Bending Moment Value? 40 kN 100 kN 100 kN 100 kN 40 kN A B C D E Ym Zm Zm Ym X = ?
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- A11 Consider the cutaway diagram provided above. Using this, identify and describe a structural component or sub-structure that carries bending. You should sketch and describe an idealisation of the structural component suitable for analysing the bending response, and describe how the structural component may fail under bending.1. Determine the resultant internal loadings acting on the cross section at B of the pipe shown. End A is subjected to a vertical force P and a horizontal force Q. Use P = 95 N and Q = 75 N. 0.75 m B `0.5 m D. D> P 1.25 m A Determine the internal axial force (in N) in section B. * Your answer Determine the internal shear force (in N) in section B. * Your answerHow long is the thread at 4B? What do the brackets around dimension 241 at 3C indicate?
- 1. Break the compound beam into parts consisting of each of the straight components. 2. Show the complete free-body diagram of each component part including all external loads and internal forces and bending moments required to keep the part in equilibrium. 3. For the main, horizontal part only, draw the complete shearing force and bending moment diagrams.Could I get this question explained step for step thankswhy the expert here wrote -200 cos 75 when Σ Fx = 0 , I understand all steps but how he got - 200 cos 75 ( for the force ) (how the angle is 75 ) can you please clarify for me this point please ...... because I did not got the angle 75 dgree for 200 N force can you draw a diagrm for me please to see how 75 dgree links to 200 N
- Refer to drawing 21A033, what is dimension G? (Please note that you can't just assume the hub protrudes equally on both sides as it may not) All abbreviations are standardSolve for all the angles. The only known angle is for m.820 MPa, 18. The part in Fig. 2-44 is made of 1045 steel, quenched and drawn, ult = 620 MPa. de 300 MPa. Bending moment varies from 1,040,000 to 5,000,000 Typ Nmm; machined surfaces. Find the factor of safety. Ans. F, = 1.75. M 25 mm thick 150 mm 19 mm rad. 75 mm M - Figure 2-44 Problem 18. =
- DO NOT COPY FROM OTHER WEBSITES Correct and detailed answer will be Upvoted else downvoted. Thank you!Hello, I don't understand how to get the to equation of the moment of inertia for the shape in the picture below. I have added my own finding in the photo below. I hope you can help me. Thanks! Julia1. Find the maximum bending stress - and find the factor of safety 2. find with using the general hear formula - shear stress - and find the factor of saefty