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Apparent weight in an elevator

When an elevator starts or stops, the scale "lies".

N = m(g + a)Senior high physics
Blue: person in the elevator; right: overweight or underweight
t = 0.00 s
Speed
Scale reading · Overweight708.0N
Reading / weight1.20
Elevator acceleration2.0m/s²

Scale reading vs. time

7485884280.02.85.58.311.0N (N)t (s)● Reading● Weight mg

Intervals above the green weight line are overweight; intervals below it are underweight.

Think about it

When the elevator slows down on its way down, is the scale reading greater or less than the person's weight?

Model assumptionsUp is positive · Person at rest relative to the scale · Round trip 11 s

Data log

Set the parameters and click “Record data”. Record several rows with different parameters to plot their relationship and fit a straight line; pause and record at different times to study how a reading changes with time.

How to use the lab

  1. Choose an experimentBrowse the catalog on the left by level or topic, or search for a concept.
  2. Change a parameterDrag a slider or type a value in range. The experiment restarts from its initial state right away.
  3. Slow down and observePause, change the speed, drag to look from another angle in 3D, and use the readings and graph to understand what changes.
  4. Test your ideasRead the explanation and the model assumptions, then answer the question under “Think about it”.