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Krishna Verma

Deflection Of Beam: This course is about deflection of beam in different loading conditions.  The course consist calculations of slop and deflection of  different types of beams in different loading conditions and beam if variables cross-section.

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Deflection of Beam - GATE (Mechanical) : Double Integration Method

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GATE (Mechanical) : Course Overview of  Deflection Of Beam for GATE. It consist information about GATE, weightage of course, topics of course and preparation strategy for GATE  .

Deflection of Beam-GATE (Mechanical) : Course Overview

GATE (Mechanical) : Introduction Of Deflection Of Beam is related to deformation in beam which is mainly due to bending moment and shear force in beam. This lesson consist introduction of deflection of beam and different methods to determine deflection of beam.

Deflection of Beam-GATE (Mechanical) : Introduction of Deflection of Beam

GATE (Mechanical) : Complete derivation od differential equation for deflection curve for a beam which is having variable radius of curvature at different points.it is related to bending moment and angle of rotation.

Deflection of Beam-GATE (Mechanical) : Differential Equation for Deflection of Beam

GATE (Mechanical) : Complete derivation of double integration method with tge help of differential equation of deflection curve and slop and deflection of cantilever beam which is subjected to UDL.

Deflection of Beam-GATE (Mechanical) : Double Integration Method

GATE (Mechanical) : Complete derivation to find out the slope and deflection for three cases of cantilever beam which is subjected to load. Two cases are related to cantilever beam with partial UDL from fixed and free end and another case is cantilever beam with point load at free end.

Deflection of Beam-GATE (Mechanical) : Cantilever Beam Partially Loaded with UDL and Point Load

GATE (Mechanical) : Complete derivation to find out slope and deflection for cantilever beam with point load at intermediate point and simply supported beam with point load at centre.

Deflection of Beam-GATE (Mechanical) : Cantilever Beam and Simply Supported Beam with point load

GATE (Mechanical) : Complete derivation to find out the slope and deflection for a simply supported beam which is subjected to uniformly distributed load over whole span or complete length.

Deflection of Beam-GATE (Mechanical) : Simply Supported Beam with UDL Over Entire Length

GATE (Mechanical) : Complete derivation to find out the slope and deflection of simply supported beam with point load which is subjected on eccentric point on beam and slope and deflection for different conditions of beam.

Deflection Of Beam-GATE (Mechanical) : Simply Supported Beam With Eccentric Point Load

GATE (Mechanical) : Units are the most important part of calculation of any numerical value like value of deflection and slope. So conversion of us it is very necessary part of solution. This lesson  is related to considerion of unit and one numerical.

Deflection Of Beam - GATE (Mechanical) : Consideration of Units

GATE (Mechanical) : Numerical of deflection of beam which is related to a simply supported beam with point load at centre where we have to find out the slope and deflection and the ratio of length for given conditions of beam.

Deflection Of Beam - GATE (Mechanical) : Numerical 1 (Simply Supported Beam)

GATE (Mechanical) : Macaulay's Method is the simple method to find out the slope and deflection for any type of beam which is subjected to one load or more then one load at different section. Macaulay's Method us based in discontinuity function.

Deflection Of Beam-GATE (Mechanical) : Macaulay's Method

GATE (Mechanical) : Numerical of Macaulay's Method. Slope and deflection for a simply supported beam with point load at different points or sections with the help of Macaulay's Method.

Deflection Of Beam - GATE (Mechanical) : Numerical 2 (Macaulay's Method)

GATE (Mechanical) : Numerical of deflection of beam which is related to Macaulay's method. In this numerical we have to find out the slope and deflection for a simply supported beam with couple at one end, there is no other external vertical load.

Deflection Of Beam - GATE (Mechanical) : Numerical 3 (Macaulay's Method)

GATE (Mechanical) : Concept of propped beam. In this lesson we will see two cases of propped beam (Cantilever and simply supported beam) and compatibility equations for that beam and one numerical related to propped beam

Deflection Of Beam (GATE- Mechanical) : Propped Beam

GATE (Mechanical) : Numerical of deflection of beam with double integration method.  To find out the slope and deflection for a cantilever beam with point liad at free end an it is in contact with the another short cantilever beam, we use double integration method of deflection of beam.

GATE (Mechanical) : Deflection Of Beam - Double Integration Method (Numerical 4)

GATE (Mechanical) : Variable loading on beam of uniform section. To find out the slope and deflection at different points of a beam which is subjected to uniformly variable loading, we can prefer double integration method of deflection of beam.

GATE (Mechanical) : Variable Loading On Beam of Uniform Section (Double Integration Method)

GATE (Mechanical) : Deflection in a beam of Variable Cross-section. To find out the slope and deflection for a beam with variable cross-section (variable moment of inertia) which is subjected to different types of load we generally prefer double integration method of deflection of beam.

GATE (Mechanical) : Deflection in Beam of Variable Cross-section (Double Integration Method)

GATE (Mechanical) : Numerical of deflection of beam for a system. To find out the slope and deflection in a system which consist number of rods and these beams are attached with rod we prefer compatibility equations for deflection of beam.

GATE (Mechanical) : Deflection Of Beam - Numerical 5

GATE (Mechanical)  : Relation Between Maximum Stress and Maximum Deflection Of Beam. Here I will discuss two cases of beam ( Simply Supported beam with UDL and beam with moments at end poins) to find out the ratio of maximum deflection and maximum stress.

GATE (Mechanical) : Relation Between Maximum Stress and Maximum Deflection (Numerical)

I am M Tech from COEP. I have 2 years of teaching experience in Mech Engg. Currently I am trainer in Infosys (Mech Stream).
I love to teach.

Rahul Muthal

This course will guide the students to prepare for Material Science subject. Which will help them in their GATE, IES and other competitive exams preparation for Material Science subject.
This course will also help the students, who are preparing for their university exam of Material Science subject.
In overall this course will help in enhancing the basic concepts of Material Science and knowing interesting relevance of different materials properties and their behaviour.

(Hindi) Material Science for GATE and competitive exams

Hi this is chandrasekar KL, I have worked at Reckitt Benckiser india at hosur for 1.5 years

Chandrasekar Kl

This course explains about classification, specification, motions, control, path generated,, need and application.

Introduction to Robots and Fundamentals: Part - 2

UNACADEMY TOP EDUCATOR 2017
Sr. Physics faculty in Motion Education , Kota
Teaching experience of more than 6years .

Sanjeev Tiwari

Shear and bending moment diagrams are analytical tools used in conjunction with structural analysis to help perform structural design by determining the value of shear force and bending moment at a given point of a structural element such as a beam. In this Course, Sanjeev has made an effort to explain all the possible Shear force and bending diagrams of the beam because of loads and moment acting on it. Tags: Shear force and bending moment, Shear force and bending moment diagram examples, How to draw shear force and bending moment diagram, Shear force and bending moment diagram for cantilever beam, Shear force and bending moment diagram solved examples, Shear force and bending moment diagram for fixed beam, Shear force and bending moment diagram for uniformly varying load, GATE preparation.

(Hindi) How to Draw Shear Force and Bending Moment Diagrams

I am Saurav Kumar.I was lecturer in BITT polytechnic Ranchi and have experience of 2 year in teaching.

Saurav Kumar

Gate previous question discussion is done in this course

Lessons

19 lessons • 4h 18m

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Deflection of Beam-GATE (Mechanical) : Course Overview

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Deflection of Beam-GATE (Mechanical) : Introduction of Deflection of Beam

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Deflection of Beam-GATE (Mechanical) : Differential Equation for Deflection of Beam

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Deflection of Beam-GATE (Mechanical) : Double Integration Method

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Deflection of Beam-GATE (Mechanical) : Cantilever Beam Partially Loaded with UDL and Point Load

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Deflection of Beam-GATE (Mechanical) : Cantilever Beam and Simply Supported Beam with point load

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Deflection of Beam-GATE (Mechanical) : Simply Supported Beam with UDL Over Entire Length

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Deflection Of Beam-GATE (Mechanical) : Simply Supported Beam With Eccentric Point Load

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Deflection Of Beam - GATE (Mechanical) : Consideration of Units

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Deflection Of Beam - GATE (Mechanical) : Numerical 1 (Simply Supported Beam)

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