Mechanics of Materials |
Contents
CHAPTER | 1 |
Jodhpur B C PUNMIA | 2 |
ELASTIC CONSTANTS | 97 |
PRINCIPAL STRESSES | 123 |
ANALYSIS OF STRAIN PRINCIPAL STRAINS | 177 |
STRAIN ENERGY RESILIENCE AND IMPACT LOADING | 201 |
THEORIES OF ELASTIC FAILURE | 233 |
CENTROIDS AND MOMENTS OF INERTIA OF PLANE AREAS | 251 |
IV STRAIN ENERGY METHOD | 543 |
FIXED BEAMS | 565 |
CONTINUOUS BEAMS | 609 |
COMBINED DIRECT AND BENDING STRESSES | 633 |
MASONRY STRUCTURES RETAINING WALLS DAMS AND CHIMNEYS | 649 |
COLUMNS | 687 |
TORSION OF SHAFTS | 735 |
SPRINGS | 779 |
SHEAR FORCE AND BENDING MOMENT | 281 |
100 | 343 |
BENDING STRESSES IN BEAMS | 345 |
SHEARING STRESSES IN BEAMS | 395 |
I DOUBLE INTEGRATION METHOD | 425 |
II AREA MOMENT METHOD | 491 |
III CONJUGATE BEAM METHOD | 523 |
THIN CYLINDERS AND SPHERES | 813 |
THICK CYLINDERS AND SPHERES | 831 |
ANALYSIS OF PERFECT FRAMES | 859 |
RIVETED CONNECTIONS | 881 |
WELDED CONNECTIONS | 921 |
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Common terms and phrases
A₁ angle anticlockwise axes axial axis B.M. diagram bending C₁ C₂ cantilever centroid column compressive stress conjugate beam cos² cross-section d₁ deformation Determine diameter direction distance e₁ elastic limit equation Example Find free end Hence horizontal inertia kN-m kN/m kN/m² length linear M₁ M₂ material maximum shear stress mm² Mmax modulus Mohr's circle moment of inertia N-mm N/mm² N/mm² tensile normal stress P₁ P₂ parabolic parallel axis theorem perpendicular point load positive principal planes principal strains principal stresses R₁ reaction real beam shaft shear force shear strain shown in Fig simply supported beam sin² slope Solution span statically statically indeterminate steel strain energy stress system Taking moments tensile stress tension torque vertical zero ΕΙ πα σ₁