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Study Offers New Way to Measure a Key Property of Cell Membranes
By Amy Pavlak Laird Email Amy Pavlak Laird
- Associate Dean of Marketing and Communications, MCS
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Cell membranes are constantly in motion. They bend, stretch and reshape as cells grow, divide and transport materials. These motions drive everything from cell division to drug delivery, but some of the physics behind them has been notoriously difficult to measure.听
A new study from 糖心Vlog视频 introduces a way to quantify one of the most elusive properties of cell membranes: the Gaussian curvature modulus. The new measurement helps to predict how membranes behave when they dramatically change shape.听
The research, , provides a new tool for understanding how membranes fuse together or split apart 鈥 processes that are essential for life and could help scientists design better drug-delivery systems.听
鈥淎s a computational biophysicist, I鈥檓 excited that we can finally measure something that has stubbornly resisted measurement,鈥 said Markus Deserno, professor in Carnegie Mellon鈥檚 Department of Physics.听
The work could have important implications for medicine. Many RNA- and DNA-based therapies, including mRNA vaccines, rely on tiny fatty particles called lipid nanoparticles to deliver their cargo into cells. To do that, the particles must fuse with a cell鈥檚 membrane.听
The problem is that the process is often inefficient. Much of the drug cargo is degraded before it reaches its target.听
Designing better delivery systems requires a deeper understanding of membrane fusion, especially how much energy must be spent to make it happen. One of the key factors is the Gaussian curvature modulus, a measure of how difficult it is for membranes to bend, especially when they merge (fusion) or split in two (fission).听
While a membrane is a bit like a flexible sheet, it nevertheless resists shape deformations. Scientists describe this resistance to bending using two different parameters. One is relatively easy to measure. The other, the Gaussian curvature modulus, has remained largely out of reach.听
The difficulty comes down to topology. As long as a membrane stays intact, its total Gaussian curvature remains unchanged, even as the membrane stretches or bends.听
鈥淚f you don鈥檛 have fusion or fission, the Gaussian modulus doesn鈥檛 really matter. But as soon as membranes merge or split, it becomes important,鈥 Deserno said. 鈥淗owever, off-the-shelf techniques scientists use to measure other moduli (how hard do we need to poke it to change its shape?), simply do not work.鈥澨
To tackle the problem, Deserno and Physics Ph.D. student Seamus Gallagher developed a computational approach that combines geometry, elasticity theory and thermodynamics. They created a computer simulation of a cell membrane with a lipid bilayer made of up to 14,000 lipids, representing each lipid as a small collection of interacting units. This simplified, coarse-grained model allowed them to capture the essential physics of membrane behavior while studying systems large enough to resemble real biological membranes.听
Within the simulation, Gallagher gave the membrane surface a special shape that is particularly sensitive to the Gaussian modulus. Called a triply periodic minimal surface, it is basically a convoluted labyrinth with a lot of tunnels and interconnections. According to Deserno, examining how its energy changes with temperature, and combining it with some clever thermodynamics, gives access to the hidden Gaussian modulus.听
In addition to changing the temperature, Gallagher also systematically changed the shapes of the lipids. Some were more cylinder-like, while others were more cone-shaped. Those differences affected how much it costs to bend the membrane into this particular, convoluted shape, which is known as a plumber鈥檚 nightmare.听
鈥淲e have two knobs we can turn in the simulation: lipid shape and temperature,鈥 Gallagher said. 鈥淭hen we can see how the Gaussian modulus responds. We found exactly what we hoped to confirm: certain lipid shapes shift the modulus in ways that make fusion more likely.鈥澨
Beyond providing a reliable way to measure the Gaussian curvature modulus, the method reveals how lipid shape influences it. That insight could help researchers design membranes with properties tailored for specific applications.听
Deserno and Gallagher are collaborating with researchers at the University of Illinois Urbana-Champaign, who are developing highly fusible lipid nanoparticles by tuning the Gaussian modulus. Together, the experimental and computational work could lead to a better way of predicting how readily membranes will fuse.听
鈥淭heir experimental measurements, complemented by our simulations, could result in an elegant and predictive metric for lipid membrane fusion,鈥 Deserno said. 鈥淚鈥檓 proud that our simulation study helps to lay the groundwork.鈥