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SSC-JE
STAFF SELECTION COMMISSION – JUNIOR ENGINEER
MAINS EXAM
SUBJECTWISE CONVENTIONAL
SOLVED PAPERS
(2004-2017)
CIVIL ENGINEERING
First Edition : 2019
Typeset at : IES Master Publication, New Delhi-110016
IES MASTER PUBLICATION
F-126, (Lower Basement), Katwaria Sarai, New Delhi-110016
Phone : 011-26522064, Mobile : 8130909220, 9711853908
E-mail : info.publications@iesmaster.org
Web : iesmasterpublications.com
All rights reserved.
Copyright © 2019, by IES MASTER Publication No part of this booklet may be reproduced,
or distributed in any form or by any means, electronic, mechanical, photocopying,
recording, or otherwise or stored in a database or retrieval system without the prior
permission of IES MASTER Publication, New Delhi. Violates are liable to be legally
prosecuted.
Thus far, no further… it is one book that covers all the papers, all the questions asked in the SSC-JE Mains
exams. If previous years questions give an insight into the mind of examiner, its solutions give you the direction
and the distance you need to travel with regard to each and every subject, topic, concept, and numerical. It goes
even further in terms of answer writing – giving you language, diagrams, and detail in which you need to answer
the questions with regard to the marks allocated to each question.
All this boils down to save time and energy which in turn relieves you of the pressure, more importantly in the
exam hall. The book “IES Master SSC-JE Subject-wise Conventional Solved Papers” covers questions from
the past 13 years. Being subjectwise conventional solutions, it gives you complete line and length on which
questions have been asked, or in other words the importance that has been associated with one particular
subject, topic or concept.
The best way to make optimum use of this book is to go through the questions, attempt solutions, and then
cross-check your solutions with the solutions provided in the book. In fact, this act of self-assessment, if you
can do in honesty to yourself, can put you on an auto-pilot mode. This indeed, if achieved, can help you achieve
things far beyond than the stated objective.
IES Master Research & Development team has taken all care in bringing out this book. Scientifically proven
methods have been incorporated in putting up the model answers. So if you can write a theory answer in bullet
points, or can put a figure in explaining a concept, or in deriving a numerical, you not only minimize chances
of writing wrong spellings, or going vague, or committing careless mistakes but also impress the examiner while
making your answers eye catching.
So, go ahead and make the most out of this one among the masterpieces from IES Master. Suggestions from
students, teachers & educators are always welcome.
IES MASTER PUBLICATION
NEW DELHI
PREFACE
General Intelligence & Reasoning
The Syllabus for General Intelligence would include questions of both verbal and non-verbal type. The test may
include questions on analogies, similarities, differences, space visualization, problem solving, analysis, judgement,
decision making, visual memory, discrimination, observation, relationship concepts, arithmetical reasoning, verbal
and figure classification, arithmetical number series etc. The test will also include questions designed to test the
candidate’s abilities to deal with abstract ideas and symbols and their relationships, arithmetical computations and
other analytical functions.
General Awareness
Questions will be aimed at testing the candidate’s general awareness of the environment around him/her and its
application to society. Questions will also be designed to test knowledge of current events and of such matters of
everyday observations and experience in their scientific aspect as may be expected of any educated person. The
test will also include questions relating to India and its neighbouring countries especially pertaining to History,
Culture, Geography, Economic Scene, General Polity and Scientific Research, etc. These questions will be such
that they do not require a special study of any discipline.
General Engineering
Civil and Structural
Theory of Structures, RCC Design, Steel Design, Building Materials and Concrete Technology, Estimating, Costing
and Valuation, Environmental Engineering, Soil Mechanics, Hydraulics, Irrigation Engineering, Transportation Engineering
and Surveying.
PAPER-II
Structural Engineering : Theory of structures: Elasticity constants, types of beams – determinate and indeter-
minate, bending moment and shear force diagrams of simply supported, cantilever and over hanging beams. Moment
of area and moment of inertia for rectangular & circular sections, bending moment and shear stress for tee, channel
and compound sections, chimneys, dams and retaining walls, eccentric loads, slope deflection of simply supported
and cantilever beams, critical load and columns, Torsion of circular section.
RCC Design : RCC beams-flexural strength, shear strength, bond strength, design of singly reinforced and double
reinforced beams, cantilever beams. T-beams, lintels. One way and two way slabs, isolated footings. Reinforced
brick works, columns, staircases, retaining wall, water tanks (RCC design questions may be based on both Limit
State and Working Stress methods).
Paper-I
Objective
Type
PAPERS
EXAM PATTERN
MODE OF
EXAMINATION
SUBJECT
NUMBER OF
QUESTIONS
MAXIMUM
MARKS
DURATION &
TIMINGS
Computer
Base Mode
(i) General Intelligence Reasoning
(ii) General Awareness
(iii) General Engineering
(Civil and Structural)
50
50
100
50
50
100
2 Hours
Morning Shift
Evening Shift
Paper-II
Conventional
Type
Written
Examination
General Engineering (Civil and Structural) 300 2 Hours
SYLLABUS
PAPER-I
Steel Design : Steel design and construction of steel columns, beams roof trusses plate girders.
Building Materials : Physical and Chemical properties, classification, standard tests, uses and manufacture /
quarrying of materials e.g. building stones, silicate based materials, cement (Portland), asbestos products, timber
and wood based products, laminates, bituminous materials, paints, varnishes.
Concrete Technology : Properties, Advantages and uses of concrete, cement aggregates, importance of water
quality, water cement ratio, workability, mix design, storage, batching, mixing, placement, compaction, finishing and
curing of concrete, quality control of concrete, hot weather and cold weather concreting, repair and maintenance
of concrete structures.
Estimating, Costing and Valuation : Estimate, glossary of technical terms, analysis of rates, methods and unit
of measurement, items of work – earthwork, Brick work (Modular & Traditional bricks), RCC work, Shuttering, Timber
work, Painting, Flooring, Plastering, Boundary wall, Brick building, Water Tank, Septic Tank, Bar bending schedule,
Centre line method, Mid-section formula, Trapezodial formula, Simpson’s rule. Cost estimate of Septic tank, flexible
pavements, Tube well, isolates and combined footings, Steel Truss, Piles and pilecaps. Valuation – Value and cost,
scrap value, salvage value, assessed value, sinking fund, depreciation and obsolescence, methods of valuation.
Environmental Engineering : Quality of water, source of water supply, purification of water, distribution of water,
need of sanitation, sewerage systems, circular sewer, oval sewer, sewer appurtenances, sewage treatments.
Surface water drainage. Solid waste management – types, effects, engineered management system. Air pollution
– pollutants, causes, effects, control. Noise pollution – cause, health effects, control.
Soil Mechanics : Origin of soil, phase diagram, Definitions-void ratio, porosity, degree of saturation, water content,
specific gravity of soil grains, unit weights, density index and interrelationship of different parameters. Grain size
distribution curves and their uses. Index properties of soils, Atterberg’s limits, ISI soil classification and plasticity
chart. Permeability of soil, coefficient of permeability, determination of coefficient of permeability, Unconfined and
confined aquifers, effective stress, quick sand, consolidation of soils, Principles of consolidation, degree of consoli-
dation, pre-consolidation pressure, normally consolidated soil, e-log p curve, computation of ultimate settlement.
Shear strength of soils, direct shear test, Vane shear test, Triaxial test. Soil compaction, Laboratory compaction
test, Maximum dry density and optimum moisture content, earth pressure theories, active and passive earth
pressures, Bearing capacity of soils, plate load test, standard penetration test.
Hydraulics : Fluid properties, hydrostatics, measurements of flow, Bernoulli’s theorem and its application, flow
through pipes, flow in open channels, weirs, flumes, spillways, pumps and turbines.
Irrigation Engineering : Definition, necessity, benefits, ill effects of irrigation, types and methods of irrigation,
Hydrology – Measurement of rainfall, run off coefficient, rain gauge, losses from precipitation – evaporation, infiltra-
tion, etc. Water requirement of crops, duty, delta and base period, Kharif and Rabi Crops, Command area, Time
factor, Crop ratio, Overlap allowance, Irrigation efficiencies. Different type of canals, types of canal irrigation, loss
of water in canals. Canal lining – types and advantages. Shallow and deep to wells, yield from a well. Weir and
barrage, Failure of weirs and permeable foundation, Slit and Scour, Kennedy’s theory of critical velocity. Lacey’s
theory of uniform flow. Definition of flood, causes and effects, methods of flood control, water logging, preventive
measure. Land reclamation, Characteristics of affecting fertility of soils, purposes, methods, description of land and
reclamation processes. Major irrigation projects in India.
Transportation Engineering : Highway Engineering – cross sectional elements, geometric design, types of
pavements, pavement materials – aggregates and bitumen, different tests, Design of flexible and rigid pavements
– Water Bound Macadam (WBM) and Wet Mix Macadam (WMM), Gravel Road, Bituminous construction, Rigid
pavement joint, pavement maintenance, Highway drainage.
Railway Engineering : Components of permanent way – sleepers, ballast, fixtures and fastening, track geometry,
points and crossings, track junction, stations and yards. Traffic Engineering – Different traffic survey, speed-flow-
density and their inter-relationships, intersections and interchanges, traffic signals, traffic operation, traffic signs and
markings, road safety.
Surveying : Principles of surveying, measurement of distance, chain surveying, working of prismatic compass,
compass traversing, bearings, local attraction, plane table surveying, theodolite traversing, adjustment of theodolite,
Levelling. Definition of terms used in levelling, contouring, curvature and refraction corrections, temporary and
permanent adjustments of dumpy level, methods of contouring, uses of contour map, tachometric survey, curve
setting, earth work calculation, advanced surveying equipment.
1. THEORY OF STRUCTURES 01 – 83
PART-A: STRENGTH OF MATERIALS 02 – 59
PART-B: STRUCTURAL ANALYSIS 60 – 83
2. RCC DESIGN 84 – 150
3. STEEL DESIGN 151 – 188
4. BUILDING MATERIALS AND CONCRETE TECHNOLOGY 189 – 252
5. ESTIMATING, COSTING AND VALUATION 253 – 256
6. ENVIRONMENTAL ENGINEERING 257 – 282
7. SOIL MECHANICS 283 – 336
8. HYDRAULICS 337 – 374
9. IRRIGATION ENGINEERING 375 – 392
10. TRANSPORTATION ENGINEERING 393 – 406
11. SURVEYING 407 – 442
CONTENT
UNIT-1 THEORY OF STRUCTURE
SYLLABUS
Structural Engineering: Theory of structures: Elasticity constants, types of beams–determinate and
indeterminate, bending moment and shear force diagrams of simply supported, cantilever and over
hanging beams. Moment of area and moment of inertia for rectangular & circular sections, bending
moment and shear stress for tee, channel and compound sections, chimneys, dams and retaining
walls, eccentric loads, slope deflection of simply supported and cantilever beams, critical load and
columns, Torsion of circular section.
Q-1: The tensile test has been performed on a 50 mm long steel tube having 18 mm external diameter
and 12 mm internal diameter. The axial load of 2 kN produced a stretch of 3.36 × 10–3 mm and
a lateral contraction of the outer diameter of 3.62 × 10–4 mm. calculate young’s modulus, Poisson’s
ratio, and bulk modulus for the material.
[3×5 = 15 Marks, SSC JE-2004]
Sol:
2 kN
12 mm
L = 3.36 × 10 mm
–3
18 mm
L = 50 mm
2 kN
L
Data given: Gauge length, L = 50 mm
Extension in length, L
 = 3.36 × 10–3 mm
External diameter, Do = 18 mm
Internal diameter, Di = 12 mm
Axial load, P = 2 kN
Lateral contraction of outer diameter =

   4
o
D 3.62 10 mm
Calculation for Young’s modulus (E):
We know that, L
 =
PL
AE
 E =
PL
A L
 
E =
3
2 2 3
2 10 50
(18 12 ) 3.36 10
4

 

 
   
 
 
E = 210.522 × 103 N/mm2 = 2.1052 × 105 N/mm2
Calculation for Poisson’s ratio ( )
 :
y
 =
4
5
3.62 10
2.011 10
18



   
x
 =
3
5
3.36 10
6.72 10
50



 
 =
y
x
Lateral strain
Axial strain

 
 
 

 
STRENGTH OF MATERIALS
1
PART-A
IES MASTER Publication
SSC JE Subjectwise Conventional Solved Paper 3
Civil Engineering
IES MASTER Publication
 =
5
5
( 2.011 10 )
0.299 0.3
6.72 10


 
 


Calculation for Bulk modulus (K):
E = 3K (1 2 )
 
K =
E
3 (1 2 )
 
K =
3
210.522 10
3(1 2 0.3)

 
K = 175.435 × 103 N/mm2
= 1.754 × 105 N/mm2
Q-2: A horizontal beam ABC of total length 5 m is simply supported over the span AB (length, 4 m)
and overhang BC (length, 1 m) as shown in figure. The beam carries a concentrated load of 50
kN at mid point of span AB and a uniformly distributed load of 40 kN per meter over the overhang
portion BC. Draw the bending moment and shear force diagram indicating values at significant
points.
2 m 2 m
1 m
A B
C
40 kN/m
50 kN
4 m
[15 Marks, SSC JE-2004]
Sol:
: : :
Sign Convention:
Downward loading = – ve
Upward loading = +ve
Shear force Bending moment
2 m 2 m
1 m
A
B
C
40 kN/m
50 kN
4 m
RA
RB
D
x
y
Reaction Calculation:
From y
F
 = 0;
RA + RB = 50 + 40 × 1 = 90 kN
From A
M
 = 0; +
50 × 2 – RB × 4 + 40 × 4.5 = 0
RB = 70 kN 
RA = 20 kN 
Strength of Materials
4 Civil Engineering
IES MASTER Publication
IES MASTER Publication
For span AD [0  x < 2 m]
2 m 2 m
1 m
40 kN/m
50 kN
4 m
x
A D B
C
RA
V = RA = 20 kN
M = RAx = 20x (linear)
at x = 0, V = 20 kN, at x = 2, V = 20 kN
at x = 0, M = 0, at x = 2, M = 40 kNm
20 kN
20 kN
D
SFD
A
40 kNm
D
A
BMD
For span DB [2 m  x < 4 m]
2 m 2 m
1 m
40 kN/m
50 kN
4 m
x
A
RA
D
B C
V = 20 – 50 = –30 kN
M = 20 x – 50 (x – 2) = 100 – 30 x
at x = 2, V = – 30 kN; at x = 4, V = –30 kN
at x = 2, M = 40 kNm, at x = 4, M = –20 kNm
Point at which M = 0
100 – 30x = 0
x =
100
3.33 m from A.
30

D B
–30 kN
–30 kN
40 kNm
1.33 m
–20 kNm
SFD BMD
D
B
Linear 1°
For span BC [4 m  x < 5 m]
2 m 2 m
1 m
40 kN/m
50 kN
4 m
x
A
RA
D B C
V = –30 + 70 – 40(x – 4) = 40 – 40(x –4)
M = 20 x – 50(x – 2) + 70(x – 4) – 40 ×
2
(x 4)
2

at x = 4, V = 40 kN, at x = 5, V = 0
at x = 4, M = –20 kNm, at x = 5, M = 0
40 kN
B
C
Parabola 2°
–20 kNm
B
C
SFD BMD
IES MASTER Publication
SSC JE Subjectwise Conventional Solved Paper 5
Civil Engineering
IES MASTER Publication
SFD and BMD
2 m 2 m
1 m
40 kN/m
50 kN
4 m
3.33 m
–20 kNm
20 kN
40 kN
40 kNm
30 kN
A
D B
C
SFD
BMD
Q-3: Find the moment of inertia of the section in figure below about x-x axis.
4 m
12 cm 
4cm
x
y
y
x
[10 Marks, SSC JE-2004]
Sol:
4 cm
12 cm 
4 cm
x
y
y
x
(i) Moment of inertia of solid circular section about x-x axis
4 cm
x
x
Ixx(circle) =
4
d
64


=
4 4
12 1017.88 cm
64

 
(ii) Moment of inertia of square cut out about x-x axis
Ixx(square) =
3 3
bd 4 4
12 12


4 cm
x
x
4 cm
= 21.33 cm4

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  • 1. Office: F-126, (Lower Basement), Katwaria Sarai, New Delhi-110 016 Phone: 011-2652 2064  Mobile: 81309 09220, 97118 53908 Email: info.publications@iesmaster.org, info@iesmaster.org Web: iesmasterpublications.com, iesmaster.org SSC-JE STAFF SELECTION COMMISSION – JUNIOR ENGINEER MAINS EXAM SUBJECTWISE CONVENTIONAL SOLVED PAPERS (2004-2017) CIVIL ENGINEERING
  • 2. First Edition : 2019 Typeset at : IES Master Publication, New Delhi-110016 IES MASTER PUBLICATION F-126, (Lower Basement), Katwaria Sarai, New Delhi-110016 Phone : 011-26522064, Mobile : 8130909220, 9711853908 E-mail : info.publications@iesmaster.org Web : iesmasterpublications.com All rights reserved. Copyright © 2019, by IES MASTER Publication No part of this booklet may be reproduced, or distributed in any form or by any means, electronic, mechanical, photocopying, recording, or otherwise or stored in a database or retrieval system without the prior permission of IES MASTER Publication, New Delhi. Violates are liable to be legally prosecuted.
  • 3. Thus far, no further… it is one book that covers all the papers, all the questions asked in the SSC-JE Mains exams. If previous years questions give an insight into the mind of examiner, its solutions give you the direction and the distance you need to travel with regard to each and every subject, topic, concept, and numerical. It goes even further in terms of answer writing – giving you language, diagrams, and detail in which you need to answer the questions with regard to the marks allocated to each question. All this boils down to save time and energy which in turn relieves you of the pressure, more importantly in the exam hall. The book “IES Master SSC-JE Subject-wise Conventional Solved Papers” covers questions from the past 13 years. Being subjectwise conventional solutions, it gives you complete line and length on which questions have been asked, or in other words the importance that has been associated with one particular subject, topic or concept. The best way to make optimum use of this book is to go through the questions, attempt solutions, and then cross-check your solutions with the solutions provided in the book. In fact, this act of self-assessment, if you can do in honesty to yourself, can put you on an auto-pilot mode. This indeed, if achieved, can help you achieve things far beyond than the stated objective. IES Master Research & Development team has taken all care in bringing out this book. Scientifically proven methods have been incorporated in putting up the model answers. So if you can write a theory answer in bullet points, or can put a figure in explaining a concept, or in deriving a numerical, you not only minimize chances of writing wrong spellings, or going vague, or committing careless mistakes but also impress the examiner while making your answers eye catching. So, go ahead and make the most out of this one among the masterpieces from IES Master. Suggestions from students, teachers & educators are always welcome. IES MASTER PUBLICATION NEW DELHI PREFACE
  • 4. General Intelligence & Reasoning The Syllabus for General Intelligence would include questions of both verbal and non-verbal type. The test may include questions on analogies, similarities, differences, space visualization, problem solving, analysis, judgement, decision making, visual memory, discrimination, observation, relationship concepts, arithmetical reasoning, verbal and figure classification, arithmetical number series etc. The test will also include questions designed to test the candidate’s abilities to deal with abstract ideas and symbols and their relationships, arithmetical computations and other analytical functions. General Awareness Questions will be aimed at testing the candidate’s general awareness of the environment around him/her and its application to society. Questions will also be designed to test knowledge of current events and of such matters of everyday observations and experience in their scientific aspect as may be expected of any educated person. The test will also include questions relating to India and its neighbouring countries especially pertaining to History, Culture, Geography, Economic Scene, General Polity and Scientific Research, etc. These questions will be such that they do not require a special study of any discipline. General Engineering Civil and Structural Theory of Structures, RCC Design, Steel Design, Building Materials and Concrete Technology, Estimating, Costing and Valuation, Environmental Engineering, Soil Mechanics, Hydraulics, Irrigation Engineering, Transportation Engineering and Surveying. PAPER-II Structural Engineering : Theory of structures: Elasticity constants, types of beams – determinate and indeter- minate, bending moment and shear force diagrams of simply supported, cantilever and over hanging beams. Moment of area and moment of inertia for rectangular & circular sections, bending moment and shear stress for tee, channel and compound sections, chimneys, dams and retaining walls, eccentric loads, slope deflection of simply supported and cantilever beams, critical load and columns, Torsion of circular section. RCC Design : RCC beams-flexural strength, shear strength, bond strength, design of singly reinforced and double reinforced beams, cantilever beams. T-beams, lintels. One way and two way slabs, isolated footings. Reinforced brick works, columns, staircases, retaining wall, water tanks (RCC design questions may be based on both Limit State and Working Stress methods). Paper-I Objective Type PAPERS EXAM PATTERN MODE OF EXAMINATION SUBJECT NUMBER OF QUESTIONS MAXIMUM MARKS DURATION & TIMINGS Computer Base Mode (i) General Intelligence Reasoning (ii) General Awareness (iii) General Engineering (Civil and Structural) 50 50 100 50 50 100 2 Hours Morning Shift Evening Shift Paper-II Conventional Type Written Examination General Engineering (Civil and Structural) 300 2 Hours SYLLABUS PAPER-I
  • 5. Steel Design : Steel design and construction of steel columns, beams roof trusses plate girders. Building Materials : Physical and Chemical properties, classification, standard tests, uses and manufacture / quarrying of materials e.g. building stones, silicate based materials, cement (Portland), asbestos products, timber and wood based products, laminates, bituminous materials, paints, varnishes. Concrete Technology : Properties, Advantages and uses of concrete, cement aggregates, importance of water quality, water cement ratio, workability, mix design, storage, batching, mixing, placement, compaction, finishing and curing of concrete, quality control of concrete, hot weather and cold weather concreting, repair and maintenance of concrete structures. Estimating, Costing and Valuation : Estimate, glossary of technical terms, analysis of rates, methods and unit of measurement, items of work – earthwork, Brick work (Modular & Traditional bricks), RCC work, Shuttering, Timber work, Painting, Flooring, Plastering, Boundary wall, Brick building, Water Tank, Septic Tank, Bar bending schedule, Centre line method, Mid-section formula, Trapezodial formula, Simpson’s rule. Cost estimate of Septic tank, flexible pavements, Tube well, isolates and combined footings, Steel Truss, Piles and pilecaps. Valuation – Value and cost, scrap value, salvage value, assessed value, sinking fund, depreciation and obsolescence, methods of valuation. Environmental Engineering : Quality of water, source of water supply, purification of water, distribution of water, need of sanitation, sewerage systems, circular sewer, oval sewer, sewer appurtenances, sewage treatments. Surface water drainage. Solid waste management – types, effects, engineered management system. Air pollution – pollutants, causes, effects, control. Noise pollution – cause, health effects, control. Soil Mechanics : Origin of soil, phase diagram, Definitions-void ratio, porosity, degree of saturation, water content, specific gravity of soil grains, unit weights, density index and interrelationship of different parameters. Grain size distribution curves and their uses. Index properties of soils, Atterberg’s limits, ISI soil classification and plasticity chart. Permeability of soil, coefficient of permeability, determination of coefficient of permeability, Unconfined and confined aquifers, effective stress, quick sand, consolidation of soils, Principles of consolidation, degree of consoli- dation, pre-consolidation pressure, normally consolidated soil, e-log p curve, computation of ultimate settlement. Shear strength of soils, direct shear test, Vane shear test, Triaxial test. Soil compaction, Laboratory compaction test, Maximum dry density and optimum moisture content, earth pressure theories, active and passive earth pressures, Bearing capacity of soils, plate load test, standard penetration test. Hydraulics : Fluid properties, hydrostatics, measurements of flow, Bernoulli’s theorem and its application, flow through pipes, flow in open channels, weirs, flumes, spillways, pumps and turbines. Irrigation Engineering : Definition, necessity, benefits, ill effects of irrigation, types and methods of irrigation, Hydrology – Measurement of rainfall, run off coefficient, rain gauge, losses from precipitation – evaporation, infiltra- tion, etc. Water requirement of crops, duty, delta and base period, Kharif and Rabi Crops, Command area, Time factor, Crop ratio, Overlap allowance, Irrigation efficiencies. Different type of canals, types of canal irrigation, loss of water in canals. Canal lining – types and advantages. Shallow and deep to wells, yield from a well. Weir and barrage, Failure of weirs and permeable foundation, Slit and Scour, Kennedy’s theory of critical velocity. Lacey’s theory of uniform flow. Definition of flood, causes and effects, methods of flood control, water logging, preventive measure. Land reclamation, Characteristics of affecting fertility of soils, purposes, methods, description of land and reclamation processes. Major irrigation projects in India.
  • 6. Transportation Engineering : Highway Engineering – cross sectional elements, geometric design, types of pavements, pavement materials – aggregates and bitumen, different tests, Design of flexible and rigid pavements – Water Bound Macadam (WBM) and Wet Mix Macadam (WMM), Gravel Road, Bituminous construction, Rigid pavement joint, pavement maintenance, Highway drainage. Railway Engineering : Components of permanent way – sleepers, ballast, fixtures and fastening, track geometry, points and crossings, track junction, stations and yards. Traffic Engineering – Different traffic survey, speed-flow- density and their inter-relationships, intersections and interchanges, traffic signals, traffic operation, traffic signs and markings, road safety. Surveying : Principles of surveying, measurement of distance, chain surveying, working of prismatic compass, compass traversing, bearings, local attraction, plane table surveying, theodolite traversing, adjustment of theodolite, Levelling. Definition of terms used in levelling, contouring, curvature and refraction corrections, temporary and permanent adjustments of dumpy level, methods of contouring, uses of contour map, tachometric survey, curve setting, earth work calculation, advanced surveying equipment.
  • 7. 1. THEORY OF STRUCTURES 01 – 83 PART-A: STRENGTH OF MATERIALS 02 – 59 PART-B: STRUCTURAL ANALYSIS 60 – 83 2. RCC DESIGN 84 – 150 3. STEEL DESIGN 151 – 188 4. BUILDING MATERIALS AND CONCRETE TECHNOLOGY 189 – 252 5. ESTIMATING, COSTING AND VALUATION 253 – 256 6. ENVIRONMENTAL ENGINEERING 257 – 282 7. SOIL MECHANICS 283 – 336 8. HYDRAULICS 337 – 374 9. IRRIGATION ENGINEERING 375 – 392 10. TRANSPORTATION ENGINEERING 393 – 406 11. SURVEYING 407 – 442 CONTENT
  • 8. UNIT-1 THEORY OF STRUCTURE SYLLABUS Structural Engineering: Theory of structures: Elasticity constants, types of beams–determinate and indeterminate, bending moment and shear force diagrams of simply supported, cantilever and over hanging beams. Moment of area and moment of inertia for rectangular & circular sections, bending moment and shear stress for tee, channel and compound sections, chimneys, dams and retaining walls, eccentric loads, slope deflection of simply supported and cantilever beams, critical load and columns, Torsion of circular section.
  • 9. Q-1: The tensile test has been performed on a 50 mm long steel tube having 18 mm external diameter and 12 mm internal diameter. The axial load of 2 kN produced a stretch of 3.36 × 10–3 mm and a lateral contraction of the outer diameter of 3.62 × 10–4 mm. calculate young’s modulus, Poisson’s ratio, and bulk modulus for the material. [3×5 = 15 Marks, SSC JE-2004] Sol: 2 kN 12 mm L = 3.36 × 10 mm –3 18 mm L = 50 mm 2 kN L Data given: Gauge length, L = 50 mm Extension in length, L  = 3.36 × 10–3 mm External diameter, Do = 18 mm Internal diameter, Di = 12 mm Axial load, P = 2 kN Lateral contraction of outer diameter =     4 o D 3.62 10 mm Calculation for Young’s modulus (E): We know that, L  = PL AE  E = PL A L   E = 3 2 2 3 2 10 50 (18 12 ) 3.36 10 4               E = 210.522 × 103 N/mm2 = 2.1052 × 105 N/mm2 Calculation for Poisson’s ratio ( )  : y  = 4 5 3.62 10 2.011 10 18        x  = 3 5 3.36 10 6.72 10 50       = y x Lateral strain Axial strain           STRENGTH OF MATERIALS 1 PART-A
  • 10. IES MASTER Publication SSC JE Subjectwise Conventional Solved Paper 3 Civil Engineering IES MASTER Publication  = 5 5 ( 2.011 10 ) 0.299 0.3 6.72 10         Calculation for Bulk modulus (K): E = 3K (1 2 )   K = E 3 (1 2 )   K = 3 210.522 10 3(1 2 0.3)    K = 175.435 × 103 N/mm2 = 1.754 × 105 N/mm2 Q-2: A horizontal beam ABC of total length 5 m is simply supported over the span AB (length, 4 m) and overhang BC (length, 1 m) as shown in figure. The beam carries a concentrated load of 50 kN at mid point of span AB and a uniformly distributed load of 40 kN per meter over the overhang portion BC. Draw the bending moment and shear force diagram indicating values at significant points. 2 m 2 m 1 m A B C 40 kN/m 50 kN 4 m [15 Marks, SSC JE-2004] Sol: : : : Sign Convention: Downward loading = – ve Upward loading = +ve Shear force Bending moment 2 m 2 m 1 m A B C 40 kN/m 50 kN 4 m RA RB D x y Reaction Calculation: From y F  = 0; RA + RB = 50 + 40 × 1 = 90 kN From A M  = 0; + 50 × 2 – RB × 4 + 40 × 4.5 = 0 RB = 70 kN  RA = 20 kN 
  • 11. Strength of Materials 4 Civil Engineering IES MASTER Publication IES MASTER Publication For span AD [0  x < 2 m] 2 m 2 m 1 m 40 kN/m 50 kN 4 m x A D B C RA V = RA = 20 kN M = RAx = 20x (linear) at x = 0, V = 20 kN, at x = 2, V = 20 kN at x = 0, M = 0, at x = 2, M = 40 kNm 20 kN 20 kN D SFD A 40 kNm D A BMD For span DB [2 m  x < 4 m] 2 m 2 m 1 m 40 kN/m 50 kN 4 m x A RA D B C V = 20 – 50 = –30 kN M = 20 x – 50 (x – 2) = 100 – 30 x at x = 2, V = – 30 kN; at x = 4, V = –30 kN at x = 2, M = 40 kNm, at x = 4, M = –20 kNm Point at which M = 0 100 – 30x = 0 x = 100 3.33 m from A. 30  D B –30 kN –30 kN 40 kNm 1.33 m –20 kNm SFD BMD D B Linear 1° For span BC [4 m  x < 5 m] 2 m 2 m 1 m 40 kN/m 50 kN 4 m x A RA D B C V = –30 + 70 – 40(x – 4) = 40 – 40(x –4) M = 20 x – 50(x – 2) + 70(x – 4) – 40 × 2 (x 4) 2  at x = 4, V = 40 kN, at x = 5, V = 0 at x = 4, M = –20 kNm, at x = 5, M = 0 40 kN B C Parabola 2° –20 kNm B C SFD BMD
  • 12. IES MASTER Publication SSC JE Subjectwise Conventional Solved Paper 5 Civil Engineering IES MASTER Publication SFD and BMD 2 m 2 m 1 m 40 kN/m 50 kN 4 m 3.33 m –20 kNm 20 kN 40 kN 40 kNm 30 kN A D B C SFD BMD Q-3: Find the moment of inertia of the section in figure below about x-x axis. 4 m 12 cm  4cm x y y x [10 Marks, SSC JE-2004] Sol: 4 cm 12 cm  4 cm x y y x (i) Moment of inertia of solid circular section about x-x axis 4 cm x x Ixx(circle) = 4 d 64   = 4 4 12 1017.88 cm 64    (ii) Moment of inertia of square cut out about x-x axis Ixx(square) = 3 3 bd 4 4 12 12   4 cm x x 4 cm = 21.33 cm4