Radio and PodcastRadio and PodcastLive Radio & Podcasts
Lecture 19: Symmetries, Order Parameters, and the Failure of Reductionism artwork
Education

Lecture 19: Symmetries, Order Parameters, and the Failure of Reductionism

Thermal and Statistical Physics by Prof. Carlson

Nov 8, 2005Education

We finish the van der Waals equation of state, and use it to illustrate the liquid-gas phase transition. It turns out that at low pressure, the van der Waals equation of state has a wiggle where (dp/pV)>0. Since this wou...

About This Episode

Lecture 19: Symmetries, Order Parameters, and the Failure of Reductionism is an episode from Thermal and Statistical Physics by Prof. Carlson. We finish the van der Waals equation of state, and use it to illustrate the liquid-gas phase tran...

Podcast

This episode belongs to Thermal and Statistical Physics.

Listen Online

Use the player on this page to stream the episode online.

Episode Details

Published Nov 8, 2005, audio available.

Questions About This Episode

What is Lecture 19: Symmetries, Order Parameters, and the Failure of Reductionism about?

We finish the van der Waals equation of state, and use it to illustrate the liquid-gas phase transition. It turns out that at low pressure, the van der Waals equation of state has a wiggle where (dp/pV)>0. Since this would cause an explosion, the system instead undergoes phase separation so that part of the container has liquid, and part has gas in it. More is different: We discuss the failure of reductionism. Reductionism is the idea that you will learn everything about an object by breaking it into its smallest bits -- like atoms, then electrons and protons, then quarks, then strings. But large collections of particles (like liquids, gases, and solids) have many properties which aren't really due to their constituents per se, but rather are due to larger organizing principles, and the symmetry of the associated phase. Example: All solids are hard, even though they're made out of different substances. So the property "hardness" is not actually caused by the particular form of the potentials for the particular atoms in that solid. Rather, it's due to the symmetry of the regular crystalline structure the atoms take, and is independent of the type of atom. To illustrate, we discuss several phases of matter, and identify the corresponding "order parameter", which is a measurable quantity that captures the symmetry of the phase. Visual Aids: Rotini pasta to demonstrate twisted nematic phases. Specimens from my rock collection: quartz, amethyst, hematite, and others to see how all crystals are similar, despite being made from different atoms. The "sameness" manifests itself in the basic property of a solid: being hard. The "differenc" manifests itself in color, and in the shape of the crystals, which reveal the underlying quantum mechanics of how the chemical bonds form from atom to atom. Plus, the return of the squishy crystal to illustrate phonons. 0 Lecture Audio

Where can I listen to Lecture 19: Symmetries, Order Parameters, and the Failure of Reductionism?

You can listen to Lecture 19: Symmetries, Order Parameters, and the Failure of Reductionism online on Radio and Podcast. Open the player on this page to stream the available audio.

Which podcast is Lecture 19: Symmetries, Order Parameters, and the Failure of Reductionism from?

Lecture 19: Symmetries, Order Parameters, and the Failure of Reductionism is an episode from Thermal and Statistical Physics by Prof. Carlson.

How long is this episode?

The episode duration depends on the source podcast feed and may not always be available.

When was this episode published?

This episode was published on Nov 8, 2005.

Can I save Lecture 19: Symmetries, Order Parameters, and the Failure of Reductionism for later?

Yes. Use the heart button on the episode page to add it to your favorite episodes list.

Are there related episodes from Thermal and Statistical Physics?

Yes. This page shows related episodes from Thermal and Statistical Physics when more episodes are available from the podcast feed.