Simple Tension: Definition & Overview

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Discussion Overview

The discussion centers around the definition of simple tension, exploring its meaning in various contexts, particularly in relation to forces acting on materials such as ropes and shafts. Participants examine the characteristics of tension forces and their distinction from compression forces.

Discussion Character

  • Conceptual clarification, Technical explanation, Debate/contested

Main Points Raised

  • One participant asks for a definition of simple tension.
  • Another participant suggests that tension refers to the force applied to one end of a rope, which is transmitted along its length to an anchor point, indicating a potential need for a more technical definition.
  • A different participant describes simple tension in the context of a horizontal shaft, stating that when forces act away from each other in a section of the shaft, it is considered to be in tension, with these forces referred to as tensile forces.
  • One participant questions whether simple tension implies the absence of compression forces.

Areas of Agreement / Disagreement

The discussion reflects multiple competing views on the definition and characteristics of simple tension, with no consensus reached on its implications regarding compression.

Contextual Notes

Participants express varying interpretations of simple tension based on different physical contexts, highlighting the need for clarity in definitions and assumptions related to forces.

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What's the definition of simple tension?
 
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In what context? Do you mean like tension in a rope? That's just the force being applied to one end of the rope, which shows up as tension all along the length of the rope to some anchor point. Maybe there's a more technical definition, given some context?
 
imagine a horizontal shaft for example...now take any section in it...now when the forces r such that they act away from each other in that particular section then the shaft is said to be in tension and the forces r called tensile or simply tension forces...
and compression forces r vice versa...get the picture?

So the definition of simple tension is that the forces are acting away from each other in a member
 
Last edited:
so it means that simple tension has no compression?
 

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