Real life examples of spring energy storage

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Discussion Overview

The discussion revolves around finding real-life examples of spring energy storage, specifically seeking detailed specifications on various types of springs, including their compression capabilities and energy storage potential. Participants explore practical applications and sources of information, rather than theoretical explanations.

Discussion Character

  • Exploratory
  • Technical explanation
  • Homework-related

Main Points Raised

  • One participant expresses frustration in finding a straightforward list of springs with their compression and energy storage specifications, noting that most resources focus on theoretical aspects like Hooke's law.
  • Suggestions include looking at garage door opener counterweight springs and valve springs in engines as potential sources of information.
  • Participants share links to websites that provide technical specifications for garage door springs and valve springs, indicating that some resources may not list specific tension but can be inferred from related weights.
  • Another participant mentions gas springs in office chairs and the calculation of energy stored using the formula E = mgh, where m is mass and h is the distance compressed.
  • A participant points out that a mechanical watch is another example of a spring mechanism.
  • Discussion includes the suggestion to use spring calculators available on commercial sites, which provide information on spring constants and maximum travel.
  • One participant discusses the stress-strain diagram of elastic materials and how it relates to maximum energy storage, emphasizing the importance of material properties and spring shape in determining energy capacity.

Areas of Agreement / Disagreement

Participants do not reach a consensus on a specific source or type of spring but share various suggestions and resources. Multiple viewpoints and examples are presented without resolution on the best approach to obtain the desired information.

Contextual Notes

Some participants note limitations in the availability of specific tension data for springs and the need for assumptions regarding weights and material properties when calculating energy storage.

Ryan_m_b
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Tonight I've had a deceptively simple question that I've found maddeningly difficult to get an answer to. What I'm looking for is a list of springs with information on how much they can be compressed and how much energy they store. E.g.:

Steel spring from company A has dimensions X, Y, Z and can be compressed U% holding Vj of energy.

Instead though all I can find is explanations of Hooke's law and hypothetical examples. Most sites seem to assume that the person asking has a spring they want to rest and so can just figure out energy storage by piling weights on and working through Hooke's law. Whereas I'm just looking for a simple set of figures.

Any pointers to such a fact sheet would be greatly appreciated!
 
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Look at garage door opener counterweight springs?
 
berkeman said:
Look at garage door opener counterweight springs?

Do you mean google counterweight springs or go to a garage and observe on directly? I can do (and in another window currently are doing) the former but I live in a block of flats without a garage so the latter would be difficult.
 
I'd try garage door installation websites, and maybe wikipedia. Let me have a look at wikipedia...
 
berkeman said:
I'd try garage door installation websites, and maybe wikipedia. Let me have a look at wikipedia...

Working my way through this one at the moment. Cheers for the help :smile:
 
Last edited by a moderator:
Will do! Thanks.
 
Valve springs seem to have come up trumps, found http://dairally.net/daihard/chas/MiscCalculators/DaiValveSpring.htm that has lots of information and calculators. Seems enough to satisfy my curiosity for now.
 
Last edited by a moderator:
  • #10
Are trumps good or bad?
 
  • #11
Lol sorry, to come up trumps is to be successful/provide a solution :smile:
 
  • #12
Another example would be the gas spring in your office chair (assuming you have an office). The energy stored = mgh where m is your mass and h is the distance it is compressed.
 
  • #13
A mechanical watch.
 
  • #15
Fundamentally, energy is stored in the elastic material. Look at a stress – strain diagram, identify the extent of elastic deformation, before plastic deformation or failure. You then know the maximum energy storage possible for a particular mass of that material. The shape of the spring you make from that material will determine the particular spring constant.
https://en.wikipedia.org/wiki/Hooke's_law#General_application_to_elastic_materials
 
  • #16
What size springs? This site allows you to specify the diameter, relaxed length and spring constant (Rate). I put some numbers in and it came up with 17,000 to choose from and they were just the compression springs. They also do extension, torsion and conical springs.

https://www.thespringstore.com/tech-info/off-the-shelf-springs.html?category_id=3#

It doesn't give you the energy storage but that can be easily calculated from the rate (k) and the suggested maximum deflection (x).

E = 0.5kx2
 

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