- #1
chrisbroward
- 9
- 1
- Homework Statement
- & which curve goes with which scale? I'm a bit lost
- Relevant Equations
- stress-strain
Well... it doesn'tFrabjous said:I do not understand why you are providing as little information as possible. The graph should have a caption and a description in the text (which should also be named).
Why are you worried about a graph that has no information associated with it?chrisbroward said:Well... it doesn't
Lol what type of question is this?Frabjous said:Why are you worried about a graph that has no information associated with it?
Oh okay! This makes a lot more sense thank you!Baluncore said:There is one curve. It is shown in two parts, one is a zoom in on the first part of the scale. They share the same vertical axis.
Notice how one ends where the other begins, so you know which is low range, starting at zero, and which is the high range.
Please, see:chrisbroward said:But y'know since i'm student i don't really know. I've only just come to ask people who know more than me. I could ask my tutor but it's Saturday.
The two curves on a stress-strain diagram typically represent different loading conditions or material behaviors. One curve might show the material's response during loading (applying stress), while the other could represent the response during unloading (removing stress). This can illustrate phenomena such as hysteresis or the difference between elastic and plastic deformation.
The different x-axis scales on a stress-strain diagram usually indicate different measures of strain. One scale might represent engineering strain, which is the ratio of the change in length to the original length, while another scale could represent true strain, which accounts for the continuous change in length as the material deforms. These different scales provide more comprehensive insights into the material's behavior under stress.
The area between the two curves in a stress-strain diagram often represents the energy dissipated during a loading-unloading cycle. This area is indicative of the material's damping capacity and can be related to internal friction, heat generation, or other forms of energy loss within the material. In the context of cyclic loading, this can be critical for understanding fatigue behavior.
A material might exhibit different curves for loading and unloading due to various factors such as plastic deformation, internal microstructural changes, or viscoelastic effects. During loading, the material may undergo permanent changes that do not fully reverse upon unloading, leading to different stress-strain paths. This behavior is common in materials that exhibit plasticity or have complex internal structures.
The two curves in a stress-strain diagram provide crucial information for material selection and engineering design. They help engineers understand how a material will behave under different loading conditions, including its ability to recover after deformation and its energy absorption characteristics. This information is essential for designing components that must withstand cyclic loads, impacts, or other dynamic stresses, ensuring reliability and safety in practical applications.