Civil Engineering - RCC Structures Design - Discussion

Discussion Forum : RCC Structures Design - Section 4 (Q.No. 47)
47.
If W is the uniformly distributed load on a circular slab of radius R fixed at its ends, the maximum positive radial moment at its centre, is
zero
none of these.
Answer: Option
Explanation:
No answer description is available. Let's discuss.
Discussion:
10 comments Page 1 of 1.

Garry said:   8 years ago
It is circumferential, not radial.

AMAL ZAD said:   8 years ago
I think the correct answer is A.

AMRENDRA KUMAR said:   8 years ago
Please give the correct answer with an explanation.

Utkarsh said:   7 years ago
Please explain the answer.

Ritesh Sonje said:   7 years ago
Please give the correct answer with an explanation.

Noora said:   7 years ago
@Amal Zad.

A for simply supported slab.

Amit maurya said:   5 years ago
If w is udl load and end are freely supported then max. The radial and circumferential moment at the center is 3wR^2/16.

And max circumferential .moment at support 2wR^2/16
Radial will be zero. In freely support


Again condition fix at support.

Max. + radial moment at centre wR^2/16.
Max - radial moment at support 2wR^2/16.
Max circumferential moment at centre wR2/16.
(4)

Ashoke said:   5 years ago
Thanks @Amit Maurya.

Akhil kohli said:   5 years ago
Thank you @Amit Maurya.

Khan said:   3 weeks ago
1. Freely Supported (Simply Supported) Edges.

Max Radial Moment at Center:3wR^2/16(with v=0).
Max Radial Moment at Support: Zero.
Max Circumferential Moment at Centre: Zero.

Max Circumferential Moment at Support: 3wR^2/16 (often mentioned as related to negative radial moment)

 2. Fixed Edges (Clamped) 
Max Positive Radial Moment at Centre: wR^2/16.
Max Negative Radial Moment at Support: 2wR^2/16.
Max Circumferential Moment at Centre: wR^2/16.

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