Question

The column AB shown in the Figure below is made of A-36 steel, which is fixed at A and pinned at B. The column has a circular

Please help me to solve this quiestion
Mechanics of material

0 0
Add a comment Improve this question Transcribed image text
Answer #1


o solution Given data, outer radius ru= 25mm ; inner radius ri - 20 mm; > Yield = 250mpa ; E=200Gpa co Slender mens ratio of @) Slender.ney ratio 1 = porno left RB end condition is pin - fixed 1 RB=55kn T 2.5ml t for end (*) for pin-fixed end, deffen(6) Safe check buckling failure Comprenion failure of AB Now, 3 compression force on BA 55x10 I (25²20) JRB tha o=77.81 mpasu (c) fail ure modes :- (i) com presion 1) Buckling since ; or (buckling) yield (comp) so, if it fails, it will fail under Bu

Add a comment
Know the answer?
Add Answer to:
Please help me to solve this quiestion Mechanics of material The column AB shown in the...
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
  • The column shown has a hollow rectangular cross-section. I=6 meters, the material is cold-drawn steel with...

    The column shown has a hollow rectangular cross-section. I=6 meters, the material is cold-drawn steel with E=207 GPa and Sy=580 MPa. Assume end condition to be C=1; Determine 1. Slenderness ratio 2. Transition Slenderness ratio D-80mm 200mm 3. Short or long column? Why? 4. Is the column safe if the axial load P shown is I MN? 100mm Column Cross-section bh For a rectangular cross-section I = 12 For a circular cross-section, 1 = " D4 64

  • O The column shown has a hollow rectangular cross-section. I=6 meters, the material is cold-drawn steel...

    O The column shown has a hollow rectangular cross-section. I=6 meters, the material is cold-drawn steel with E=207 GPa, and Sy=580 MPa. Assume end condition to be C=1; Determine 1. Slenderness ratio 2. Transition Slenderness ratio 200mm 3. Short or long column? Why? 4. Is the column safe if the axial load P shown is 1 MN? D80mm 100mm Column Cross-section bh? For a rectangular cross-section I 12 For a circular cross-section, I = +04 64

  • ľ The column shown has a hollow rectangular cross-section. I=6 meters, the material is cold-drawn steel...

    ľ The column shown has a hollow rectangular cross-section. I=6 meters, the material is cold-drawn steel with E=207 GPa, and Sy=580 MPa. Assume end condition to be C=1; Determine 1. Slenderness ratio 2. Transition Slenderness ratio D-80mm 200mm 3. Short or long column? Why? 4. Is the column safe if the axial load P shown is 1 MN? 100mm Column Cross-section bha For a rectangular cross-section / = 12 For a circular cross-section, I =D

  • The column shown has a hollow rectangular cross-section. L=6 meters, the material is cold-drawn steel with...

    The column shown has a hollow rectangular cross-section. L=6 meters, the material is cold-drawn steel with E=207 GPa, and Sy=580 MPa. Assume end condition to be C=1; 010 Determine D=80mm 200mm 1. 2. 3. 4. Slenderness ratio Transition Slenderness ratio Short or long column? Why? Is the column safe if the axial load P shown is 1 MN? 100mm Column Cross-section bh3 For a rectangular cross-section I 12 X For a circular cross-section, I = 1 D4 64

  • The column shown has a hollow rectangular cross-section. I-6 meters, the material is cold-drawn steel with...

    The column shown has a hollow rectangular cross-section. I-6 meters, the material is cold-drawn steel with E-207 GPa, and Sy=580 MPa. Assume end condition to be C-1; Determine 1. Slendemess ratio 2. Transition Slenderness ratio D-80mm 200mm 3. Short or long column? Why? 4. Is the column safe if the axial load P shown is 1 MN? 100mm Column Cross-section For a rectangular cross-section 1 = bh 12 For a circular cross-section, I = *D* 64

  • please solve problem 4.81 with Matlab or Excel by using data from problem 4.80. please the information is provide...

    please solve problem 4.81 with Matlab or Excel by using data from problem 4.80. please the information is provided below, starting from data: 4.80 A minimum weight tubular column design problem is formulated in Section 2.7 using mean radius R and thickness t as design variables. Solve the KKT conditions for the problem imposing an additional constraint R/t s 50 for this data: P 50 kN,1-5.0 m, E 210 GPa, ơ.-250 MPa and 7850 kg/m3. Interpret the necessary conditions at...

  • 20 A concrete column with hollow circular cross section is under external loads as shown in...

    20 A concrete column with hollow circular cross section is under external loads as shown in Figure 1. Horizontal distributed load is defined by w=1/8*x’ function and its value reaches to 8 kN at the top of the column. Also, 50 kN vertical load is applied from the top of the column and its application point is 400 mm away from the centroid of the column as shown in the figure. Concrete column has hollow circular cross section and outer...

  • Question 3 For the simply supported steel beam with cross section and loading shown (see Figure...

    Question 3 For the simply supported steel beam with cross section and loading shown (see Figure 3a), knowing that uniformly distributed load w=60 kN/m, Young modulus E = 200 GPa, and yield stress Cyield=200 MPa (in both tension and compression). ул 15 mm w=60 kN/m ... 1 B A 15 mm + 300 mm IC - i 2.5m 1 1 15 mm 7.5m 1 150 mm Figure 3a (a) Check if: the beam is safe with respect to yielding (using...

  • Looking for Help on 10.19. r of solid circular cross section is 50 mm in diameter....

    Looking for Help on 10.19. r of solid circular cross section is 50 mm in diameter. The bar is pinned at each end and subject to axial compression. If the proportional limit of the material is 210 MPa and E 200 GPa, determine the minimum length for which Euler's formula is valid. Also, determine the value of the Euler buckling load if the column has this minimum length. Ans. 1.21 m, 412 kN 10.20. The column shown in Fig. 10-10...

  • A horizontal beam AB is pin-supported at the end A and carries a uniformly distributed load...

    A horizontal beam AB is pin-supported at the end A and carries a uniformly distributed load with intensity 20 kN/m and a concentrated load F as shown in the figure. The beam is also supported at C by a pinned-end column: the column is restrained laterally at mid-height in the plane of the figure but it is free to deflect perpendicular to the plane of the figure. Assume the column may buckle in any direction. The column is a solid...

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