In: Civil Engineering
Hi I need Stress Strain Graphs to be made for the following data tables. There should be 3 graphs, one for each table. I also need to know what material each sample is made of. I assume this is calculated from calculating the Modulus of Elasticity E. However I do not really know. I appreciate everything. The data tables are below this post.
Include the Following
Sample 1 | |
Strain [mm/mm] | Stress [MPa] |
0.0019 | 509.2958069 |
0.0019 | 530.5164795 |
0.00198 | 558.8106689 |
0.0021 | 583.5681152 |
0.00216 | 601.2520142 |
0.00228 | 622.4726563 |
0.00242 | 604.7887573 |
0.00242 | 604.7887573 |
0.0025 | 647.2301025 |
0.00268 | 684.9140015 |
0.0027 | 699.5978394 |
0.00272 | 720.2817383 |
Sample 2 | |
Strain [mm/mm] | Stress [MPa] |
0.0004 | 17.68388176 |
0.00096 | 38.90454102 |
0.00104 | 60.12520218 |
0.00162 | 81.34586334 |
0.0018 | 99.02973938 |
0.00204 | 116.713623 |
0.0024 | 134.3975067 |
0.0026 | 152.0813904 |
0.00306 | 173.3020477 |
0.00342 | 194.5227051 |
0.00366 | 212.2065887 |
0.00398 | 229.8904724 |
Sample 3 | |
Strain [mm/mm] | Stress [MPa] |
0.00088 | 31.68388 |
0.00098 | 35.36776 |
0.00122 | 93.58842 |
0.00132 | 102.5665 |
0.0019 | 130.8607 |
0.002 | 130.8607 |
0.0021 | 183.9124 |
0.0024 | 201.5963 |
0.0026 | 222.8169 |
0.00278 | 244.0376 |
0.00322 | 265.2582 |
0.00358 | 282.9421 |
I I have drawn the graphs using MS-Excel.
on application of load in UTM(UNIVERSAL TESTING MACHINE) on a material strains are calculated using the strain gauge attached to the material and stress are calculated from load/cross sectional area of the material.
we cannot predict exactly what the material is. but we can say the nature of the material
case 1: the sample 1 is has very less increase in stress upon strain this indicates sample 1 is plastic.
case 2: sample 2 is elastic, stress is proportional to strain
case 3: sample 3 is also an elastic material but the cross sectional area of testing sample is varying.
Ductile materials have plastic zone and elastic limit where as the brittle materials stress strain graph starts with the elastic limit and do not posses any plastic zone. by this we can also conclude sample 1 is a ductile material since it is in plastic zone.