Slopes and Deflections
Content
Introduction of Slope and deflection
Methods for determining slope and deflection
1 Double integration method (Slopes and Deflections)
2 Macaulay's method ( Slopes and Deflections)
3 Area moment method ( Slopes and Deflections)
4 Conjugate beam method ( Slopes and Deflections)
5 Strain energy method ( Slopes and Deflections)
6. Method of superposition ( Slopes and Deflections)
7 Application of maxwell's reciprocal theorem (Slopes and Deflections)
Introduction of Slope and deflection
Methods for determining slope and deflection
1 Double integration method (Slopes and Deflections)
2 Macaulay's method ( Slopes and Deflections)
3 Area moment method ( Slopes and Deflections)
4 Conjugate beam method ( Slopes and Deflections)
5 Strain energy method ( Slopes and Deflections)
6. Method of superposition ( Slopes and Deflections)
7 Application of maxwell's reciprocal theorem (Slopes and Deflections)
Deflection of a beam: The deflection at any point on the axis of the beam is the distance between its position before and after loading.
Slope of a beam: slope at any section in a deflected beam is defined as the angle in radian which the tangent at the section makes with the original axis of the beam.
here we provide hand written notes of Slope and deflection for all competitive exams .
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