If the area under the shear force diagram for a beam between the two points C and D is "K", then the difference between the moments at the two points C and D will be equal to : ___________
Answers
The correct answer is:
Explanation:
- If the area under the shear force diagram for a beam between the two points C and D is "K", then the difference between the moments at the two points C and D will be equal to:
- In case of simply supported beam, the bending moment will be zero at supports.
- And it will be maximum and can be both positive or negative where shear force is zero.
Answer:
If the place below the shear pressure diagram for a beam among the 2 factors C and D is "K", then the distinction among the moments at the 2 factors C and D can be identical to:
In case of absolutely supported beam, the bending second can be 0 at supports.
And it will likely be most and may be each tremendous or terrible wherein shear pressure is 0.
The shear load is the slope of the instant and factor moments bring about jumps withinside the second diagram. The place below the shear diagram equals the extrade in second over the phase considered (as much as any jumps because of factor moments). Label the cost of the instant in any respect crucial factors on the instant diagram.Shear pressure is the pressure, F, appearing on a given segment divided with the aid of using the go sectional place, A, of the segment, calculated withinside the route of the pressure. E.G., for a pressure, F, everyday to the floor of a beam having a go sectional place of A, the shear pressure is = F/A.
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