Introduction to Thermo-Calc
First time here? Take a look at the course curriculum below – some lectures are free to watch! Look for:
An introduction to the CALPHAD method and the usage of Thermo-Calc. This course is a combination of lecture style videos and recorded examples that you can follow along with.
Course Content
Introduction and Background
What if the materials data you need doesn’t exist?
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Introduction to the Thermo-Calc Interface
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CALPHAD Method
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Overview of the Options Menu
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Selecting a Database
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Single Point Calculations
Introduction to Single Point Calculations
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Equilibrium Phase Balance – Duplex Stainless Steel
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Suspending a Phase – Carbon Steel
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Fixed Phase – Liquidus of Braze Alloy
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Order-Disorder Phase Constitution – Ni-Base Alloy
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One Axis Calculations
Simple One Axis Calculation – 4130 Steel
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Meta-stable Equilibrium – Nimonic 263
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Merging Calculations to a Single Plot – Shrinkage in Al Alloys
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User Defined Functions – Pitting Resistance Equivalent
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Defining Components – Oxidation of a Steel in CO2
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Phase Diagram Calculations
Types of Phase Diagram Calculations
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Pure Binary Diagram – Fe-C
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Ternary Calculator – Al-Si-Cu
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Liquidus Projection – Solder Alloy
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Isoplethal Section – Fe-Cr-Ni-C
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True Pseudobinary – Ni Superalloy Design
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Defining Components – Gas Potential Diagram
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Isoplethal Section – Tungsten Carbide in Cobalt Matrix
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Scheil Calculations
Theory and Application
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Scheil with Backdiffusion
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Comparing Scheil to Equilibrium – AZ91 Mg Alloy
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Applying Scheil to Solidification Cracking Theory
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Rapid Solidification – Scheil with Solute Trapping
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Property Model Calculations
Introduction to Property Models
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Coarsening Model
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Driving Force Model
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Equilibrium Model
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Equilibrium with Freeze In Model
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Phase Transition Model
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Martensite Temperature Model
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Liquidus/Solidus Temps Model
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Steel Critical Transformation Temperatures
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Oxide Calculations
Simple Quasi-Binary Oxide System CaO – Al2O3
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Fe-O System: Basics
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MeOx – SiO2 System: Miscibility Gaps and Other Complications
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B2O3 – SiO2 System: Approaches to Fix “Too Many Iterations” Calculation Errors
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