The Femtosecond Tango

How Liquid Ammonia Dances Between Two States

A quantum revelation in century-old chemistry

The Allure of a Color-Changing Liquid

Imagine pouring silvery chunks of lithium, sodium, or potassium into a vat of clear ammonia and watching the liquid turn a deep, vivid blue. Add more metal, and suddenly—like a chemical chameleon—it transforms into a shimmering golden bronze. This century-old chemistry demonstration isn't just visually stunning; it hides a quantum secret.

For decades, scientists believed the transition from non-metallic blue electrolyte to metallic bronze liquid was gradual and continuous. But groundbreaking research now reveals a hidden phase where the solution dances between these states at unimaginable speeds—switching roles up to 25 trillion times per second 1 5 .

This discovery, emerging from advanced simulations at the Institute of Organic Chemistry and Biochemistry in Prague, challenges textbook models and introduces a new physical phenomenon at the boundary of chemistry and physics.

Quick Fact

The color change in alkali metal-ammonia solutions was first observed in 1864 by W. Weyl, but its quantum nature remained unexplained for over a century.

Quantum Chameleons: The Basics of Ammonia's Dual Identity

Solvated Electrons: The Blue Phase's Secret

When alkali metals dissolve in ammonia, they release electrons that become trapped—or "solvated"—within cages of ammonia molecules. These cages, called cavity solvates, act like quantum prisons where electrons behave as localized particles. This state gives dilute solutions (<1 MPM, or mole percent metal) their iconic blue color and electrolyte properties 1 2 .

The Golden Metal: Where Electrons Break Free

At concentrations above 10 MPM, something extraordinary happens. Solvated electrons escape their cages, delocalize, and form a shared "electron sea" akin to liquid mercury or copper. This transforms the solution into a disordered liquid metal with electrical conductivity rivaling copper 1 .

The Mystery of the Middle Ground

For solutions between 3–8 MPM, neither model fully applies. Historically, three theories competed to explain this transition:

1. Percolation Model

Metallic regions form connected pathways like a circuit board.

2. Critical Density Model

Metallization occurs when electron density exceeds a threshold.

3. Polarization Catastrophe

Sudden dielectric failure of the solvent 2 .

Scattering experiments hinted at nanoscale fluctuations in these intermediate solutions but couldn't determine whether they were static clusters or dynamic processes 1 2 .

The Discovery: A Hidden Third Phase

Using ab initio molecular dynamics (AIMD), Prof. Pavel Jungwirth's team simulated lithium-ammonia solutions across critical concentrations. Their simulations treated all electrons—both bound and excess—quantum mechanically, capturing their behavior in real time. What they found was revolutionary:

"The system doesn't settle. At intermediate concentrations, it flips between metallic and non-metallic states every ~40 femtoseconds—faster than molecular vibrations." 5
Table 1: Characteristics of the Three Phases in Alkali Metal-Ammonia Solutions
Phase Concentration State of Electrons Key Feature
Electrolyte <3 MPM Localized in cavities Deep blue color; insulating
Flipping Regime 3–10 MPM Rapidly switching Dynamic gap opening/closing
Metallic >10 MPM Delocalized electron sea Golden sheen; high conductivity

Inside the Key Experiment: Capturing a Quantum Strobe Light

Methodology: A Computational Microscope

System Setup

Simulated boxes (~15 Å side) contained 64 ammonia molecules with varying Li⁺/e⁻ pairs to model 3.0–13.5 MPM concentrations 1 .

Electron Dynamics

The revPBE38-D3 density functional tracked electron behavior, validated against many-body GW theory for accuracy 1 2 .

Time Resolution

Snapshots were taken every 2 femtoseconds over 1-picosecond trajectories—enough to catch 25 flipping events 1 .

The Smoking Gun: Band Gap Blinking

The team computed the electronic density of states (DoS) for each snapshot. In metallic states, electrons filled orbitals continuously across the Fermi level. In electrolyte states, a clear band gap appeared. At 6.0 MPM, the DoS revealed rapid "blinking":

Metallic Frames

Band gap closes; electrons delocalize.

Electrolyte Frames

Band gap opens; electrons localize 1 2 .

Table 2: Time Evolution of States at 6.0 MPM
Time (fs) DoS at Fermi Level State Classification Trigger
0 High Metallic Electron density fluctuation
42 Near zero Electrolyte Solvent reorganization
86 High Metallic Lithium ion clustering
128 Near zero Electrolyte Solvent cavity formation

Why Do They Flip?

Flipping is driven by tiny structural shifts:

  • Metallic → Electrolyte: Ammonia molecules reorient to form a cavity, trapping electrons.
  • Electrolyte → Metallic: Lithium ions cluster, disrupting cavities and releasing electrons 1 5 .
The Scientist's Toolkit: Probing the Flipping Regime
Reagent/Tool Function Experimental Role
Lithium metal Electron donor Source of solvated electrons
Liquid ammonia Solvent; forms electron-trapping cavities Medium for dissolution and reaction
revPBE38-D3 functional Quantum mechanical model for electron behavior Simulates electron dynamics with hybrid accuracy
AIMD simulations Tracks atomic/electronic motion over time Captures femtosecond-scale state flipping
Photoelectron spectroscopy Measures electron energy levels Validates simulated DoS against experimental data

Why This Matters: Beyond Ammonia Solutions

This flipping phenomenon isn't just a curiosity—it represents a new class of transient quantum materials with potential applications in:

Ultrafast Electronics

Switching between conductive/non-conductive states at femtosecond speeds.

Neuromorphic Computing

Mimicking neuronal firing timescales (~10⁻¹³ seconds) 5 .

Catalysis

Enhancing electron-transfer reactions in Birch reduction or ammonia synthesis 1 .

The challenge? Confirming flipping experimentally. As PhD student Marco Vitek notes:

"Capturing a 40-fs event is like photographing a bullet in flight with a shutter speed of 1 second." 5

The team is now collaborating with synchrotron facilities to attempt time-resolved X-ray scattering using pulsed lasers—a technique that could freeze the flipping in action.

Conclusion: Rewriting the Liquid Rulebook

The dance between electrolyte and metallic states in ammonia solutions reveals nature's preference for dynamic ambiguity over static compromise. Like a traffic light blinking between green and red too fast for the eye to see, this third phase operates in a realm where quantum fluctuations reign. It's a reminder that even in century-old chemical systems, fundamental discoveries await—if we look fast enough.

"No one had realized a system might oscillate between states on such timescales. It simply hadn't been considered." —Prof. Pavel Jungwirth 5

Glossary

Solvated electron
An electron trapped in a solvent cage.
MPM
Mole percent metal (1 MPM ≈ 0.4 mol/L in ammonia).
DoS (Density of States)
Number of electron orbitals per energy level.
Fermi level
Energy threshold separating occupied/unoccupied electron states.

References