Factors Affecting Acceleration Due to Gravity in Free Fall Experiments

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SUMMARY

The discussion focuses on the factors affecting the experimental value of acceleration due to gravity (g) in free fall experiments. Key factors identified include air resistance, human error, instrument error, and calibration errors. The variation of g on the Earth's surface is also noted, with applications in oil exploration. The accuracy of measurements is emphasized, particularly in the context of using a picket fence and photogate for data collection, where human error is minimized but still relevant.

PREREQUISITES
  • Understanding of free fall physics and acceleration due to gravity
  • Familiarity with experimental design and error propagation techniques
  • Knowledge of measurement tools such as photogates
  • Basic principles of calibration and instrument accuracy
NEXT STEPS
  • Research the impact of air resistance on free fall experiments
  • Study error propagation methods in experimental physics
  • Learn about the calibration processes for measurement instruments
  • Explore the variation of gravitational acceleration across different locations on Earth
USEFUL FOR

Students conducting physics experiments, educators teaching concepts of gravity and measurement, and researchers interested in experimental accuracy and error analysis.

nnis13
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What factors may cause the experimental value of acceleration due to gravity to be different from tha accepted value in a free fall experiment?

Will it be something like air resistance , human error , instruments error or wrong calibration ??
 
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All of those plus g does vary a little on the Earth's surface. Oil companies actually use the variation to find likely oil fields.

Much depends on how you measured g. The usual approach is to estimate the inaccuracy in measured quantities and "propagate" those errors through to the final calculated answer.
 
Delphi51 said:
All of those plus g does vary a little on the Earth's surface. Oil companies actually use the variation to find likely oil fields.

Much depends on how you measured g. The usual approach is to estimate the inaccuracy in measured quantities and "propagate" those errors through to the final calculated answer.

So all these (air resistance , human error , instruments error or wrong calibration) are true? Because it's a question i have to answer for an experiment
 
nnis13 said:
So all these (air resistance , human error , instruments error or wrong calibration) are true? Because it's a question i have to answer for an experiment

Well, exactly how did you do the experiment? If we tell you "air resistance" and the experiment used a vacuum chamber, that isn't too useful, is it?
 
ideasrule said:
Well, exactly how did you do the experiment? If we tell you "air resistance" and the experiment used a vacuum chamber, that isn't too useful, is it?

It was an experiment with a picket fence and a photogate
 
nnis13 said:
It was an experiment with a picket fence and a photogate

Well, then there's no human error because a computer is doing the measurements. (You could of course say there's an error associated with the person dropping the picket fence--and in fact that's the main source of error here--but you have to be way more specific.) Instrument error, calibration errors, etc. are all valid, but they probably play a small role.
 
ideasrule said:
Well, then there's no human error because a computer is doing the measurements. (You could of course say there's an error associated with the person dropping the picket fence--and in fact that's the main source of error here--but you have to be way more specific.) Instrument error, calibration errors, etc. are all valid, but they probably play a small role.

Yes i know that some of these might play a small role but actually it's a question i have to answer that asks what factors may cause a difference, so i think it doesn't matter if they play a small role i just have to mention all of them right ?
 

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