Civil Engineering - Surveying - Discussion
Discussion Forum : Surveying - Section 1 (Q.No. 37)
37.
The difference of level between a point below the plane of sight and one above, is the sum of two staff readings and an error would be produced equal to
Discussion:
10 comments Page 1 of 1.
Dusty said:
9 years ago
Anyone explain the solution clearly.
Deepak said:
9 years ago
Please explain this.
Choudhary Sumit Saharan said:
8 years ago
Explain it.
Ritu said:
8 years ago
Someone Please explain clearly.
Aung san said:
8 years ago
Please explain.
Sunny said:
8 years ago
Please give an explanation.
Sameer sopori said:
8 years ago
The minor distance between the bottom graduation and staff bottom (graduation is usually like E shapes on staff, each arm of E equal to 1cm on staff) , For each station we need to take 2 reading at least FS & BS, and for each station we need to deduction the error (because its cumulative error). However, it's very small error and it remains always under tolerance.
(1)
Umair Ahmad said:
5 years ago
@Sameer Sopori.
Pleese elaborate it clearly.
Pleese elaborate it clearly.
Suman said:
12 months ago
Not clear. Please explain to me in detail.
Sandesh said:
4 weeks ago
In levelling, when determining the difference in elevation between a point below and a point above the line of sight, the readings are taken from a levelling staff. If the staff is not held vertically or if there's a misalignment in the zero of graduation (the point from which measurements begin), an error is introduced.
The apparent difference in level becomes the sum of the two staff readings.
However, due to the misalignment, the error introduced is twice the distance between the zero of graduation and the foot of the staff.
This is because the error affects both the lower and upper readings equally, and when summed, it doubles.
The apparent difference in level becomes the sum of the two staff readings.
However, due to the misalignment, the error introduced is twice the distance between the zero of graduation and the foot of the staff.
This is because the error affects both the lower and upper readings equally, and when summed, it doubles.
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