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Dynamics Chap 13 n t coordinates preliminary question

Dynamics Chap 13 n t coordinates preliminary question

MD i Fastners

MD i Fastners

Control lec 2

Control lec 2

Control lec 1

Control lec 1

Relative-Motion Analysis Using Translating and Rotating Axes ex 20.4

Relative-Motion Analysis Using Translating and Rotating Axes ex 20.4

Relative motion translating+rotating axes ex16.18 Q16-133

Relative motion translating+rotating axes ex16.18 Q16-133

Taylor Series

Taylor Series

Application of Integrals

Application of Integrals

instantaneous center (IC) of zero velocity Q16-83,87,101

instantaneous center (IC) of zero velocity Q16-83,87,101

Relative acceleration Q16-123

Relative acceleration Q16-123

Applied optimization examples 1 and 2; exercise 4.6 Q 26,52

Applied optimization examples 1 and 2; exercise 4.6 Q 26,52

Kinematics of Rigid body ch 16 Q23, 31, 37

Kinematics of Rigid body ch 16 Q23, 31, 37

Angular momentum Q97, 99

Angular momentum Q97, 99

MS Powerpoint

MS Powerpoint

Impact, coefficient of restitution Q15-67, 75, 83

Impact, coefficient of restitution Q15-67, 75, 83

Conservation of Linear Momentum Q15-35, 15-41, 15-47

Conservation of Linear Momentum Q15-35, 15-41, 15-47

Impulse and Momentum Q 15-1,15-7 and 15-29

Impulse and Momentum Q 15-1,15-7 and 15-29

Q14-75 and Q14-97

Q14-75 and Q14-97

Work and energy principle Q14.69

Work and energy principle Q14.69

Microsoft Excel

Microsoft Excel

Absolute max and min, Critical points exercise 4.1 Q 21,23,25,47,49

Absolute max and min, Critical points exercise 4.1 Q 21,23,25,47,49

Kinetics: Cylindrical coordinates

Kinetics: Cylindrical coordinates

Intro to MS Word

Intro to MS Word

Calculus Thomas Finny Exercise 3.10 Questions 23,29 and 33

Calculus Thomas Finny Exercise 3.10 Questions 23,29 and 33

Thomas Calculus Ex 3.5 Q 1 and Ex 3.6 Q1

Thomas Calculus Ex 3.5 Q 1 and Ex 3.6 Q1

Dynamics Hibbeler 12-155 and 12-157

Dynamics Hibbeler 12-155 and 12-157

Curvilinear motion: Polar coordinates

Curvilinear motion: Polar coordinates

Dynamics Hibbeler 12-86

Dynamics Hibbeler 12-86

Exercise 3.4 Question 9 and 11

Exercise 3.4 Question 9 and 11

Derivative as rate of change Exercise 3.4

Derivative as rate of change Exercise 3.4

Calculus: Limits and Continuity

Calculus: Limits and Continuity

Rectilinear Motion

Rectilinear Motion

Engineering Dynamics Rectilinear Motion

Engineering Dynamics Rectilinear Motion

loop in C++

loop in C++

arrange lecture for span

arrange lecture for span

numerical thick cylinder

numerical thick cylinder

Eigenvalues and eigen vectors, Orthogonal matrix, Quadratic form

Eigenvalues and eigen vectors, Orthogonal matrix, Quadratic form

revision of topics and linear transformation example

revision of topics and linear transformation example

span, linear dependent and linear independent, subspace and basis

span, linear dependent and linear independent, subspace and basis

Virtual work method for finding deflection and slope of beam

Virtual work method for finding deflection and slope of beam

Double Integration method and Macaulay's Method for determining slope and deflection of beam

Double Integration method and Macaulay's Method for determining slope and deflection of beam

Dot and Cross Product

Dot and Cross Product

C++ arithematic

C++ arithematic

Linear Algebra interactive session

Linear Algebra interactive session

Vectors in 2D (components, magnitude and angle)

Vectors in 2D (components, magnitude and angle)

Intro of Vectors

Intro of Vectors

Computer Program: adding two integer provided by user

Computer Program: adding two integer provided by user

Ch 2 Determinants

Ch 2 Determinants

mm ii interactive session for stress and strain transformation complete

mm ii interactive session for stress and strain transformation complete

MM ii interactive session Principal stresses and max shear stress

MM ii interactive session Principal stresses and max shear stress

C++ second program and related terms

C++ second program and related terms

C++ second and third program

C++ second and third program

Linear Transformation (contd...)

Linear Transformation (contd...)

Intro to Linear Transformation

Intro to Linear Transformation

thermo steam types and steam table use

thermo steam types and steam table use

First C++ program

First C++ program

Row operation to find inverse of a matrix

Row operation to find inverse of a matrix

Comp Program: Number system (Binary, Decimal etc.)

Comp Program: Number system (Binary, Decimal etc.)

Mechanics of materials-ii meet1

Mechanics of materials-ii meet1

Matrix operation addition, subtraction, multiplication and trace

Matrix operation addition, subtraction, multiplication and trace

component of vector at inclined axis

component of vector at inclined axis

Determinant, Adjoint and inverse of 2x2,3x3 and so on

Determinant, Adjoint and inverse of 2x2,3x3 and so on

Computer Programs and Applications

Computer Programs and Applications

Introduction to Linear Algebra

Introduction to Linear Algebra

Linear Algebra (voice issue)

Linear Algebra (voice issue)

Math Trigonometry

Math Trigonometry

FBR

FBR

Math Binomial theorem

Math Binomial theorem

Shaft, Power transmission, Strain energy

Shaft, Power transmission, Strain energy

Binomial expansion

Binomial expansion

Torsion equation Angle of twist

Torsion equation Angle of twist

PP Boiling Water Reactor

PP Boiling Water Reactor

Math Harmonic progression

Math Harmonic progression

How to section a beam for Shear Force and Bending moment diagram

How to section a beam for Shear Force and Bending moment diagram

Math Geometric Mean

Math Geometric Mean

Discuss Shear force and Bending moment diagram

Discuss Shear force and Bending moment diagram

Discussion on Shear Force and Bending moment diagram

Discussion on Shear Force and Bending moment diagram

PWR reactor notes

PWR reactor notes

Pressurized Water Reactor primary loop

Pressurized Water Reactor primary loop

Math Geometric Progression / Sequence

Math Geometric Progression / Sequence

Shear Force and Bending moment diagram for cantilerver beam

Shear Force and Bending moment diagram for cantilerver beam

Shear Force and Bending moment diagram for cantilever beam

Shear Force and Bending moment diagram for cantilever beam

Introduction to Nuclear energy

Introduction to Nuclear energy

Neutrons type and Heterogenous reactor

Neutrons type and Heterogenous reactor

Math Nature of root of Quadratic equation

Math Nature of root of Quadratic equation

cont. Heterogeneous reactor

cont. Heterogeneous reactor

PP History of Nuclear Fission and Power Plants

PP History of Nuclear Fission and Power Plants

Shear Force and Bending moment diagram for Simply Supported beam having UDL on entire length

Shear Force and Bending moment diagram for Simply Supported beam having UDL on entire length

Math Quadratic equation root and coefficient

Math Quadratic equation root and coefficient

Nuclear Reactor Types and Control

Nuclear Reactor Types and Control

Shear Force and Bending moment diagram for Simply supported beam having two unequal point loads

Shear Force and Bending moment diagram for Simply supported beam having two unequal point loads

Math Quadratic and Cube root

Math Quadratic and Cube root

Mechanics of Materials Beam and its types and Shear Force and Bending Moment diagrams

Mechanics of Materials Beam and its types and Shear Force and Bending Moment diagrams

Power Plant Nuclear Energy

Power Plant Nuclear Energy

Math Quadratic equations

Math Quadratic equations

Math quiz solution

Math quiz solution

MM revision

MM revision

MM revision of numricals

MM revision of numricals

Thermal power plants some components

Thermal power plants some components

Math Cramer's rule

Math Cramer's rule

Power Plant numerical solving Brayton cycle Gas Turbine

Power Plant numerical solving Brayton cycle Gas Turbine

Mechanics of Materials numerical solving internal loading, stress

Mechanics of Materials numerical solving internal loading, stress

Math Fuction revision

Math Fuction revision

Math Functions

Math Functions

Mechanics of Materials 2nd moment of inertia for area

Mechanics of Materials 2nd moment of inertia for area

Mechanics of Materials Mechanical properties

Mechanics of Materials Mechanical properties

Mechanics of materials 2nd moment of inertia for area

Mechanics of materials 2nd moment of inertia for area

Mechanics of Materials

Mechanics of Materials

Mechanics of materials

Mechanics of materials

Mechanics of Materials Mechanical properties

Mechanics of Materials Mechanical properties

Mechanics of materials

Mechanics of materials

Power Plant numerical Brayton cycle

Power Plant numerical Brayton cycle

Power plant

Power plant

PP ideal Rankine cycle numericals

PP ideal Rankine cycle numericals

PP regeneration

PP regeneration

PP cogeneration

PP cogeneration

Math 5b Complex numbers

Math 5b Complex numbers

Math5a Determinant and Cramer's rule

Math5a Determinant and Cramer's rule

MM 6a Centroid

MM 6a Centroid

MM3Bweek4b

MM3Bweek4b

MM3A w4b

MM3A w4b

Math w3b

Math w3b

MM sec A week 4a Basics of Mechanics of MaterialsStrains and related numericals

MM sec A week 4a Basics of Mechanics of MaterialsStrains and related numericals

MM sec B week 4b Strains and related numericals

MM sec B week 4b Strains and related numericals

PP week 4a Steam Turbine Power Plant Regeneration

PP week 4a Steam Turbine Power Plant Regeneration

Math W3a

Math W3a

Lec 20,21,22 and 23 zoom

Lec 20,21,22 and 23 zoom

Lec 19 zoom Castigliano's theorem & deflection and slope of beams by Castigliano's theorem in URDU

Lec 19 zoom Castigliano's theorem & deflection and slope of beams by Castigliano's theorem in URDU

MM 2 lec 22 Creep and Fatigue,Impact loading,Introduction to facture mechanics

MM 2 lec 22 Creep and Fatigue,Impact loading,Introduction to facture mechanics

MM 2 lec 23 Theory of column

MM 2 lec 23 Theory of column

Complex Engineering Problem

Complex Engineering Problem

MM 2 lec 21 Thin and Thick walled cylinders / Pressure vessels

MM 2 lec 21 Thin and Thick walled cylinders / Pressure vessels

MM 2 lec 20 THEORIES OF ELASTIC FAILURE

MM 2 lec 20 THEORIES OF ELASTIC FAILURE

MM 2 lec 19 Castigliano's theorem &The deflection and slope of beams by Castigliano's theorem

MM 2 lec 19 Castigliano's theorem &The deflection and slope of beams by Castigliano's theorem

MM 2 lec 17 and 18 zoom Superposition method and Virtual work principle are explained in urdu

MM 2 lec 17 and 18 zoom Superposition method and Virtual work principle are explained in urdu

MM 2 lec 18 Finding the deflection and slope of beams by Virtual work method

MM 2 lec 18 Finding the deflection and slope of beams by Virtual work method

MM 2 lec 17 Finding the deflection and slope of beams by superposition method

MM 2 lec 17 Finding the deflection and slope of beams by superposition method

MM 2 lec 16 Finding the reactions of statically indeterminate beam[Fixed beam carrying a point load]

MM 2 lec 16 Finding the reactions of statically indeterminate beam[Fixed beam carrying a point load]

MM 2 lec 14 to 16 zoom part 2 Deflection &slope of beam using Double Integration & Macaulay's Method

MM 2 lec 14 to 16 zoom part 2 Deflection &slope of beam using Double Integration & Macaulay's Method

MM 2 lec 14 to 16 zoom part 1 Deflection &slope of beam using Double Integration & Macaulay's Method

MM 2 lec 14 to 16 zoom part 1 Deflection &slope of beam using Double Integration & Macaulay's Method

MM 2 lec 15 part 2 The deflection and slope of beams, Double Integration and Macaulay’s Method

MM 2 lec 15 part 2 The deflection and slope of beams, Double Integration and Macaulay’s Method

MM 2 lec 15 part 1 The deflection and slope of beams, Double Integration and Macaulay’s Method

MM 2 lec 15 part 1 The deflection and slope of beams, Double Integration and Macaulay’s Method

MM 2 lec 14 Generalized Hooke’s law & Relationships among materials constants (E, G, K, 𝑣)

MM 2 lec 14 Generalized Hooke’s law & Relationships among materials constants (E, G, K, 𝑣)

MM 2 lec 13 Solved problem of Plane strains using Mohr's Cirlce

MM 2 lec 13 Solved problem of Plane strains using Mohr's Cirlce

MM 2 lec 8 to 13 zoom Strain Transformation and Mohr's circle for Strains

MM 2 lec 8 to 13 zoom Strain Transformation and Mohr's circle for Strains

MM 2 lec 12 Mohr's Circle for Plane Strains (Procedure)

MM 2 lec 12 Mohr's Circle for Plane Strains (Procedure)

MM 2 lec 11 Solved problem for Shear Strain Transformations & Principal and Maximum Shear Strain

MM 2 lec 11 Solved problem for Shear Strain Transformations & Principal and Maximum Shear Strain

MM 2 lec 10 Principal Strains and Max. Shear Strain

MM 2 lec 10 Principal Strains and Max. Shear Strain

MM 2 lec 9 Strain Transformation (General state of strain, derivation etc.)

MM 2 lec 9 Strain Transformation (General state of strain, derivation etc.)

MM 2 lec 8 Mohr's Circle for Plane Stress (solved problem)

MM 2 lec 8 Mohr's Circle for Plane Stress (solved problem)

MM 2 lec 7 Mohr's Circle for Plane Stress Transformations

MM 2 lec 7 Mohr's Circle for Plane Stress Transformations

MM 2 lec 6 Solving problems related to Principal stress (max. Normal stress) and max. Shear stress

MM 2 lec 6 Solving problems related to Principal stress (max. Normal stress) and max. Shear stress

MM 2 lec 5 (zoom)

MM 2 lec 5 (zoom)

MM 2 lec 5 Principal Stresses (Max. or Min. Normal Stress) and Max. Shear Stress

MM 2 lec 5 Principal Stresses (Max. or Min. Normal Stress) and Max. Shear Stress

MM 2 lec 4 Solving numerical related to Stress Transformation using equations.

MM 2 lec 4 Solving numerical related to Stress Transformation using equations.

MM 2 lec 3 derivation of equation for Shear Stress Component

MM 2 lec 3 derivation of equation for Shear Stress Component

MM 2 lec 2 derivation of equation of Normal Stress components

MM 2 lec 2 derivation of equation of Normal Stress components

MM 2 lec 1 Introduction of Mechanics of Materials

MM 2 lec 1 Introduction of Mechanics of Materials