Discussion :: Theory of Structures - Section 1 (Q.No.39)
| Sagar said: (Dec 8, 2014) | |
| Answer is D because in this case horizontal trust is irrespective of radius of arch. | |
| Snehal Wankhede said: (Sep 30, 2016) | |
| I think it is 1 : 1 : 1. | |
| Amulya Rajbhar said: (Dec 3, 2016) | |
| Horizontal Trust of 2 Hinged Semicircular arch is independent of its Radius. Horizontal Trust = W/pi. |
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| Dibya said: (Mar 22, 2017) | |
| Yes, @Snehal. It is 1 : 1 : 1. |
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| Keshav Raidas said: (Jun 9, 2017) | |
| H = W/π. So D is the right answer. | |
| Apcivilian said: (Jan 17, 2018) | |
| Agree the given answer is wrong. It doesn't depend on radius. So, the answer is D. |
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| Monika said: (Oct 12, 2018) | |
| Which is the correct answer? Please explain me. | |
| Pankaj said: (Mar 17, 2019) | |
| 1:1:1. H=w/π. H Not depend on radius. |
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| Parvat Kumar said: (Aug 8, 2019) | |
| Three hinged arches h is independent of radius hence ratio must be 1:1:1. | |
| Prachi said: (Dec 20, 2019) | |
| General equation of horizontal thrust for this condition will be; H = Wl/4h. h = l/2. 5/2.5:7.5/3.75:10/5. = 1:1:2. |
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| Akshaya said: (Jun 20, 2020) | |
| Thank you @Prachi. | |
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