1. Iron - Carbon phase diagram is: (i) Unary Phase (iii) Binary Phase (ii) Tertiary Phase (iv) None of the mentioned 2. Above the following line, pure liquid phase exist for all compositions in a phase diagram: (i) Solvus Line (iii) Solidus Line (ii) Tie Line (iv) No such line exists 3. ______ is the indicative of the stress at which plastic deformation begins. (i) Elasticity (iii) Toughness (ii) Ultimate Tensile Strength (iv) Yield Strength 4. Which of the following cannot be obtained using a phase diagram? (i) Melting temperatures of various phases (iii) Equilibrium solid solubility (ii) Temperature range for solidification (iv) Purity of materials 5. Metallic Bonds are mostly found in the periodic table for the Group ______ & ______ elements: (i) V-B & VI-B (iii) IV-A & V-A (ii) VIII-A & Zero Group (iv) I-A & II-A 6. Delta Fe occurs at a temperature of: (i) Room temp (iii) 1400 °C - 1539 °C (ii) Above Melting Point (iv) 910 °C - 1120 °C 7. ______ is defined as the strain energy per unit volume of material required to stress a material to the point of yielding. (i) Modulus of Elasticity (iii) Plastic Deformation (ii) Bulk Modulus (iv) Modulus of Resilience
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The Iren-Carden phase diagram is a graphical representation of the phases and phase boundaries of a binary system. Show more…
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A piece of a certain material, with a cross section of 150 mm^2 and 60 mm of initial length, begins to undergo plastic deformation when it is subjected to a tensile force of 52.5 kN. If its Young's modulus is 225 GPa, its maximum tensile strength is 375 MPa, and its stress at the break point is 300 MPa: a) What is the yield strength of the material, in MPa? b) What is the maximum elongation, in mm, to which it can be subjected without plastic deformation? c) Draw the possible stress-strain curve that would be obtained after a complete tensile test in the previous piece and indicate all the relevant parameters, with their corresponding numerical values.
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2- Results (7 marks) a- Use the data of Force-Displacement taken from the UTM to generate Stress-Strain data for all the samples, then perform the following: - Plot all the Engineering stress-strain curves on a single graph. (one graph with 4 curves) (don't forget the legends) (2 marks) - Consider the data points that correspond to the elastic region and plot them for all samples on one graph, and show the slopes of each of the curves. (Slope corresponds to elastic modulus). (1 marks) - Plot the Duralumin engineering stress-strain curve on a new graph. On that graph, indicate the following properties (Use arrows and text boxes): (2 marks) o 0.2% proof yield strength. o Ultimate Tensile Strength. o Elastic strain o Plastic strain - BONUS: For steel sample only, calculate the True stress-strain values and plot them on a new graph along with the engineering stress-strain values. (You should end up with a graph with two curves). (Bonus 1 mark) Take special care of: Axis titles, Axis units, Graph titles and legends. b- Create a table that summarizes the following properties taken from all the samples: (2 marks) Young's Modulus (From experiment) | Young's Modulus (From literature) | 0.2% Yield Strength | Ultimate Strength | Total Elongation | Ductility GPa | GPa | MPa | MPa | m | % Steel Duralumin Aluminum PVC
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