Exam Details
Subject | surveying | |
Paper | ||
Exam / Course | b.tech | |
Department | ||
Organization | Institute Of Aeronautical Engineering | |
Position | ||
Exam Date | July, 2018 | |
City, State | telangana, hyderabad |
Question Paper
Hall Ticket No Question Paper Code: ACE002
INSTITUTE OF AERONAUTICAL ENGINEERING
(Autonomous)
Four Year B.Tech III Semester End Examinations (Supplementary) July, 2018
Regulation: IARE R16
SURVEYING
Time: 3 Hours Max Marks: 70
Answer ONE Question from each Unit
All Questions Carry Equal Marks
All parts of the question must be answered in one place only
UNIT I
1. Define Surveying. What are the principles of Surveying? Explain them briefly.
A line AB between the stations A and B was measured as 348.28 m using a 20 m tape, too short
by 0.05 m.
i. Determine the correct length of AB,
ii. The reduced horizontal length of AB if AB lay on a slope of 1 in 25,
2. Describe the various methods of chaining on a sloping ground with neat sketch.
The fore bearings and back bearings of the lines of a closed traverse ABCDA were recorded as
shown in Table
Table 1
Line Fore bearing Back bearing
AB 770300 2590100
BC 1100300 2890300
CD 2280000 480000
DA 3090500 1290100
Determine which of the stations are affected by local attraction and compute the values of the
corrected bearings.
UNIT II
3. Define Contour Interval. Explain characteristics of Contour with neat Diagrams.
The following consecutive readings were taken with a level on continuously sloping ground at a
common interval of 20 m. The last stations have an elevation of 155.272 m. Rule out a page of
level book and enter the readings. Calculate
i. The reduced levels of the points by rise and fall method
ii. The gradient of the line joining the first and last points for the following data
0.420, 1.115, 2.265, 2.900, 3.615, 0.535, 1.470, 2.815, 3.505, 4.445, 0.605, 1.925, 2.885.
Page 1 of 3
4. Define Levelling ii) Bench Mark iii)Fore Site iv) Back Site v Datum Line vi) Line of Collimation
vii) Axis of telescope
A page of level book is reproduced as shown in Table 2 in which some readings marked
are missing. Complete the page with all arithmetic checks.
Table 2
Station B.S. I.S. F.S. Rise Fall R.L. Remarks
1 3.150 ×
2 1.770 × 0.700 × C.P.
3 2.200 × ×
4 × 1.850 × × C.P.
5 2.440 0.010 ×
6 × × 1.100 × C.P.
7 1.185 2.010 × 222.200 C.P.
8 -2.735 × ×
9 × 1.685 4.420 × C.P.
10 1.525 0.805 ×
P 12.055 × ×
UNIT III
5. List various methods available for finding the areas consisting regular boundary and irregular
boundary. Define Simpson's rule and derive the equation to finding the area.
The road embankment 10m wide at formation level with side slopes 2:1 and with an average height
of 5m is constructed with an average gradient 1 in 40 from contour 220m to 280m. Calculate
Length of the road
ii) Volume of embankment in m3.
6. The width of a certain road at formation level is 9.50 m with side slopes 1in 1 for cut and 1 in 2
for filling. The original ground has a cross-fall of 1 in 5. If the depth of excavation at the center
line of the section is 0.4 calculate the areas of the cross-section in cut and fill.
A series of offsets were taken from a chain line to a curved boundary at intervals of 10m in the
following order 2.30 3.80 4.55; 6.75 5.25 7.30 8.95; 8.25 and 5.50m. Compute the area
using Trapezoidal and Simpson's rule.
Page 2 of 3
UNIT IV
7. Describe the following with respect to theodolite: i. Centering ii. Transiting iii. Face left
observations iv. Face right observations v. Swinging vi. Telescope normal vii. Telescope inverted.
Find the reduced level of top of a telecommunication tower from the following observations
made from two stations A and B. A and B are on single plane. A and B are 50m apart.
Angles measured from the stations A and B to the top of the tower was 270 and 240 respectively.
The staff reading from A on a benchmark of RL 812.345 m was 2.565 m and from B was to the
benchmark was 1.255 m.
8. State the different axis of a vernier transit theodolite and explain the procedure for measuring
horizontal and vertical angles.
Derive the horizontal distance between A and B and R.L of the top of the chimney when the
height of instrument at B is lower than that of A. (Instrument stations and object are in the
same vertical plane).
UNIT V
9. What is the field procedure to set out a simple circular curve by Rankin's method? Explain with
neat sketch.
What are the various components in Total station? Also write the advantages and disadvantages
of Total station.
10. Derive the expression to find out distance when staff held vertical for angle of elevation and
depression using tachometric principles.
Write a note of GPS and GIS. Elaborate on the applications of GPS and GIS in civil engineering.
INSTITUTE OF AERONAUTICAL ENGINEERING
(Autonomous)
Four Year B.Tech III Semester End Examinations (Supplementary) July, 2018
Regulation: IARE R16
SURVEYING
Time: 3 Hours Max Marks: 70
Answer ONE Question from each Unit
All Questions Carry Equal Marks
All parts of the question must be answered in one place only
UNIT I
1. Define Surveying. What are the principles of Surveying? Explain them briefly.
A line AB between the stations A and B was measured as 348.28 m using a 20 m tape, too short
by 0.05 m.
i. Determine the correct length of AB,
ii. The reduced horizontal length of AB if AB lay on a slope of 1 in 25,
2. Describe the various methods of chaining on a sloping ground with neat sketch.
The fore bearings and back bearings of the lines of a closed traverse ABCDA were recorded as
shown in Table
Table 1
Line Fore bearing Back bearing
AB 770300 2590100
BC 1100300 2890300
CD 2280000 480000
DA 3090500 1290100
Determine which of the stations are affected by local attraction and compute the values of the
corrected bearings.
UNIT II
3. Define Contour Interval. Explain characteristics of Contour with neat Diagrams.
The following consecutive readings were taken with a level on continuously sloping ground at a
common interval of 20 m. The last stations have an elevation of 155.272 m. Rule out a page of
level book and enter the readings. Calculate
i. The reduced levels of the points by rise and fall method
ii. The gradient of the line joining the first and last points for the following data
0.420, 1.115, 2.265, 2.900, 3.615, 0.535, 1.470, 2.815, 3.505, 4.445, 0.605, 1.925, 2.885.
Page 1 of 3
4. Define Levelling ii) Bench Mark iii)Fore Site iv) Back Site v Datum Line vi) Line of Collimation
vii) Axis of telescope
A page of level book is reproduced as shown in Table 2 in which some readings marked
are missing. Complete the page with all arithmetic checks.
Table 2
Station B.S. I.S. F.S. Rise Fall R.L. Remarks
1 3.150 ×
2 1.770 × 0.700 × C.P.
3 2.200 × ×
4 × 1.850 × × C.P.
5 2.440 0.010 ×
6 × × 1.100 × C.P.
7 1.185 2.010 × 222.200 C.P.
8 -2.735 × ×
9 × 1.685 4.420 × C.P.
10 1.525 0.805 ×
P 12.055 × ×
UNIT III
5. List various methods available for finding the areas consisting regular boundary and irregular
boundary. Define Simpson's rule and derive the equation to finding the area.
The road embankment 10m wide at formation level with side slopes 2:1 and with an average height
of 5m is constructed with an average gradient 1 in 40 from contour 220m to 280m. Calculate
Length of the road
ii) Volume of embankment in m3.
6. The width of a certain road at formation level is 9.50 m with side slopes 1in 1 for cut and 1 in 2
for filling. The original ground has a cross-fall of 1 in 5. If the depth of excavation at the center
line of the section is 0.4 calculate the areas of the cross-section in cut and fill.
A series of offsets were taken from a chain line to a curved boundary at intervals of 10m in the
following order 2.30 3.80 4.55; 6.75 5.25 7.30 8.95; 8.25 and 5.50m. Compute the area
using Trapezoidal and Simpson's rule.
Page 2 of 3
UNIT IV
7. Describe the following with respect to theodolite: i. Centering ii. Transiting iii. Face left
observations iv. Face right observations v. Swinging vi. Telescope normal vii. Telescope inverted.
Find the reduced level of top of a telecommunication tower from the following observations
made from two stations A and B. A and B are on single plane. A and B are 50m apart.
Angles measured from the stations A and B to the top of the tower was 270 and 240 respectively.
The staff reading from A on a benchmark of RL 812.345 m was 2.565 m and from B was to the
benchmark was 1.255 m.
8. State the different axis of a vernier transit theodolite and explain the procedure for measuring
horizontal and vertical angles.
Derive the horizontal distance between A and B and R.L of the top of the chimney when the
height of instrument at B is lower than that of A. (Instrument stations and object are in the
same vertical plane).
UNIT V
9. What is the field procedure to set out a simple circular curve by Rankin's method? Explain with
neat sketch.
What are the various components in Total station? Also write the advantages and disadvantages
of Total station.
10. Derive the expression to find out distance when staff held vertical for angle of elevation and
depression using tachometric principles.
Write a note of GPS and GIS. Elaborate on the applications of GPS and GIS in civil engineering.
Other Question Papers
Subjects
- ac machines
- advanced databases
- aircraft materials and production
- aircraft performance
- aircraft propulsion
- aircraft systems and controls
- analog communications
- analysis of aircraft production
- antennas and propagation
- applied physics
- applied thermodynamics
- basic electrical and electronics engineering
- basic electrical engineering
- building materials construction and planning
- business economics and financial analysis
- compiler design
- complex analysis and probability distribution
- computational mathematics and integral calculus
- computer networks
- computer organization
- computer organization and architecture
- computer programming
- concrete technology
- control systems
- data structures
- database management systems
- dc machines and transformers
- design and analysis of algorithms
- design of machine members
- digital and pulse circuits
- digital communications
- digital ic applications using vhdl
- digital logic design
- digital system design
- disaster management
- disaster management and mitigation
- discrete mathematical structures
- dynamics of machinery
- electrical circuits
- electrical measurements and instrumentation
- electrical technology
- electromagnetic field theory
- electromagnetic theory and transmission lines
- electronic circuit analysis
- electronic devices and circuits
- elements of mechanical engineering
- engineering chemistry
- engineering drawing
- engineering geology
- engineering mechanics
- engineering physics
- english
- english for communication
- environmental studies
- finite element methods
- fluid mechanics
- fluid mechanics and hydraulics
- fundamental of electrical and electronics engineering
- fundamental of electrical engineering
- gender sensitivity
- geotechnical engineering
- heat transfer
- high speed aerodynamics
- hydraulics and hydraulic machinery
- image processing
- industrial automation and control
- instrumentation and control systems
- integrated circuits applications
- introduction to aerospace engineering
- kinematics of machinery
- linear algebra and calculus
- linear algebra and ordinary differential equations
- low speed aerodynamics
- machine tools and metrology
- mathematical transform techniques
- mathematical transforms techniques
- mechanics of fluids and hydraulic machines
- mechanics of solids
- mechanism and machine design
- metallurgy and material science
- microprocessor and interfacing
- modern physics
- network analysis
- object oriented analysis and design
- object oriented programming through java
- operating systems
- optimization techniques
- power electronics
- power generation systems
- probability and statistics
- probability theory and stochastic processes
- production technology
- programming for problem solving
- pulse and digital circuits
- reinforced concrete structures design and drawing
- software engineering
- strength of materials - i
- strength of materials - ii
- structural analysis
- surveying
- theory of computation
- theory of structures
- thermal engineering
- thermo dynamics
- thermodynamics
- tool design
- transmission and distribution systems
- unconventional machining processes
- waves and optics
- web technologies