What is Slope and Deflection || SSC JE Mechanical

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Deflection of Beams is the representation of deflection of the structure from its original unloaded position. Beams are widely used in different types of structures. Therefore, it is very important to know how to predict the deflection of beams when different types of load and their load combinations are applied.
It is very important to limit the deflection of beams as too much deflection might cause damage to other parts of the structures. If too much deflection of the beam is allowed, it will fail the serviceability criteria; even though the stresses acting in the beam are low and safe, the structure will fail to serve the purpose of its construction. Let us know more about the deflection of beams discussed in the upcoming sections.
What is slope and deflection of a beam?
What is slope and deflection of a beam?
The slope of a Beam: The slope of a beam is the angle between deflected beam to the actual beam at the same point. Deflection of Beam: Deflection is defined as the vertical displacement of a point on a loaded beam.
बीम की ढलान: बीम की ढलान एक ही बिंदु पर विक्षेपित बीम और वास्तविक बीम के बीच का कोण है। बीम का विक्षेपण: विक्षेपण को भारित बीम पर एक बिंदु के ऊर्ध्वाधर विस्थापन के रूप में परिभाषित किया गया है।
What is the deflection of a beam?
The deflection of the beam towards in a particular direction when force is applied to it is known as Beam deflection. The beam can be bent or moved away from its original position. This distance at each point along the member is the representation of the deflection.
What is the formula for deflection?
Cantilever beam: The formula for the deflection of a cantilever beam is (WL**3**)/(3EI) Simply supported beam: The formula for the deflection of a simply supported beam is (5wL4)/384EI.
ब्रैकट बीम में बिंदु भार क्या है?
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