AR2201 MECHANICS OF STRUCTURES II SYLLABUS | ANNA UNIVERSITY B.ARCH 3RD SEMESTER SYLLABUS REGULATION 2009 2011-2012 BELOW IS THE ANNA UNIVERSITY THIRD SEMESTER B.ARCH DEPARTMENT SYLLABUS IT IS APPLICABLE FOR ALL STUDENTS ADMITTED IN THE YEAR 2011-2012 (ANNA UNIVERSITY CHENNAI,TRICHY,MADURAI,TIRUNELVELI,COIMBATORE), 2008 REGULATION OF ANNA UNIVERSITY CHENNAI AND STUDENTS ADMITTED IN ANNA UNIVERSITY CHENNAI DURING 2009
AR2201 MECHANICS OF STRUCTURES II L T P/S C
2 0 0 2
AIM:
To make students aware of how structural resolutions become important in realization of
architecture design concept. At this stage, students shall be exposed to forces, moments, and
resolution that are to be resolved. The focus is to study the concept of shear force and bending
moment in beam section, deflection of beams and theory of columns and to know the concept of
indeterminate structure.
OBJECTIVES:
To enable a student to understand the basic concepts of shear force and bending moment
acting on beams subjected to various loading conditions through exercises.
To determine the stresses in beams and strength of sections by working out problems.
To calculate deflection of beams using methods.
To study the theory of columns by working out problems.
To understand the concept of inter determinate structure and its analysis.
CONTENT:
UNIT I SHEAR FORCE AND BENDING MOMENT 5
Basic concepts – shear force and bending moment diagrams for cantilever and simply
supported beams subjected to various types of loadings (Point loads, uniformly distributed
loads, uniformly varying loads and concentrated moments/ couple) – Over hanging simply
supported beams – Point of contra flexure
UNIT II STRESSES IN BEAMS 5
Theory of simple bending – Bending stress distribution – Strength of sections – Beams of
composite sections (Flitched beams) – Shearing stress distribution in beam sections
UNIT III DEFLECTION OF BEAMS 8
Slope and deflection at a point – Double Integration method and Macaulay’s method for simply
supported and cantilever beams
14
UNIT IV COLUMNS 7
Short and long columns – Concept of Elastic stability – Euler’s theory – Assumptions and Load
carrying capacity of Columns with different end conditions – Concept of Effective length –
Slenderness ratio – Limitations of Euler’s theory – Rankine’s formula – Eccentric loading – Core
of a column section
UNIT V STATICALLY INDETERMINATE BEAMS 5
Introduction – Determination of degree of statical in determinacy for beams and frames –
Concept of Analysis (No Problems)
TOTAL: 30 PERIODS
REQUIRED READING:
1. R.K. Bansal, A Text Book on Strength of Materials – Laxmi Publications, New Delhi, 1994.
2. B.C. Punmia, SMTS-I, Strength of Materials – Laxmi Publications, New Delhi, 1994.
REFERENCES :
1. M.M. Ratwani & V.N. Vazirani, Analysis of Structures, Vol. 1, Khanna Publishers – Delhi,
1987.
2. Timoshenko, S.P. and D.H. Young, Elements of Strength of Materials, Fifth edition, East
West Press, 1993.
3. A.R. Jain and B.K.Jain, Theory and analysis of structures, Vol. 1, Nemchand and Bros,
Roorkee, 1987.
4. R.K. Rajput “Strength of Materials”, S.Chand & Company Ltd., New Delhi 1996.
AR2201 MECHANICS OF STRUCTURES II L T P/S C
2 0 0 2
AIM:
To make students aware of how structural resolutions become important in realization of
architecture design concept. At this stage, students shall be exposed to forces, moments, and
resolution that are to be resolved. The focus is to study the concept of shear force and bending
moment in beam section, deflection of beams and theory of columns and to know the concept of
indeterminate structure.
OBJECTIVES:
To enable a student to understand the basic concepts of shear force and bending moment
acting on beams subjected to various loading conditions through exercises.
To determine the stresses in beams and strength of sections by working out problems.
To calculate deflection of beams using methods.
To study the theory of columns by working out problems.
To understand the concept of inter determinate structure and its analysis.
CONTENT:
UNIT I SHEAR FORCE AND BENDING MOMENT 5
Basic concepts – shear force and bending moment diagrams for cantilever and simply
supported beams subjected to various types of loadings (Point loads, uniformly distributed
loads, uniformly varying loads and concentrated moments/ couple) – Over hanging simply
supported beams – Point of contra flexure
UNIT II STRESSES IN BEAMS 5
Theory of simple bending – Bending stress distribution – Strength of sections – Beams of
composite sections (Flitched beams) – Shearing stress distribution in beam sections
UNIT III DEFLECTION OF BEAMS 8
Slope and deflection at a point – Double Integration method and Macaulay’s method for simply
supported and cantilever beams
14
UNIT IV COLUMNS 7
Short and long columns – Concept of Elastic stability – Euler’s theory – Assumptions and Load
carrying capacity of Columns with different end conditions – Concept of Effective length –
Slenderness ratio – Limitations of Euler’s theory – Rankine’s formula – Eccentric loading – Core
of a column section
UNIT V STATICALLY INDETERMINATE BEAMS 5
Introduction – Determination of degree of statical in determinacy for beams and frames –
Concept of Analysis (No Problems)
TOTAL: 30 PERIODS
REQUIRED READING:
1. R.K. Bansal, A Text Book on Strength of Materials – Laxmi Publications, New Delhi, 1994.
2. B.C. Punmia, SMTS-I, Strength of Materials – Laxmi Publications, New Delhi, 1994.
REFERENCES :
1. M.M. Ratwani & V.N. Vazirani, Analysis of Structures, Vol. 1, Khanna Publishers – Delhi,
1987.
2. Timoshenko, S.P. and D.H. Young, Elements of Strength of Materials, Fifth edition, East
West Press, 1993.
3. A.R. Jain and B.K.Jain, Theory and analysis of structures, Vol. 1, Nemchand and Bros,
Roorkee, 1987.
4. R.K. Rajput “Strength of Materials”, S.Chand & Company Ltd., New Delhi 1996.
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