After fracture, the total length was 53.086 mm and the diameter was 9.982 mm. Plot the engineering stress strain curve and calculate (a) the 0.2% offset yield strength; (b) the tensile strength; (c) the modulus of elasticity;
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- In concrete compression test. Normally 150mm×150mm×150mm concrete cube samples is used for testing. Why is not 110mm×110mm×110mm concrete cube sample used in the test intead of 150mm150mm150mm concrete samplesProblem : Pressure vessel made of alloy steel with Yield Strength of 250 MPa, Pressure acting on Pressure Vessel = 10 Atmosphere. Longitudinal Stress (σL) = 200 MPa. Hooke's Law (E) = 150 MPa. Radial Stress (σR) = -50. Question :a) How thick is the pressure vessel if the Inner Diameter is D = 2 Meters?b) Check whether the pressure vessel is safe or not? Given data: - The yield strength of the pressure vessel is σy = 250 MPa.The inner diameter of the vessel is d = 2 m.The pressure acting in the vessel is P = 10 Atm.The longitudinal stress is σL = 200 MPa.Hooke's Law (E) = 150 MPaThe radial stress is σR = -50 MPa.A glass cylinder 5 cm internal diameter with a screen at the bottom is used as a falling head permeameter. The thickness of the sample is 10 cm. The water level in the tube at the start of the test was 40 cm above tail water level and it dropped by 10 cm in one minute while the level of tail water remained unchanged. Determine the value of the coefficient of permeability in mm/s. Provide a Diagram. a.5.9 x 10^-2 b.4.8 X 10^-1 c.2.15 x 10^-2 d.625 X 10^-2
- The following data were collected from a 0.4-in.-diameter test specimen of polyvinyl chloride (l0 5 2.0 in.): Load (lb) 0 Δl (in.) 0.00000 300 600 900 1200 1500 1660 1600 0.00746 0.01496 0.02374 0.032 0.046 0.070 (maximum load) 0.094 1420 0.12 (fracture) After fracture, the total length was 2.09 in. and the diameter was 0.393 in. Plot the engineering stress strain curve and calculate (a) the 0.2% offset yield strength; (b) the tensile strength; (c) the modulus of elasticity; (d) the % elongation; (e) the % reduction in area; (f) the engineering stress at fracture; and (g) the modulus of resilience.Medium oil having a sp.gr. of 0.90 flows through a 120 mm diameter pipe with a mean velocity of 5.3 m/s and friction factor of 0.01. Oil has an absolute viscosity of 0.04 Pa.s. Compute the shear stress at the wall of the pipe. a. 31.601 b. 60.131 c. 13.160 d. 61.310Problem :Pressure vessel made of alloy steel with Yield Strength of 250 MPa, Pressure acting on Pressure Vessel = 10 Atmosphere. Longitudinal Stress (σL) = 200 MPa. Hoop Stress (σθ) = 150 MPa. Radial Stress (σR) = -50. Question :a) How thick is the pressure vessel if the Inner Diameter is D = 2 Meters? b) Check whether the pressure vessel is safe or not? c) Check whether the pressure vessel is safe or not with Tresca yield criterion and compare it with von Mises yield criterion? Given data: -The yield strength of the pressure vessel is σy = 250 MPa.The inner diameter of the vessel is d = 2 m.The pressure acting in the vessel is P = 10 Atm.The longitudinal Stress is σL = 200 MPa.Hoop Stress σθ = 150 MPaThe Radial Stress is σR = -50 MPa.
- A falling-head permeability test was performedin a permeameter with an inside diam. of 6 cm.The inside diameter of the standpipe is 3 mm.The sample had a length of 12 cm. During aperiod of 8 min. the head of the sample was120 cm and decreased by 50 cm. Computethe coefficient of permeability of the samplein cm/sec.Medium oil having a sp.gr. of 0.90 flows through a 120mm diameter pipe with a mean velocity of 5.3m/s and friction factor of 0.01. Oil has an absolute viscosity of 0.04 Pa.s. Ccompute the shear stress at the wall of the pipeLooking for assistance with Mohr Circle. I'm not asking for the whole problem to be worked, but can someone walk me through test1 (data for it is at the bottom of the screen) for total stress mohr circle