An AISI steel has a yield strength, Sy = 300 Mpa. Plot the failure locus and...

Question

Question

An AISI steel has a yield strength, Sy = 300 Mpa. Plot the failure locus and the load line in the attached diagram. Given tha

Answer 1

Answer #1

= - 45 MPa “ 210 MPa су — 140 чRa txy РА, °- “х++ с.)*+tsa 2 2 | 0+100 2 Т! | Гео- 9*+ (-1) 7 18 S + 5Jjob - 2 36 478, 133, C

Now if we take both mone Now, Dis tertion Eniorgy othersy (vorna M18 ) general earn (07-02) + 162-63 ² + (9) here, 2 ETA 2 =B

If you have any doubt please ask in the comment box.

Please do like and rate the given solution.

Answer 2

Similar Homework Help Questions

Question 9 An AISI steel has a yield strength, Sy = 300 Mpa. Plot the failure...

Question 9 An AISI steel has a yield strength, Sy = 300 Mpa. Plot the failure locus and the load line in the attached diagram. Given that Cx -210 MPa, Ox - 160 MPa, and Txy =-45 MPa Hint: Ox toy 2 04.0 Failure Theory Diagram LIR Instructions: Download the image (Failure Theory Diagram 1.jpg), complete the diagram, and upload the image. Attach File Browse My Computer Moving to another question will save this response. DO До. Distortion Energy (Von...
An AISI steel has a yield strength, Sy = 300 Mpa. Plot the failure locus and...

An AISI steel has a yield strength, Sy = 300 Mpa. Plot the failure locus and the load line in the attached diagram. Given that - Ох = 210 MPa, y = 160 MPa, and Txy = -45 MPa Hint: 04.0p -“70 +670 +1 + Ty
1. A ductile hot rolled steel bar has minimum yield strength of 360 MPa. Using the...

1. A ductile hot rolled steel bar has minimum yield strength of 360 MPa. Using the distortion-energy and maximum-shear-stress theories, determine the factors of safety for the following plane stress states: (20 points) (a) Ox = 200 MPa, y = 120 MPa (b) x = 180 MPa, Txy = 150 MPa (c) Txy = 100 MPa

For the shaft shown in figure 1, made of AISI steel 1030 CD with Sut =...

For the shaft shown in figure 1, made of AISI steel 1030 CD with Sut = 520 MPa and Sy = 440 MPa., determine the factor of safety based on failure theories for ductile of Maximum Shear Stress and Distortion Energy (Von Misses). The point selected for analysis is determined form the following table. The loads are F= 2.13 kN, P= 5.13 kN, and T = 31.3 N. m. 100 mm B 15-mm D. Р T
A) A ductile hot-rolled steel bar has yield strength in tension and compression of 400 MPa...

A) A ductile hot-rolled steel bar has yield strength in tension and compression of 400 MPa Define Maximum shear stress, and Maximum normal stress for the following stress distribution: ?,-200 Mpa and ?,-200 Mpa, and Txysl 00 Mpa (All the other stresses are set to zero). safety factor using distortion energy theory, Maximum Normal stress theory, and maximum shear stress theory B) For the above material and stress distribution, what is the
A hot-rolled steel has a yield strength of Syt = Syc = 100 kpsi and a...

A hot-rolled steel has a yield strength of Syt = Syc = 100 kpsi and a true strain at fracture of & = 0.55. Calculate the factor of safety (n) for the following stress states by using both MSS and DE theory: (a) Ox = -50 kpsi, oy = -50 kpsi, Txy = -30 kpsi (b) Ox = -50 kpsi, Oy = 0 kpsi, Txy = -30 kpsi (c) Ox = 0 kpsi, oy = 50 kpsi, Txy = 30...

step by step please. A ductile hot rolled steel bar has minimum yield strength of 360...

step by step please. A ductile hot rolled steel bar has minimum yield strength of 360 MPa. Using the distortion-energy and maximum-shear-stress theories, determine the factors of safety for the following plane stress states: (20 points) (a) 0x = 200 MPa, y = 120 MPa (b) x = 180 MPa, Txy = 150 MPa (c) Txy = 100 MPa
The bar is made of mild steel (Sy =245 MPa) and is loaded by the forces...

The bar is made of mild steel (Sy =245 MPa) and is loaded by the forces Fx = 300 N, F, = 450 N, F2 = 300 N, and Mx = 55 N m. - 100 mm (A) Find the principal stresses and the max shear stress at A of the member. (B) Compute the von Mises stress at A. TINTI (C) Compute the factors of safety of the member using the distortion-energy (DE) and maximum-shear-stress (MSS) theories. 15-mm D....
Question 1 A flat leaf spring made from AISI 1020 cold drawn steel has fluctuating stresses between the maximum stre...

Question 1 A flat leaf spring made from AISI 1020 cold drawn steel has fluctuating stresses between the maximum stress, Smar of 360 MPa and minimum stress, Smn of 160 MPa; applied for a duration of 8 (10) cycles. The AISI 1020 CD material has a fully corrected endurance strength of Sa 5 175 MPa, yield strength, S, of 390 MPa and ultimate strength, S of 470 MPa. Assume that the fatigue strength fraction, f of 0.9 Using Miner's method,...

Topic 2 (Failure Theories) Question: Solid shaft has a radius of 0.5 cm and made of...

Topic 2 (Failure Theories) Question: Solid shaft has a radius of 0.5 cm and made of steel having yield stress of oy = 360 MPa. Determine if the loadings cause the shaft to fail according to the maximum-shear-stress theory and the maximum-distortion-energy theory, ISAN 166 SMP 191 MP