Jawaharlal Nehru Technological University Hyderabad
Jawaharlal Nehru Technological University Hyderabad B.Tech II MINE SURVEYING Previous Question Paper (October - 2020 - R18)
Answer any five questions
All questions carry equal marks
Main
Explain the following related to remote sensing:
Scale
Answer
In remote sensing, the scale represents the ratio of a distance on the image or map to the corresponding distance on the ground. It is a critical parameter that determines the level of detail and the spatial extent of the captured data.
The scale is mathematically defined as:
Where f is the focal length of the camera or sensor lens and H is the flying height of the platform above the ground. A larger scale (e.g., 1:5,000) provides higher spatial resolution, allowing for the identification of smaller features, while a smaller scale (e.g., 1:50,000) covers a larger geographical area but with less detail. In satellite remote sensing, scale is often expressed as the Ground Sample Distance (GSD), which indicates the physical size of one pixel on the ground.
EMR (Electromagnetic Radiation)
Answer
Electromagnetic Radiation (EMR) is the fundamental energy source for most remote sensing systems. It consists of an electric field and a magnetic field oscillating perpendicular to each other and to the direction of wave propagation. EMR travels at the speed of light and is characterized by its wavelength (λ) and frequency (ν).
The relationship is given by:
Where c is the speed of light. In remote sensing, the Electromagnetic Spectrum is divided into specific regions based on wavelength, including the Visible (0.4–0.7 μm), Infrared (Near, Mid, and Thermal), and Microwave regions. Sensors detect EMR that is either reflected from the Earth's surface (passive remote sensing, such as sunlight) or emitted by the Earth (thermal infrared). The interaction of EMR with the atmosphere and surface features—through absorption, scattering, and reflection—is what allows sensors to distinguish between different land covers, minerals, and environmental conditions.
The following bearings were observed in running a closed traverse.
| Line | FB | BB |
|---|---|---|
| AB | 48° 15' | 228° 45' |
| BC | 120° 30' | 302° 15' |
| CD | 212° 00' | 30° 00' |
| DE | 273° 15' | 95° 15' |
| EA | 315° 45' | 133° 30' |
Determine the correct magnetic bearing of the lines?
Answer
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The following consecutive readings were taken with a dumpy level: 3.864, 3.346, 2.932, 1.952, 0.854, 3.796, 2.639, 1.542, 1.934, 0.864, 0.665. The level was shifted after fifth and eighth readings. The first reading was taken on the bench mark of R.L 150.250. Calculate the reduced levels of the change points and the difference of level between the first and last points.
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The following consecutive readings were taken with a level and 4 m staff on continuously sloping ground at a common interval of 30 m: 0.780, 1.535, 1.955, 2.430, 2.985, 3.480, 1.155, 1.960, 2.365, 3.640, 0.935, 1.045, 1.630 and 2.545. The reduced level of the first point was 180.750. Rule out a page of level book and enter the above readings. Calculate the reduced levels of the points by height of collimation method and also the gradient of the line joining the first and last points.
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Explain the Principles and methods of triangulation.
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Describe the continuous Azimuth method of traverse.
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State the checks on the accuracy of angular measurements in closed figures.
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State the Principle of Electronic Theodolite.
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Two straight lines intersect at chainage 1200 m and the angle of intersection is 60°. If the radius of the curve is 500m, determine: i) Tangent distance ii) length of the curve.
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The following readings were taken with a vernier theodolite on to a vertical staff:
| Horizontal Distance | Stadia readings |
|---|---|
| 46.20 m | 0.780, 1.010, 1.240 |
| 61.20 m | 1.860, 2.165, 2.470 |
Calculate the Tacheometric constants.
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Describe the Co-planing method of correlation survey for surface and underground workings of a mine.
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