Канал: DrSufianAbdullah

How to extract displacement/deflection of beam in Abaqus

How to extract displacement/deflection of beam in Abaqus

How to determine first ply failure of a composite laminate using ABAQUS CAE

How to determine first ply failure of a composite laminate using ABAQUS CAE

6.1.1 Heun's method in solving ODE - Example 2

6.1.1 Heun's method in solving ODE - Example 2

6.1.1 Heun's Method in solving ODE - Example 1

6.1.1 Heun's Method in solving ODE - Example 1

5.2.2 Numerical Differentiation With Higher Accuracy - An Example 2

5.2.2 Numerical Differentiation With Higher Accuracy - An Example 2

5.2.1 Numerical Differentiation - An Example 1

5.2.1 Numerical Differentiation - An Example 1

6.1.1 Euler's method in solving ODE - Example

6.1.1 Euler's method in solving ODE - Example

Lecture 5.1.2.2: Romberg Integration - An Example 2

Lecture 5.1.2.2: Romberg Integration - An Example 2

Lecture 5.1.2.1: Romberg Integration - An Example 1

Lecture 5.1.2.1: Romberg Integration - An Example 1

Lecture 5.1: Introduction to Numerical Integration and Differentiation

Lecture 5.1: Introduction to Numerical Integration and Differentiation

Lecture 5.1.1.1: Single application of Trapezoidal rule for numerical integration - An Example

Lecture 5.1.1.1: Single application of Trapezoidal rule for numerical integration - An Example

Lecture 5.1.1.2: Multiple application of Trapezoidal rule for numerical integration - An Example

Lecture 5.1.1.2: Multiple application of Trapezoidal rule for numerical integration - An Example

Lecture 5.1.1.3: Single application of Simpson's 1/3 rule for numerical integration - An Example

Lecture 5.1.1.3: Single application of Simpson's 1/3 rule for numerical integration - An Example

Lecture 5.1.1.4: Multiple application of Simpson's 1/3 rule for numerical integration - An Example

Lecture 5.1.1.4: Multiple application of Simpson's 1/3 rule for numerical integration - An Example

Lecture 5.1.1.5: Simpson's 3/8 rule for numerical integration - An Example

Lecture 5.1.1.5: Simpson's 3/8 rule for numerical integration - An Example

Lecture 5.1.1.6: Simpson's 3/8 rule in conjunction with Simpson's 1/3 rule - An Example

Lecture 5.1.1.6: Simpson's 3/8 rule in conjunction with Simpson's 1/3 rule - An Example

Lecture 4.2 Interpolation for Curve Fitting - An Example

Lecture 4.2 Interpolation for Curve Fitting - An Example

Lecture 4.1 Least square regression for Curve Fitting - An Example

Lecture 4.1 Least square regression for Curve Fitting - An Example

Lecture 3.2: Gauss-Seidel method to solve simultaneous equation - An Example

Lecture 3.2: Gauss-Seidel method to solve simultaneous equation - An Example

Lecture 3.1a: Gauss Elimination to solve simultaneous equation - An Example

Lecture 3.1a: Gauss Elimination to solve simultaneous equation - An Example

Lecture 3.1b: Gauss Jordan method in solving simultaneous equation - An Example

Lecture 3.1b: Gauss Jordan method in solving simultaneous equation - An Example

Lecture 2.3: Modified Newton-Raphson Method to find roots of equation - An Example

Lecture 2.3: Modified Newton-Raphson Method to find roots of equation - An Example

Lecture 2.3: Modified Newton-Raphson Method to find roots of equation - Lecture

Lecture 2.3: Modified Newton-Raphson Method to find roots of equation - Lecture