Richard G. Morris
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r-g-morris.bsky.social
Richard G. Morris
@r-g-morris.bsky.social
Theoretical physicist | UNSW, Sydney and EMBL Australia | Soft, Active and Biological Matter | Father of four daughters | Posts my own.
12/ Read the pre-print

If you’re curious, the full paper is available at arXiv:2510.14725.
November 25, 2025 at 11:15 PM
11/ Who did the work

The work was driven by three exceptional early-career researchers, Sami Al-Izzi (theory), Yao Du (experiment) and Jack Binysh (theory and experiment).
November 25, 2025 at 11:15 PM
10/ Why it matters #3

More broadly, critical exceptional point physics in mechanical systems may become a general tool for designing dynamic behaviour.
November 25, 2025 at 11:15 PM
9/ Why it matters #2

The fact that the system is free-standing and self-driven (via its geometry and internal coupling) opens new pathways for soft robots, adaptable materials, or smart structures that respond without the heavy electronics associated with global control mechanisms.
November 25, 2025 at 11:15 PM
8/ Why it matters #1

It shows that instabilities (often seen as undesirable) can be harnessed for function. Instead of fighting buckling, we exploit it.
November 25, 2025 at 11:15 PM
7/What can it do?

The resulting filament can perform multiple “functions” (hence “polyfunctional”): crawling on a substrate, digging through a soft medium, walking (in a sense) by periodic shape changes, all without external tethering or control signals.
November 25, 2025 at 11:15 PM
6/CEP

The self-snapping transition isn’t governed by the standard “critical point” of buckling, but by a “critical exceptional point” — a concept where two modes become simultaneously unstable and degenerate.
November 25, 2025 at 11:15 PM
5/ How is it achieved?

To construct a filament with these properties, we assemble it from smaller (active, powered) links that respond to bending in an anti-symmetric way. This results in a filament whose response to compression is persistent cycles of shape change (self-snapping).
November 25, 2025 at 11:15 PM
4/ What is “non-reciprocal buckling”?

In simple buckling, you compress a beam and at some point it “snaps” into a bent shape. The process is reciprocal: push one way, it deforms; release, and it comes back. “Non-reciprocal” means the forward and backward processes are not mirror images.
November 25, 2025 at 11:15 PM
3/Approach

How can you do this? The answer is by harnessing instabilities (buckling) in a clever way. We developed the concept of non-reciprocal buckling to design a free-standing slender structure (i.e., not tethered) that can change shape in programmable, useful ways, like walk, dig, or crawl.
November 25, 2025 at 11:15 PM
2/ Why is it hard?

Typically, either the filament’s behaviour is dependent on interactions with the substrate (it works differently if you pick it up), or, you need some sort of global coordination. We want neither: a filament that can be picked up, or put in water, and doesn’t need a “brain”.
November 25, 2025 at 11:15 PM
1/ Problem

From flagella to muscles and robotic arms, active filaments are responsible for motion, actuation, and mechanical work. But designing them turns out to be not so easy.
November 25, 2025 at 11:15 PM
And this is the paper I covered in the second half of the talk: journals.aps.org/prresearch/a...
journals.aps.org
November 21, 2025 at 8:33 AM
6/
One of the lessons of HIV appears to be that nature doesn’t separate physics from life: the geometry of the viral shell is an evolutionary solution to the soft matter problem of passing through the nuclear pore.

#HIV #biophysics #softmatter #geometryoflife
November 19, 2025 at 11:40 AM
5/
Why does this matter? If we can understand the physics underpinning HIV capsid translocation, we are closer to codifying principles for disrupting the process as well as designing artificial methods for getting genetic material inside the nucleus.
November 19, 2025 at 11:40 AM