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Using two theodolite method, setting out a curve is known as:
  • a)
    Linear measurements only
  • b)
    One linear and one angular measurement
  • c)
    Two angular measurements only
  • d)
    One linear and two angular measurements
Correct answer is option 'C'. Can you explain this answer?
Verified Answer
Using two theodolite method, setting out a curve is known as:a)Linear ...
In a two theodolite method, curves are staked out by angular measurements only. Accuracy attained in this method is quite high. Thus the method is used when higher accuracy is required and when the topography is rough or field condition is difficult.
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Using two theodolite method, setting out a curve is known as:a)Linear ...
Setting out a curve using the two theodolite method:

Setting out a curve refers to the process of marking the alignment of a curved line on the ground. This is commonly done in construction and surveying projects where curves are required, such as roads, railways, and canals. One method used for setting out a curve is the two theodolite method.

The two theodolite method:

The two theodolite method involves the use of two theodolites to measure the angles required to set out a curve. The theodolite is a surveying instrument used to measure horizontal and vertical angles. In this method, one theodolite is set up at the starting point of the curve, and the other theodolite is set up at the end point of the curve.

Measurement process:

The two theodolite method requires two angular measurements and no linear measurements. Here is the step-by-step process for setting out a curve using this method:

1. Set up the first theodolite at the starting point of the curve and level it. Align the telescope of the theodolite with the tangent line that connects the starting point and the end point of the curve.

2. Set up the second theodolite at the end point of the curve and level it. Align the telescope of the theodolite with the tangent line that connects the end point and the starting point of the curve.

3. Observe and record the angles measured by both the theodolites. These angles are the horizontal angles between the tangent lines and the curve at each end.

4. Calculate the difference between the two angles measured by the theodolites. This difference represents the deflection angle or the angle between the tangent lines at each end of the curve.

5. Divide the deflection angle by 2 to obtain the angle at the midpoint of the curve.

6. Use the midpoint angle, along with the known radius or chord length, to calculate the coordinates of the curve points.

Conclusion:

In conclusion, setting out a curve using the two theodolite method involves measuring two angular angles with the theodolites. This method does not require any linear measurements. The two theodolite method is commonly used in surveying and construction projects to accurately set out curves such as roads and railways.
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Using two theodolite method, setting out a curve is known as:a)Linear measurements onlyb)One linear and one angular measurementc)Two angular measurements onlyd)One linear and two angular measurementsCorrect answer is option 'C'. Can you explain this answer?
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