How many joules expended for a push up?

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    Joules Push
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Discussion Overview

The discussion centers on estimating the amount of energy, measured in joules, expended during a push-up. Participants explore various methods of calculation, assumptions about body mechanics, and the relationship between energy expenditure and physical exercise.

Discussion Character

  • Exploratory
  • Technical explanation
  • Debate/contested
  • Mathematical reasoning

Main Points Raised

  • Some participants suggest calculating the work done by determining the center of mass and the height raised during a push-up.
  • One participant provides a calculation of 392 J based on their weight and height raised, questioning if this is a reasonable estimate.
  • Another participant expresses skepticism about the energy equivalence of push-ups to running a half-marathon, suggesting potential confusion between calories and kilocalories.
  • A participant calculates energy expenditure for various exercises, concluding that a significant number of push-ups would be needed to burn off the energy from a can of tuna, while noting the simplicity of their calculations.
  • Concerns are raised about the efficiency of the body and the energy required for bodily functions even at rest.
  • One participant introduces a correction factor for the body weight lifted during a push-up, resulting in a lower estimate of 196.2 J.
  • Discussion includes the energy dissipated through biological processes and friction during exercise.
  • Some participants mention that various websites and apps can estimate energy expenditure based on research and participant data.

Areas of Agreement / Disagreement

Participants do not reach a consensus on the exact amount of energy expended during a push-up, with multiple competing views and calculations presented. There is uncertainty regarding the assumptions made in the calculations and the efficiency of energy use in the body.

Contextual Notes

Limitations include assumptions about body mechanics, variations in individual efficiency, and the simplifications made in calculations. The discussion does not resolve the discrepancies in energy estimates.

wannab
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Just wondering if any of you can do the calculation that well approximates the amount of joules expended by a push up.
 
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Sure. Determine the centre of mass of the body ( which might be around your belly button or a bit higher ) and then calculate the amount of work needed to raise the centre of mass by doing a pushup. By the way, this will be lower than the energy the body is using internally. Other muscles, for example the stomach muscles, are contracting to keep the body straight.
 
I'm around 80kg and I go about 0.5m high. So the change in potential energy is 80*9.8*0.5 = 392 J

Is that a reasonable estimate of the total minimum possible expended energy?

Can you believe a few years ago I was on the second year of an undergraduate Physics degree!? It has completely fallen out of my head -_-
 
That would mean a few hundred pushups would be expending the same energy as a half-marathon (according to a running app of mine) ... that can't be true

maybe I'm confusing calories with kcal or something. hmmfph.
 
wannab said:
maybe I'm confusing calories with kcal or something. hmmfph.
That's probably it. You're calculation of 400 J looks reasonable.

Keep in mind that a joule is a pretty miniscule amount of energy. There is a reason electric companies charge by the kW-hr (millions of joules), rather than by the joule.
 
I think 0.5m is a bit on the high side.
There is a large difference between the raw power output (here: used to lift the body) and the amount of chemical energy the body needs. I don't know how the running app calculates its values.
 
Push up and food

Hi guys, i came up with this relations between food and physical exercise,here my calculations:
Weight=70kg, Distance for push up=0.5m, Distance for squad=0.5m, distance for abs=0.5m.
70kg(9.81m/s2)=686.7N, so in exercise minimum i have to move my center of mass 0.5m:
1 push up=1squad=1abs: 343.35J=82.06cal
Lets say that i eat one can of tuna fish=94.9kcal
To waste the energy from tuna fish i would have to do 385 push ups, squads and abs!
hahahaha to much!
Be aware that these are very simple calculations
 
Your body is not 100% efficient, so this number gets reduced significantly. In addition, you need energy even if you are resting (of the order of 100W thermal, ~2000kcal/day, but with significant variation in the population).
 
In a push up, you do not lift the entire body. You lift the head by 50 cm, the arms by 40 cm, the chest by 30 cm … and the toe tips don’t move at all. Assuming that the weight is distributed equally along the length of the body, I therefor added a correction factor of 0.5:

80 kg * 9.8 N/kg * 0.5 m * 0.5 = 196.2 J

For comparison, a slice of bread has 500 kJ, a candy bar has 1000 kJ, and a gram of body fat has 30 kJ.
 
  • #10
Well during push-ups a lot of energy is dissipated in the friction between the muscles, maintaining the tension in tendons and ligaments, and much more biological processes.
 
  • #11
many websites and apps can do this calculation
by research over many participants over long workout sessions
estimating a variation of joules or calories spent over change in body temp
 
  • #12
This thread is three years old. Let it rest, please.
 
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