Question
please help quick
(15 pts.) A bending moment M is applied to the beam section shown in Figure 1. If the highest compressive stress due to the l
0 0
Add a comment Improve this question Transcribed image text
Answer #1

Solution * All dimensions ich wewe Msinzo OS N- Iy 282x10 g ml A 5 A Iz = 176.9 x 103 mmt M 2 IL 50 Mlos 20 K E 18.57 a) Mfor y axis My M 8120° 25 mm 5/2 е 60 28] X 10 M&M 20 Х ( 0 3 2 С M, 1971 , 87 3.6 • m ) м. - 1971-8 N - у) 9 мавзаны зор AugOrientation neural axis (0) ठ tand MzIyi - My, Iyx My i Izi - M₂1 Iyx 337.69 Nm Mz1 = Mus 20 359.37 Los 20 359.37 sinzo 1tand Ma Tu. Myl Izı 337:69 x 28/ - А: 36 122-91 x 1769 Ашил 17°

Add a comment
Know the answer?
Add Answer to:
please help quick (15 pts.) A bending moment M is applied to the beam section shown...
Your Answer:

Post as a guest

Your Name:

What's your source?

Earn Coins

Coins can be redeemed for fabulous gifts.

Not the answer you're looking for? Ask your own homework help question. Our experts will answer your question WITHIN MINUTES for Free.
Similar Homework Help Questions
  • A beam whose cross-section is shown in the figure is subjected to a bending moment M...

    A beam whose cross-section is shown in the figure is subjected to a bending moment M inclined at 0 = 70° from the z axis. a) Locate the orientation of the neutral axis B and draw this axis on the figure b) Calculate the maximum flexural tensile stress Omax,T and the maximum flexural compressive stress Omax.c in the beam and indicate at which points in the section these occur. M= 2 Nm D e Z 20 mm A B 60...

  • 2) A box beam of rectangular cross section shown is subject to a bending moment Mx=2000...

    2) A box beam of rectangular cross section shown is subject to a bending moment Mx=2000 lb in. Find the maximum tensile stress and maximum compressive stress and their respective locations. What is the orientation of the neutral axis? 0.064" 12" 0.04" ... . M. 0.072 0.03"

  • 3) (35 pts) A L-beam has the cross section shown. A moment M acts about the...

    3) (35 pts) A L-beam has the cross section shown. A moment M acts about the x-axis which passes through the centroid of the section. Determine the angle the neutral axis makes with respect to the +x- axis. Sketch it on the cross section. Given the design flexural stress limit is 100 MPa, determine the maximum allowable moment which can be applied. You only need to evaluate the stresses at points A, 8. Helpful hint: Remember to change the sign...

  • 3) (35 pts) A L-beam has the cross section shown. A moment M acts about the...

    3) (35 pts) A L-beam has the cross section shown. A moment M acts about the x-axis which passes through the centroid of the section. Determine the angle the neutral axis makes with respect to axis. Sketch it on the cross section. Given the design flexural stress limit is 100 MPa, determine the maximum allowable moment which can be applied. You only need to evaluate the stresses at points A, B. Helpful hint: Remember to change the sign of your...

  • Problem 2 A T-beam is subjected to a moment M at the orientation shown: M? 150...

    Problem 2 A T-beam is subjected to a moment M at the orientation shown: M? 150 mm 50 mm Determine the orientation of the neutral axis measured from the positive z-axis. a) b) Determine the maximum value of M if the allowable tensile stress is 10 MPa and the allowable compressive stress is 7 MPa. 200 mm C

  • t View Window Help Tools Assignment3 (2)pdr x Question 3: Unsymmetric bending (50 marks) A beam with the triangular...

    t View Window Help Tools Assignment3 (2)pdr x Question 3: Unsymmetric bending (50 marks) A beam with the triangular section supports a moment as illustrated where M-900 N.m. (a) Determine the value of Imax, lmin, and 0p and specify the orientation of the Imax axis relative to the z axis using a sketch [20 marks]. (b) Calculate the orientation of the neutral axis and show this on a sketch of the section [10 marks]. (c) Calculate the value of the...

  • The box beam of uniform thickness (Fig. 5 below) is subject to a moment of 30 kNm Determine the maximum bending stress...

    The box beam of uniform thickness (Fig. 5 below) is subject to a moment of 30 kNm Determine the maximum bending stress in the beam. (10%) (10%) a. Determine the orientation of the neutral axis. b. 250 mm, 350 mm 400 mm 20 X11 Figure 5 The box beam of uniform thickness (Fig. 5 below) is subject to a moment of 30 kNm Determine the maximum bending stress in the beam. (10%) (10%) a. Determine the orientation of the neutral...

  • Q. 2 For the beam section shown in Figure Q. 2 (a), determine: (25 marks) (a)...

    Q. 2 For the beam section shown in Figure Q. 2 (a), determine: (25 marks) (a) The depth to the neutral axis of bending. (3 marks) (b) The second moment of area of the section about that neutral axis. (5 marks) If section is to be used as a beam with an overhang shown in Figure Q. 2 (b), determine: (c) The maximum tensile and compressive bending stresses that develop in the beam. (10 marks) (d) The maximum shear stress...

  • answered to receive full credit. 3. (20 pts) For the L-section beam as shown in Fig-...

    answered to receive full credit. 3. (20 pts) For the L-section beam as shown in Fig- ure 3 which is subjected to a positive bending moment about the z-axis of 90 kN·m, determine 1. (20 pts) Consider the beam with loading shown in Figure 1. (a) Draw the shear and moment diagrams. (a) the location of the centroid (2,P) relative (b) If the beam is constructed from A-36 struc- tural steel, determine the minimum top and bottom section modulii such...

  • The beam shown is subjected to a constant Bending Moment M = 2109 Kg * m....

    The beam shown is subjected to a constant Bending Moment M = 2109 Kg * m. Determine the maximum bending stress of the beam. The dimensions of the cross section shown are a = 211 mm, b = 50 mm, c = 31 mm, d = 63 mm and e = 128 mm Determine the maximum stress in Kg/cm^2 due to the bending moment, use 4 decimal places in your answer.

ADVERTISEMENT
Free Homework Help App
Download From Google Play
Scan Your Homework
to Get Instant Free Answers
Need Online Homework Help?
Ask a Question
Get Answers For Free
Most questions answered within 3 hours.
ADVERTISEMENT
ADVERTISEMENT
ADVERTISEMENT