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7
Q

Reproducibility

A

If the experiment is redone by a different person or with different techniques and equipment to get the same results, it is reproduciable

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8
Q

Resolution

A

Smallest change in quantity being measured that gives a recognisable change in reading

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9
Q

Accuracy

A

A measurement close to the true value is accurate

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10
Q

Absolute Uncertainty

A

Uncertainty as a fixed quantity 273 +- 2K

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11
Q

Percentage Uncertainty

A

Uncertainty as a percentage of the measurement 9 +- 2% K

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12
Q

Reading

A

When 1 value is found (eg: thermometer)

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13
Q

Measurement

A

Where 2 values are found (eg: ruler has starting point and end point)

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14
Q

Uncertainty in a Reading

A

+- half smallest division

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15
Q

Uncertainty in a Measurement

A

+- smallest division

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16
Q

Digital Readings Uncertainty

A

Uncertainty quoted or assumed to be +- last significant digit

17
Q

Repeated Data Uncertainty

A

Mean +- range/2

18
Q

Adding/ Subtracting Data with Uncertainty

A

ADD uncertainty

19
Q

Mutiplting/ Dividing Data with Uncertainty

A

ADD percentage uncertainties

20
Q

Raising Data to a power with uncertainties

A

Multiply percentage uncertainty by power

21
Q

Uncertainty in a gradient

A

|best grad - worse grad|/best grad x 100

22
Q

uncertainty in y intercept

A

|best inter - worse inter|/best inter x 100

23
Q

Percentage uncertainty of an average

A

(max - min) / 2 x 100