The 2013 Nobel Prize That Revolutionized Chemistry
Martin Karplus, Michael Levitt, and Arieh Warshel - "The development of multiscale models for complex chemical systems"
Imagine trying to understand the intricate dance of atoms within a single enzyme—a protein molecule that may contain thousands of atoms—using only plastic models and mathematical equations. For much of chemistry's history, this was the daunting challenge scientists faced.
Then, in 2013, the Nobel Prize in Chemistry was awarded to three pioneers who transformed this landscape: Martin Karplus, Michael Levitt, and Arieh Warshel. Their achievement? "The development of multiscale models for complex chemical systems"—a breakthrough that taught computers to simulate the real world of molecules with stunning accuracy 1 4 .
A field that has become as essential to modern chemical research as the test tube 5 .
Opening a view into the molecular machinery of life itself.
Revolutionizing how we develop drugs, understand biological processes, and design new materials.
To appreciate the significance of their work, one must understand a fundamental divide in theoretical chemistry. For decades, scientists had two primary ways to model molecules, each with serious limitations.
Provides extraordinarily accurate descriptions of chemical reactions by tracking the behavior of electrons—the subatomic particles that ultimately determine how atoms bond and break apart.
The problem? The mathematical complexity of quantum calculations increases exponentially with the number of atoms involved .
Classical (Newtonian) mechanics could efficiently handle large molecules by treating atoms as simple balls connected by springs.
This approach had a fatal flaw: it was "blind" to the quantum world of electrons, and therefore couldn't simulate chemical reactions where bonds break and form .
| Feature | Quantum Mechanics (QM) | Classical Mechanics (MM) |
|---|---|---|
| Computational Demand | Extremely high | Relatively low |
| Maximum System Size | Small molecules | Very large molecules (proteins, DNA) |
| Can Simulate Chemical Reactions? | Yes | No |
| Description of Electrons | Explicit and accurate | Not included |
| Primary Use | Studying reaction mechanisms | Studying molecular structures and motions |
The laureates' revolutionary insight was recognizing that most of a large molecule doesn't require quantum treatment. In an enzyme, for instance, the chemical reaction typically occurs only at a small, active site involving just a handful of atoms, while the rest of the protein primarily provides structural support .
Their solution was elegantly practical: divide and conquer.
This hybrid approach gave scientists the best of both worlds: quantum accuracy where it mattered most, with classical efficiency for the molecular "scaffolding."
To the crucial reaction center where chemical bonds change, providing an accurate description of electron behavior during the reaction.
To the surrounding molecular environment, efficiently handling the structure and movement of the rest of the molecule 5 .
The development of these models wasn't the work of a single eureka moment, but rather a scientific partnership that spanned decades and continents.
Harvard University
Developed quantum mechanical methods for simulating chemical reactions.
Stanford University
Pioneered computer modeling of large biological molecules.
University of Southern California
Bridged quantum and classical modeling approaches.
Weizmann Institute Beginnings - Michael Levitt and Arieh Warshel began their collaboration under Professor Shneior Lifson. They developed a computer program that could model large molecules using classical mechanics, running on the Institute's "Golem" computer 3 7 .
The Harvard Connection - After earning his doctorate, Warshel brought his classical modeling program to Martin Karplus at Harvard University. Together, they took on a challenging target: retinal, the visual pigment in our eyes 3 .
The Final Piece - Levitt and Warshel reunited at the Weizmann Institute and developed a revolutionary computer program that could be used for any kind of molecule 3 .
First Enzymatic Reaction Model - They published the first computerized model of an enzymatic reaction, cementing the foundation of their multiscale approach 7 .
The study of retinal stands as a landmark demonstration of their novel methodology. Retinal is a large, complex molecule critical to vision; its transformation when struck by light, known as photoisomerization, is extraordinarily fast.
The retinal molecule was divided into two regions. The key atoms involved in the light-induced bond rotation were designated as the QM region. The rest of the large protein structure surrounding retinal was treated as the MM region.
The MM region was described using classical physics parameters—atoms as balls and bonds as springs. The QM region was described with quantum equations to model the behavior of electrons during light absorption.
The computer program simulated the absorption of a photon of light by the QM region, calculating how the energy caused electrons to shift and ultimately leading to the change in the molecule's shape.
The simulation tracked the entire process, showing how the structural constraints of the MM environment influenced the quantum event.
The simulation was a success. For the first time, researchers could "see" the detailed process of retinal's photoisomerization—a fundamental event in vision—at an atomic level .
The results demonstrated convincingly that their hybrid QM/MM method could model a photochemical reaction in a large biological molecule with quantum mechanical accuracy.
| Tool | Function | Real-World Analogy |
|---|---|---|
| Classical Force Fields | Defines how atoms in the MM region interact (how they attract, repel, and bend). | The rules of architecture and structural engineering for a building. |
| Quantum Chemical Methods | The set of equations that calculate electron behavior in the QM region. | An ultra-high-speed camera that can see individual gears turning in a complex machine. |
| Integration Algorithms | Manages the interaction and energy exchange between the QM and MM regions. | A skilled translator ensuring perfect coordination between two specialized teams. |
| Optimization Routines | Adjusts the molecular structure to find its most stable (lowest energy) form. | An automated system that fine-tunes a structure's design for maximum stability. |
The multiscale models developed by Karplus, Levitt, and Warshel have fundamentally changed how chemical research is conducted.
Researchers can now design drugs on a computer by simulating how a potential drug molecule fits into and inhibits a disease-causing protein's active site, speeding up development and reducing costs.
Scientists can understand and redesign the enzymes used in industrial processes (e.g., for biofuel production or breaking down pollution) to make them more efficient.
The method allows for the design of new materials with tailored electronic or optical properties, from better solar cells to novel catalysts.
The practical applications are already making a difference in people's lives. For instance, Levitt's basic research helped set the stage for practical methods for antibody humanization that are key for modern anticancer therapy, such as the drug Avastin 7 .
"Today we take computer modeling in biology for granted, but Dr. Levitt was one of its pioneers" 7 .
The work of Karplus, Levitt, and Warshel represents a paradigm shift in chemistry. They provided a bridge between the two seemingly contradictory worlds of quantum and classical physics, creating a new lens through which we can observe the molecular underpinnings of life.
Their legacy is not just a specific set of equations, but a transformed scientific discipline—one in which the computer has become as vital as the laboratory bench.
As we continue to face complex challenges in medicine, energy, and materials science, the ability to peer into the atomic details of biological processes and chemical reactions will be more valuable than ever. The computational microscope they built has given us this power, proving that some of the most profound discoveries in science come not from looking through a lens, but from programming one.