What is Work? Understanding the Concept of Work in Physics and Everyday Life

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Discussion Overview

The discussion centers around the concept of work in physics and its interpretation in everyday life. Participants explore the definition, mathematical representation, and implications of work, including its relationship to energy and how it is perceived in both scientific and colloquial contexts.

Discussion Character

  • Conceptual clarification
  • Debate/contested

Main Points Raised

  • One participant expresses confusion about the definition of work, noting the formula W=FDCos(theta) but seeking a more intuitive understanding.
  • Another participant points out that work is often equated with energy due to the similarity in units, suggesting that this equivalence contributes to confusion.
  • Some participants propose that work can be understood as the energy expended when a force acts through a distance, framing it as an action involving force and displacement.
  • A later reply clarifies that in physics, work is considered a transfer of energy, specifically through the application of force over a distance, and notes that the concept may be generalized in advanced studies.
  • There is a mention of the difference in everyday language, where "work" refers to activities performed for compensation, which may lead to misunderstandings about its scientific meaning.

Areas of Agreement / Disagreement

Participants exhibit uncertainty regarding the relationship between work and energy, with some suggesting they are equivalent while others highlight the specific context of work as a transfer of energy. The discussion remains unresolved with multiple competing views on the interpretation of work.

Contextual Notes

Participants note that the confusion arises from the dual meanings of work in physics and everyday language, as well as the reliance on units to convey its meaning. There are unresolved aspects regarding the generalization of the concept in higher-level physics.

alkaspeltzar
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Okay, I am confused about work and what it is. I know the formula, W=FDCos(theta), so putting it in math terms doesn't help. I am trying to get a layman's/physical understanding of it.

Everything I read says it is equal to energy, so then I think it must be energy right, has same units? But then I see sites that say it is the force thru the displacement, so is it the action?

My only understanding I could gather is that work is the energy expended/output as a force acts thru a distance. Force is the push/pull, the distance is how far it was moved, the action of the force thru the distance spent energy/did work. Is this right?
 
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Just look at the units.

foot pound is energy. foot-pounds per second is power, 550 foot pounds per second is 1 horsepower.
Newton meter is energy. One Newton meter is one joule. Newton meters per second is power. One joule per second is a watt.
 
So are you saying work is energy? I see the units, that's where the confusion starts. People talk about work like an activity, yet it is an energy
 
alkaspeltzar said:
So are you saying work is energy? I see the units, that's where the confusion starts. People talk about work like an activity, yet it is an energy
In physics, "work" is a transfer of energy, yes. It is a particular sort of transfer. In first year physics, it is a transfer of energy accomplished by a force applied over a [parallel] distance moved. In second year physics, the notion might be generalized further.

In ordinary life one would talk about "work" as an activity you perform to earn a wage. Some of the usage patterns are borrowed.
 

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