(a) Barometric levelling (b) Trigonometric levelling (c) Spirit levelling [16]

Similar documents
Faculty:-Prof. Mrs. N. Soundarya Semester:-III Class: - C.E. Course Code:-CE -207-F

1. In chain surveying tie lines are primarily provided a) to check the accuracy of the survey b) to take offsets for detail survey c) to avoid long

R13 PART-A PART-B. 2. a) Explain method of intersection in Plane table surveying b) What is error of closure? How is it balanced graphically?

SURVEYING-II(5 TH CIVIL) CHAPTER-1 Name of the Chapter - Leveling

VALLIAMMAI ENGINEERING COLLEGE SUBJECT CODE: CE6304 SUBJECT NAME: SURVEYING I UNIT 1- FUNDAMENTALS AND CHAIN SURVEYING PART A

DRONACHARYA GROUP OF INSTITUTIONS, GREATER NOIDA Department of CIVIL Engineering Semester: III Branch: CIVIL Session: Subject: Surveying Lab

ADVANCED SURVEYING (S-II)

Level 6 Graduate Diploma in Engineering Engineering surveying

GUDLAVALLERU ENGINEERING COLLEGE SESHADRI RAO KNOWLEDGE VILLAGE: GUDLAVALLERU DEPARTMENT OF CIVIL ENGINEERING

MAHARASHTRA STATE BOARD OF TECHNICAL EDUCATION (Autonomous) (ISO/IEC Certified)

SREE VAHINI INSTITUTE OF SCIENCE AND TECHNOLOGY

LAB MANUAL. Department of Civil Engineering CE6407 SURVEY PRACTICAL II CHENNAI INSTITUTE OF TECHNOLOGY CHENNAI Survey Practical - II

FINAL Examination Paper (COVER PAGE) Time : 8.00 am am Reading Time : 10 Minutes

SIDDHARTH GROUP OF INSTITUTIONS :: PUTTUR Siddharth Nagar, Narayanavanam Road QUESTION BANK (DESCRIPTIVE)

Trigonometry for Surveyors p. 1 Trigonometry p. 1 Angles and Their Measurement p. 1 Expressing the Fractional Part of a Degree in Minutes and Seconds

Engineering Surveying - II CE313. Route Survey Lecture 03 Muhammad Noman

Tacheometric Surveying STUDY NOTES

SURVEY PRACTICAL LABORATARY MANUAL SUB:CODE - 407

TOPOGRAPHICAL AND SITE SURVEY (Standard Of Procedure)

SSC-JE CIVIL ENGINEERING STUDY MATERIAL SURVEYING ENGINEERING STAFF SELECTION COMMISSION SURVEYING. Page 1 of 98 SSC-JE CIVIL ENGINEERING

MAHATMA GANDHI MISSION S JAWAHARLAL NEHRU ENGINEERING COLLEGE, AURANGABAD. (M.S.)

Government of Karnataka Department of Technical Education Board of Technical Examinations, Bangalore Course Title: SURVEYING PRACTICE - II

KINGS COLLEGE OF ENGINEERING DEPARTMENT OF CIVIL ENGINEERING. Question Bank UNIT-I

SUMMER EXAMINATION Subject code: Advanced Surveying

CE 1204 SURVEYING-I. G.GNANA GEETHA Lecturer, Dept of Civil Engg.


GUJARAT TECHNOLOGICAL UNIVERSITY. CIVIL ENGINEERING (06) / MINING (22) SURVEYING SUBJECT CODE: B.E. 3 rd Semester

FACULTY OF CIVIL ENGINEERING & EARTH RESOURCES ENGINEERING SURVEY FIELDWORK. CURVE RANGING COMPUTATION & SETTING-OUT (Standard Of Procedure)

PHILADELPHIA UNIVERSITY Faculty of Engineering. Department of Civil Engineering. SURVEYING. Chapter 3. Leveling

Index. Back bearing 138 Back sight 28 Back station 133 Balancing line 325 choice of 329 example of its use in costing earthmoving

UNIVERSITI MALAYSIA SARAWAK FACULTY OF ENGINEERING CIVIL ENGINEERING DEPARTMENT

CIV : CURVES. Table of Contents

II/IV B.Tech (Regular/Supply) Degree Examination (Nov-2017) I SEM SURVEYING - I (14CE303) (CIVIL ENGINEERING) Scheme of Evaluation

II/IV B.Tech (Regular/supply) Examination (Nov-2016) First Sem Surveying I (14CE303) Civil Engineering. (Scheme of Evaluation)

MAHALAKSHMI ENGINEERING COLLEGE

ENGINEERING SURVEYING (221 BE)

CHAPTER 01 Basics of Surveying

Chapter -7- Traversing. 1/28/2018 Assistant Lecturer / Asmaa Abdulmajeed 1. Contents

P1 REVISION EXERCISE: 1

Surveying Laboratory

PE Exam Review - Surveying Demonstration Problem Solutions

Surveying Prof. Bharat Lohani Indian Institute of Technology, Kanpur. Lecture - 1 Module - 6 Triangulation and Trilateration

Overview. Profile 2/27/2018. CE 371 Surveying PROFILE LEVELING & Trigonometric LEVELING

Laboratory Manual For SURVEYING-II FIFTH SEMESTER B.E. CIVIL

The Mathematics of Highway Design

CEEN Engineering Measurements Final Exam Fall 2001 Closed Book, Calculator Required 3 Hour Time Limit

Theodolite and Angles Measurement

CE 103. Surveying. Course Instructor. Shayok Ghosh. Senior Lecturer Department of Civil Engineering East West University.

Instructors Manual. for. Construction Surveying and Layout. Third Edition. Part Two - Officework and Calculations. Chapters

Spring Term. Lecturer: Assoc. Prof. Dr. M. Zeki COŞKUN. Department of Geomatics Engineering

15CVL 38 Surveying practice-i SURVEYOR. Fig. 1.1 Direct ranging. Dept. of CIVIL Engg, CIT, Gubbi Page 1

ANOOP BANWALA LECT. IN CIVIL ENGINEERING GGSGP CHEEKA

MoA^cAS'M Date DOC.#476 SAULT COLLEGE OF APPLIED ARTS & TECHNOLOGY SAULT STE. MARIE, ONTARIO COURSE OUTLINE SURVEYING. Course Title: SUR 235-3

Topic 5: THEODOLITE TABLE OF CONTENTS

Transportation Engineering - II Dr.Rajat Rastogi Department of Civil Engineering Indian Institute of Technology - Roorkee

Surveying I. Lecture 1.

Fundamentals of Surveying MSS 220 Prof. Gamal El-Fiky

CE 260 SURVEYING CHAPTER 5 THEODOLITES

SUBJECT CODE:CE 2254 SUBJECT NAME: SURVEYING-II UNIT I TACHEOMETRIC SURVEYING

Autumn Main Exam STUDENT NUMBER: I I [.. I. I< I I I I SURNAME: (FAMILY NAME) OTHER NAMES.:

KOMAR UNIVERISTY OF SCIENCE AND TECHNOLOGY

The Transition Curves (Spiral Curves)

CE 371 Surveying Circular Curves

Jim Lambers MAT 169 Fall Semester Lecture 33 Notes

4. The following diagram shows the triangle AOP, where OP = 2 cm, AP = 4 cm and AO = 3 cm.

SURVEYING AND ROAD DESIGN FUNDAMENTALS

Total Station & Distomat

Course Instructions. 3 Easy Steps to Complete the Course: 1.) Read the Course PDF Below.

SYLLABUS OF SEMESTER SYSTEM FOR THE TRADE OF SURVEYOR. Under Craftsmen Training Scheme (CTS) (One Year/Two Semesters) Redesigned in 2014

ADVANCED SURVEYING LAB MANUAL

Acute Angles and Right Triangles. Copyright 2017, 2013, 2009 Pearson Education, Inc.

Tin Ka Ping Secondary School F.3 Mathematics Teaching Syllabus

6. Find the equation of the plane that passes through the point (-1,2,1) and contains the line x = y = z.

Horizontal Alignment

MAE 455 COMPUTER-AIDED DESIGN AND DRAFTING MIDTERM EXAM PRACTICE QUESTIONS. Name: You are allowed one sheet of notes.

Coordinate Geometry. Coordinate geometry is the study of the relationships between points on the Cartesian plane

Types of obstacles in chain Surveying

Engineering Surveyor Programs

G r a d e 1 0 I n t r o d u c t i o n t o A p p l i e d a n d P r e - C a l c u l u s M a t h e m a t i c s ( 2 0 S )

Topic 3: Angle measurement traversing

10600 sq. feet. Left 33.8 left of CL at elev Right 33.4 right of CL at elev 871.1

1. Introduction Surveying Method chosen depends on:

Get Ready. Solving Equations 1. Solve each equation. a) 4x + 3 = 11 b) 8y 5 = 6y + 7

COGO-50 v1.81 User Manual By Jacob Wall

You will need to use a calculator for this worksheet A (1, 1)

Introduction to Loci The locus ( position ) of points that fit a rule shows where the points are allowed to be.

Design and Communication Graphics

Alternate Angles. Clip 67. Mathswatch

11 cm. A rectangular container is 12 cm long, 11 cm wide and 10 cm high. The container is filled with water to a depth of 8 cm.

Unit 3 Higher topic list

Section Congruence Through Constructions

Angles and Directions

The diagram above shows a sketch of the curve C with parametric equations

.(3, 2) Co-ordinate Geometry Co-ordinates. Every point has two co-ordinates. Plot the following points on the plane. A (4, 1) D (2, 5) G (6, 3)

Birkdale High School - Higher Scheme of Work

Suggested Foundation Topics for Paper 2

Size Transformations in the Coordinate Plane

Syllabus Form 3. Objectives Students will be able to: Mathematics Department. Revision of numbers. Form 3 Syllabus Page 1 of 7

Construction Surveying Curves

( ) 2. Integration. 1. Calculate (a) x2 (x 5) dx (b) y = x 2 6x. 2. Calculate the shaded area in the diagram opposite.

Transcription:

Code No: R050210103 Set No. 1 II B.Tech I Semester Supplementary Examinations, February 2007 SURVEYING (Civil Engineering) Time: 3 hours Max Marks: 80 Answer any FIVE Questions All Questions carry equal marks 1. (a) Describe plane Table intersection method with the help of neat sketches. Under what circumstances this method is resorted to. (b) Explain the various sources of errors in plane Table Surveying. [8+8] 2. (a) Explain the terms : Check Line, Base Line, Tie Line, and oblique offset. [8] (b) Find the maximum length of offset so that the displacement on paper from both sources of error does not exceed 0.2 mm given that the offset is measured with an accuracy of 1 in 25 and the scale is 1cm = 50m. [8] 3. Explain the following principal methods of levelling: (a) Barometric levelling (b) Trigonometric levelling (c) Spirit levelling [16] 4. The areas enclosed by various contours on the upstream side of a dam are given below. Determination. (a) the capacity of the reservoir if the full reservoir level (FRL) is 125m. [8] (b) the elevation of the water surface when the reservoir is half-full. Ignore the volume below R.L. 100m. [8] Contour(m) 100 105 110 115 120 125 Area(ha) 3 8 10 15 20 25 5. (a) What do you understand by Temporary Adjustment? Describe in brief the various temporary adjustments of a Theodolite. [8] (b) Discuss the procedure of measuring a horizontal angle with a theodolite [8] 6. Differentiate between the fixed hair method and the movable hair method. Discuss the advantages and disadvantages of each method [16] 7. (a) What is a compound curve. If in a compound curve, the direction of the two straights and one radius are known, deduce the formula for other radius. [7] (b) Tabulate the necessary data to set out a right handed simple circular curve of 600m radius to connect two straights intersecting at a chainage of 3605m by Rankines method of deflection angles. The angle of deflection of the curve is 25 0 and the peg interval is 30m. [9] 1 of 2

Code No: R050210103 Set No. 1 8. (a) What is Geodetic Surveying? How it is different from Plane surveying [8] (b) Explain the importance of electronic surveying in the field of surveying [8] 2 of 2

Code No: R050210103 Set No. 2 II B.Tech I Semester Supplementary Examinations, February 2007 SURVEYING (Civil Engineering) Time: 3 hours Max Marks: 80 Answer any FIVE Questions All Questions carry equal marks 1. (a) What is local attraction. How is it detected and removed. (b) What do you understand by closing error of a compass traverse. Show how can it be adjusted by graphical method. [8+8] 2. (a) What are the essential differences between chain Survey and compass Survey. Under what circumstances compass Survey is preferred to other types of Surveys. (b) Find which station is free from local attraction and work out the correct bearings. Line F.B B.B AB 191 o 45 13 o 00 00 BC 39 o 30 222 0 00 30 CD 22 o 15 200 0 30 00 DE 242 o 45 60 0 45 00 EA 330 o 15 147 0 45 00 [8+8] 3. The following observations were made during the testing of a dumpy level: Instrument at Staff reading on A B A 1.702 2.244 B 2.146 3.044 Distance AB=150m Is the instrument in adjustment? To what reading should the line of collimation be adjusted when the instrument was at B? If the R.L of A=432.052, what should be the R.L. of B. 4. What are the methods of measuring volume? Explain the measurement of volume from spot level. [16] 5. The table below gives the lengths and bearings of the lines of a traverse ABCDEA, the length and bearing of EA having been omitted. Calculate the length and bearing of the line EA. [16] [16] 1 of 2

Code No: R050210103 Set No. 2 Line Length (m) Bearing AB 204.0 87 0 30 BC 226.0 20 0 20 CD 187.0 280 0 0 DE 192.0 210 0 30 EA?? 6. (a) What is tangential system of tacheometry? What are its advantages and disadvantages over the stadia method? [8] (b) Determine the constants of a tacheometer if for the line of collimation horizontal, the staid readings for he staff held at 25 m and 50 m are respectively 1.900, 1.410 and 2.22, 1.23 [8] 7. (a) Draw a neat sketch of a simple circular curve and represent different elements of it. [4] (b) Establish the relation δ = 1718.9C R minutes [4] where δ = deflection angle of the chord; C = length of chord. R= Radius of the curve, (c) Calculate the perpendicular offsets at 20m intervals along the tangents to set out first five pegs of a simple circular curve of 250m radius. [8] 8. (a) What is Geodetic Surveying? How it is different from Plane surveying [8] (b) Explain the importance of electronic surveying in the field of surveying [8] 2 of 2

Code No: R050210103 Set No. 3 II B.Tech I Semester Supplementary Examinations, February 2007 SURVEYING (Civil Engineering) Time: 3 hours Max Marks: 80 Answer any FIVE Questions All Questions carry equal marks 1. (a) Describe plane Table intersection method with the help of neat sketches. Under what circumstances this method is resorted to. (b) Explain the various sources of errors in plane Table Surveying. [8+8] 2. (a) Explain the terms : Check Line, Base Line, Tie Line, and oblique offset. [8] (b) Find the maximum length of offset so that the displacement on paper from both sources of error does not exceed 0.2 mm given that the offset is measured with an accuracy of 1 in 25 and the scale is 1cm = 50m. [8] 3. (a) What are temporary adjustments? (b) Name the temporary adjustments of a level? Briefly explain them. [6+10] 4. What are the methods of measuring volume? Explain the measurement of volume from spot level. [16] 5. The following lengths and bearings were recorded in running a Theodolite traverse. Determine the omitted observations, the length & bearing of SP. [16] Line Length (m) WCB PQ 255 14 0 042 QR 656 35 0 00 RS 120 338 0 42 SP 6. (a) Derive an expression for the horizontal distance of a vertical staff from a tacheometer, if the line of sight is horizontal. [8] (b) 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 [8] 7. (a) Describe the method of setting out a simple circular curve using two Theodolites.- [8] (b) Two roads meet at angle of 127 0 30. Calculate the necessary data for setting out a curve of 450m radius to connect two straight portions of the road if a Theodolite is available. [8] 1 of 2

Code No: R050210103 Set No. 3 8. (a) What is Geodetic Surveying? How it is different from Plane surveying [8] (b) Explain the importance of electronic surveying in the field of surveying [8] 2 of 2

Code No: R050210103 Set No. 4 II B.Tech I Semester Supplementary Examinations, February 2007 SURVEYING (Civil Engineering) Time: 3 hours Max Marks: 80 Answer any FIVE Questions All Questions carry equal marks 1. (a) Give a detailed classification of Surveys. (b) A line 3.2 km long is measured with a steel tape which is 20m under no pull at 30 o C. The tape in section is 1/8 cm wide and 1/20 cm thick. If one half of the line is measured at a temparature of 40 o c and the other half at 50 o C and the tape is attached to a pull of 200N, find the corrected total length of the line given the coefficient of expansion is 11.5 10 6 per degree C, weight of tape per Cubic cm of steel = 0.77504N, and E = 2.1 10 5 N/mm 2. [7+9] 2. (a) Explain the different methods of plotting a compass traverse. (b) The following are the bearings of a closed traverse. Find out which of the stations are affected by local attraction. Tabulate the corrected bearings of lines. Line F.B B.B AB N50 0 30 W S47 0 30 E BC N54 0 00 E S53 0 00 W CD S3 0 30 E N4 0 00 W DE S41 0 30 E N41 0 30 W EA S79 0 30 W N78 0 00 E [8+8] 3. With the help of neat sketches explain the following terms: (a) Mean sea level (b) Bench mark (c) Line of collimation (d) Bubble line [4 4=16] 4. A railway embankment 400m long is 12m wide at the formation level and has the side slope 2 to 1. The ground levels at every 100m along the centre line one: Distance: 0 100 200 300 400 R. L. 204.8 206.2 207.5 207.2 208.3 The formation level at Zero chainage is 207 and the embankment has a rising gradient of 1 in 100. The ground is level across the centre line. Calculate the volume of earthwork. [16] 1 of 2

Code No: R050210103 Set No. 4 5. The table below gives the lengths and bearings of the lines of a traverse ABCDEA, the length and bearing of EA having been omitted. Calculate the length and bearing of the line EA. [16] Line Length (m) Bearing AB 204.0 87 0 30 BC 226.0 20 0 20 CD 187.0 280 0 0 DE 192.0 210 0 30 EA?? 6. Determine the gradient from a point A to a point B from the following observations made with a tacheometer fitted with an anallactic lens. The constants of the instruments was 100 and the staff was held vertically: [16] Inst.Station Staff point Bearing Verticalangle Staff reading P A 134 0 +10 0 32 13.60, 1.915, 2.470 B 224 0 +5 0 6 1.065, 1.885, 2.705 7. (a) List out different methods of setting out simple curves. Explain Rankine s method of deflection angles for setting out a simple curve. [8] (b) Calculate the offsets at 15m intervals along the tangents to set out a simple circular curve of 300m radius. [8] 8. (a) What are the components of a GIS and give a brief account of them [8] (b) Give an account of sources of GIS Data [4] (c) What are the Spatial data models accounted in GIS and describe of each model [4] 2 of 2