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Mathematical Physics 1 by Prof. Samudra Roy (NPTEL):- Lecture 25: Parseval Theorem, Fourier Transform

Mathematical Physics 1 by Prof. Samudra Roy (NPTEL):- Lecture 25: Parseval Theorem, Fourier Transform

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Ex 2: Solve a Linear Second Order Homogeneous Differential Equation Initial Value Problem

Ex 2: Solve a Linear Second Order Homogeneous Differential Equation Initial Value Problem

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Ex 1: Solve a Linear Second Order Homogeneous Differential Equation Initial Value Problem

Ex 1: Solve a Linear Second Order Homogeneous Differential Equation Initial Value Problem

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Ex: Solve and Verify the Solution of a Linear Second Order Homogeneous Differential Equation

Ex: Solve and Verify the Solution of a Linear Second Order Homogeneous Differential Equation

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Ex: Linear Second Order Homogeneous Differential Equations - (two distict real roots)

Ex: Linear Second Order Homogeneous Differential Equations - (two distict real roots)

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Linear Second Order Homogeneous Differential Equations - (two distict real roots)

Linear Second Order Homogeneous Differential Equations - (two distict real roots)

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Linear Independent Functions

Linear Independent Functions

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Linear Dependent Functions

Linear Dependent Functions

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Approximate a Function Value of a Solution to a DE Using Euler's Method

Approximate a Function Value of a Solution to a DE Using Euler's Method

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Approximate a Solution to a DE Using Euler's Method

Approximate a Solution to a DE Using Euler's Method

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Write a Differential Equation to Model Logistic Sales Growth

Write a Differential Equation to Model Logistic Sales Growth

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Ex 2: Solve an Autonomous DE IVP - Logistic Growth Using Separation of Variables

Ex 2: Solve an Autonomous DE IVP - Logistic Growth Using Separation of Variables

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Ex 1: Solve an Autonomous DE IVP - Logistic Growth (Shortcut)

Ex 1: Solve an Autonomous DE IVP - Logistic Growth (Shortcut)

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Ex 1: Solve an Autonomous DE IVP - Logistic Growth Using Separation of Variables

Ex 1: Solve an Autonomous DE IVP - Logistic Growth Using Separation of Variables

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Find the Equilibrium Population and When the a Population is Increasing Given a Autonomous DE

Find the Equilibrium Population and When the a Population is Increasing Given a Autonomous DE

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Write a Differential Equation to Model the Change in a Bank Account: Changing Deposit Amount

Write a Differential Equation to Model the Change in a Bank Account: Changing Deposit Amount

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Separable Differential Equation Application: Kirchhoff's Law

Separable Differential Equation Application: Kirchhoff's Law

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Separable Differential Equation Application: Mixture with Flow In/Out Different

Separable Differential Equation Application: Mixture with Flow In/Out Different

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Separable Differential Equation Application: Mixture with Flow In/Out Equal

Separable Differential Equation Application: Mixture with Flow In/Out Equal

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Applications of First Order Differential Equations – Falling Object

Applications of First Order Differential Equations – Falling Object

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Applications of First Order Differential Equations – RL Circuit

Applications of First Order Differential Equations – RL Circuit

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Applications of First Order Differential Equations - Mixing Concentrations 2

Applications of First Order Differential Equations - Mixing Concentrations 2

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Applications of First Order Differential Equations - Mixing Concentrations

Applications of First Order Differential Equations - Mixing Concentrations

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Applications of First Order Differential Equations - Newton's Law of Cooling

Applications of First Order Differential Equations - Newton's Law of Cooling

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Applications of First Order Differential Equations - Exponential Decay Part 2

Applications of First Order Differential Equations - Exponential Decay Part 2

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Applications of First Order Differential Equations: Exponential Decay Part 1

Applications of First Order Differential Equations: Exponential Decay Part 1

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Applications of First Order Differential Equations - Exponential Growth: Part 2

Applications of First Order Differential Equations - Exponential Growth: Part 2

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Applications of First Order Differential Equations - Exponential Growth: Part 1

Applications of First Order Differential Equations - Exponential Growth: Part 1

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Use Picard's Iteration to Approximate a Solution to a IVP (2 iterations only)

Use Picard's Iteration to Approximate a Solution to a IVP (2 iterations only)

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Find Values Excluded to Guarantee Existence and Uniqueness of Solution to a IVP - y'=f(t,y)

Find Values Excluded to Guarantee Existence and Uniqueness of Solution to a IVP - y'=f(t,y)

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Ex 2: Find the Interval that Guarantees a Solution to an IVP Exists (Interval of Validity)

Ex 2: Find the Interval that Guarantees a Solution to an IVP Exists (Interval of Validity)

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Ex 1: Find the Interval that Guarantees a Solution to an IVP Exists (Interval of Validity)

Ex 1: Find the Interval that Guarantees a Solution to an IVP Exists (Interval of Validity)

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Solve a First-Order Homogeneous Differential Equation in Differential Form - Part 3

Solve a First-Order Homogeneous Differential Equation in Differential Form - Part 3

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Solve a First-Order Homogeneous Differential Equation in Differential Form - Part 2

Solve a First-Order Homogeneous Differential Equation in Differential Form - Part 2

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Solve a First-Order Homogeneous Differential Equation in Differential Form - Part 1

Solve a First-Order Homogeneous Differential Equation in Differential Form - Part 1

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Solve a First-Order Homogeneous Differential Equation - Part 3 - YouTube

Solve a First-Order Homogeneous Differential Equation - Part 3 - YouTube

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Solve a First-Order Homogeneous Differential Equation - Part 2 - YouTube

Solve a First-Order Homogeneous Differential Equation - Part 2 - YouTube

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Solve a First-Order Homogeneous Differential Equation - Part 1 - YouTube

Solve a First-Order Homogeneous Differential Equation - Part 1 - YouTube

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Determine if a First-Order Differential Equation is Homogeneous - Part 2

Determine if a First-Order Differential Equation is Homogeneous - Part 2

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Determine if a First-Order Differential Equation is Homogeneous - Part 1

Determine if a First-Order Differential Equation is Homogeneous - Part 1

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Determine if a Function is a Homogeneous Function

Determine if a Function is a Homogeneous Function

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Ex: Solve a Bernoulli Differential Equation Using an Integrating Factor

Ex: Solve a Bernoulli Differential Equation Using an Integrating Factor

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Ex: Solve a Bernoulli Differential Equation Using Separation of Variables

Ex: Solve a Bernoulli Differential Equation Using Separation of Variables

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Solve a Bernoulli Differential Equation Initial Value Problem (Part 3)

Solve a Bernoulli Differential Equation Initial Value Problem (Part 3)

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Solve a Bernoulli Differential Equation (Part 2)

Solve a Bernoulli Differential Equation (Part 2)

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Solve a Bernoulli Differential Equation (Part 1)

Solve a Bernoulli Differential Equation (Part 1)

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Ex: Solve a IVP Given Linear First Order DE Using an Integrating Factor

Ex: Solve a IVP Given Linear First Order DE Using an Integrating Factor

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Ex 7: Solve a Linear First Order DE Using an Integrating Factor (Integration by Parts Twice with Sub)

Ex 7: Solve a Linear First Order DE Using an Integrating Factor (Integration by Parts Twice with Sub)

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Ex 6: Solve a Linear First Order DE Using an Integrating Factor (Integration by Parts)

Ex 6: Solve a Linear First Order DE Using an Integrating Factor (Integration by Parts)

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Ex 5: Solve a Linear First Order DE Using an Integrating Factor (Integration by Parts)

Ex 5: Solve a Linear First Order DE Using an Integrating Factor (Integration by Parts)

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Ex 4: Solve a Linear First Order DE Using an Integrating Factor

Ex 4: Solve a Linear First Order DE Using an Integrating Factor

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Ex 3: Solve a Linear First Order DE Using an Integrating Factor

Ex 3: Solve a Linear First Order DE Using an Integrating Factor

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Ex 2: Solve a Linear First Order DE Using an Integrating Factor

Ex 2: Solve a Linear First Order DE Using an Integrating Factor

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Ex 1: Solving a Linear First Order DE Using an Integrating Factor

Ex 1: Solving a Linear First Order DE Using an Integrating Factor

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Ex 3: Solve a Linear First-Order Differential Equation (Initial Value Problem) - YouTube

Ex 3: Solve a Linear First-Order Differential Equation (Initial Value Problem) - YouTube

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Ex 2: Solve a Linear First-Order Differential Equation - YouTube

Ex 2: Solve a Linear First-Order Differential Equation - YouTube

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Ex 1: Solve a Linear First-Order Differential Equation - YouTube

Ex 1: Solve a Linear First-Order Differential Equation - YouTube

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Solving Linear First-Order Differential Equations - YouTube

Solving Linear First-Order Differential Equations - YouTube

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Ex 4: Solve an Exact Differential Equation

Ex 4: Solve an Exact Differential Equation

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Ex 3: Solve an Exact Differential Equation

Ex 3: Solve an Exact Differential Equation

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Ex 2: Solve an Exact Differential Equation

Ex 2: Solve an Exact Differential Equation

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Ex 1: Solve an Exact Differential Equation

Ex 1: Solve an Exact Differential Equation

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Exact First Order Differential Equations - Part 2

Exact First Order Differential Equations - Part 2

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Exact First Order Differential Equations - Part 1

Exact First Order Differential Equations - Part 1

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Ex: Solve a Differential Equation that Models the Change in a Bank Account Balance

Ex: Solve a Differential Equation that Models the Change in a Bank Account Balance

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Ex: Limited Growth Differential Equation

Ex: Limited Growth Differential Equation

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Ex: Write a Differential Equation to Model the Change in a Bank Account

Ex: Write a Differential Equation to Model the Change in a Bank Account

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Find Two Solutions to a First Order Initial Value Problem - YouTube

Find Two Solutions to a First Order Initial Value Problem - YouTube

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Ex: Solve an IVP with a Separable Differential Equation in the form (y^6x)dy/dx=1+x

Ex: Solve an IVP with a Separable Differential Equation in the form (y^6x)dy/dx=1+x

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Ex: Solve an IVP with a Separable Differential Equation in the form dy/dt=t/(t^2y+y)

Ex: Solve an IVP with a Separable Differential Equation in the form dy/dt=t/(t^2y+y)

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Ex: Solve an IVP with a Separable Differential Equation in the form y'=axy-bx

Ex: Solve an IVP with a Separable Differential Equation in the form y'=axy-bx

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Ex: Solve an IVP Using Separation of Variables in the Form y'=axy+bx

Ex: Solve an IVP Using Separation of Variables in the Form y'=axy+bx

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Ex: Solve an IVP Using Separation of Variables in the Form y'=(ax+b)/(xy^2)

Ex: Solve an IVP Using Separation of Variables in the Form y'=(ax+b)/(xy^2)

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Ex: Initial Value Problem Using Separation of Variables in the Form y' = e^(ay+bx)

Ex: Initial Value Problem Using Separation of Variables in the Form y' = e^(ay+bx)

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Ex: Initial Value Problem in the Form y' = kx Using Shortcut

Ex: Initial Value Problem in the Form y' = kx Using Shortcut

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Ex 2: Initial Value Problem Using Separation of Variables in the Form y'=ay+b

Ex 2: Initial Value Problem Using Separation of Variables in the Form y'=ay+b

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Ex 1: Initial Value Problem Using Separation of Variables in the form y' = ky

Ex 1: Initial Value Problem Using Separation of Variables in the form y' = ky

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Ex 2: IVP - Separation of Variables

Ex 2: IVP - Separation of Variables

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Ex 1: IVP - Separation of Variables

Ex 1: IVP - Separation of Variables

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Ex 3: Separation of Variables

Ex 3: Separation of Variables

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Ex 2: Separation of Variables

Ex 2: Separation of Variables

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Ex 1: Separation of Variables

Ex 1: Separation of Variables

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Ex 2: Initial Value Problem Using Separation of Variables Involving Natural Logarithm

Ex 2: Initial Value Problem Using Separation of Variables Involving Natural Logarithm

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Ex 1: Initial Value Problem Using Separation of Variables Involving Natural Logarithm

Ex 1: Initial Value Problem Using Separation of Variables Involving Natural Logarithm

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Ex 2: Initial Value Problem Using Separation of Variables (Square Root)

Ex 2: Initial Value Problem Using Separation of Variables (Square Root)

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Ex 1: Initial Value Problem Using Separation of Variables (Square Root)

Ex 1: Initial Value Problem Using Separation of Variables (Square Root)

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Differential Equations: Separation of Variables

Differential Equations: Separation of Variables

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Chemical Engineering Thermodynamics by Prof. M.S. Ananth (NPTEL):- Lecture 01: Thermodynamics and the Chemical Industry

Chemical Engineering Thermodynamics by Prof. M.S. Ananth (NPTEL):- Lecture 01: Thermodynamics and the Chemical Industry

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Chemical Engineering Thermodynamics by Prof. M.S. Ananth (NPTEL):- Lecture 02: James Prescot Joule and the first law

Chemical Engineering Thermodynamics by Prof. M.S. Ananth (NPTEL):- Lecture 02: James Prescot Joule and the first law

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Chemical Engineering Thermodynamics by Prof. M.S. Ananth (NPTEL):- Lecture 03: Sadi Carnot and the second law

Chemical Engineering Thermodynamics by Prof. M.S. Ananth (NPTEL):- Lecture 03: Sadi Carnot and the second law

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Chemical Engineering Thermodynamics by Prof. M.S. Ananth (NPTEL):- Lecture 04: Equilibrium and Extrema in work

Chemical Engineering Thermodynamics by Prof. M.S. Ananth (NPTEL):- Lecture 04: Equilibrium and Extrema in work

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Chemical Engineering Thermodynamics by Prof. M.S. Ananth (NPTEL):- Lecture 05: Illustrative Calculations I

Chemical Engineering Thermodynamics by Prof. M.S. Ananth (NPTEL):- Lecture 05: Illustrative Calculations I

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Chemical Engineering Thermodynamics by Prof. M.S. Ananth (NPTEL):- Lecture 06: Properties of pure substances

Chemical Engineering Thermodynamics by Prof. M.S. Ananth (NPTEL):- Lecture 06: Properties of pure substances

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Chemical Engineering Thermodynamics by Prof. M.S. Ananth (NPTEL):- Lecture 07: The p-h chart

Chemical Engineering Thermodynamics by Prof. M.S. Ananth (NPTEL):- Lecture 07: The p-h chart

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Chemical Engineering Thermodynamics by Prof. M.S. Ananth (NPTEL):- Lecture 08: Work calculation

Chemical Engineering Thermodynamics by Prof. M.S. Ananth (NPTEL):- Lecture 08: Work calculation

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Chemical Engineering Thermodynamics by Prof. M.S. Ananth (NPTEL):- Lecture 09: Illustrative Calculations II

Chemical Engineering Thermodynamics by Prof. M.S. Ananth (NPTEL):- Lecture 09: Illustrative Calculations II

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Chemical Engineering Thermodynamics by Prof. M.S. Ananth (NPTEL):- Lecture 10: Heat-Work Interconversion Devices

Chemical Engineering Thermodynamics by Prof. M.S. Ananth (NPTEL):- Lecture 10: Heat-Work Interconversion Devices

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Chemical Engineering Thermodynamics by Prof. M.S. Ananth (NPTEL):- Lecture 11: Refrigeration/ Thermodynamics of mixtures

Chemical Engineering Thermodynamics by Prof. M.S. Ananth (NPTEL):- Lecture 11: Refrigeration/ Thermodynamics of mixtures

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Chemical Engineering Thermodynamics by Prof. M.S. Ananth (NPTEL):- Lecture 12: The Gibbs Duhem equation

Chemical Engineering Thermodynamics by Prof. M.S. Ananth (NPTEL):- Lecture 12: The Gibbs Duhem equation

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Chemical Engineering Thermodynamics by Prof. M.S. Ananth (NPTEL):- Lecture 13: Models for Excess Gibbs Free Energy

Chemical Engineering Thermodynamics by Prof. M.S. Ananth (NPTEL):- Lecture 13: Models for Excess Gibbs Free Energy

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