An Introduction to Soft Matter - Models and Equations
In this free online course, learn about the models and equations involved in the analysis of soft condensed matter.
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The various models and different equations related to the study of soft matter are covered in this free course. You will explore the two types of atomic bonds, as well as the classification of polymers and relaxation time-scales. The comprehensive demonstrations, problems, examples and assessment questions in this instructor-led video-based course, are designed to provide you with a solid foundation in the study of soft condensed matter.
The material will familiarize you with examples of soft matter materials and atomic bonds. Then, the linear concept will be discussed, which describes a type of polymer and the arrangement of the polymerization units. You will also explore the two specific types of flows that are used to characterize polymeric flows.
Next, you will learn about conservation laws and the issue of yield-stress. You will gain insight into generalized Newtonian fluids, shear stress and interatomic bonds. Finally, you will study different types of polymers, the freely jointed chain model, vectors, and tensors. This course will be of interest to mechanical engineering students or professionals in fluid mechanics or continuum mechanics.Start Course Now
Atoms and Bonds
Atoms and Bonds - Learning Outcomes
Types of Polymers
Classification of Polymers
Atoms and Bonds - Lesson Summary
Constitutive Equations - Learning Outcomes
Freely Jointed Chain Model
Vectors and Tensors
Inelastic Material Laws
Constitutive Equations - Lesson Summary
Upon successful completion of this course, you should be able to:
- Explain the freely jointed chain model, vectors and tensors
- Explain the three types of primary bonds
- Describe the Van der Waals bonds and Young’s modulus
- Discuss the relaxation time-scales for polymer melts
- Explain the molecular structure of surfactants and liquid crystals
- Discuss the inelastic material laws
- Describe the three independently accessible values in a simple shear flow
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