Landauer Limit & Chip Quantization Simulator

TSMC 2nm GAA
Silicon Nanometer Gate Switching Array (2nm GAA Topology)
60 FPS
Direct Action: Click / Drag across gates to force bit flips & trigger heat vectors
Operating Energy per Bit 1.25e-18 J 1.25 aJ / bit flip
Landauer Theoretical Limit 2.87e-21 J E = kB · T · ln(2) at 300K
Thermodynamic Overhead Factor 435.5x Dissipation ratio vs physical min
Total Thermal Power 12.50 W EDP: 3.12e-28 J·s

Physical Principles & Dynamic Phase Contraction

In 1961, Rolf Landauer demonstrated that erasing or changing one bit of information in a non-reversible system fundamentally dissipates a minimum entropy quantity of energy:

E_min = k_B · T · ln(2)

In deep-submicron process nodes (such as 2nm Gate-All-Around field effect transistors), standard FP16 operations discard high amounts of intermediate bit states, creating massive thermal dissipation. By quantizing down to INT8 or INT4, or leveraging Reversible Phase Contraction (where microstates are topologically preserved without information loss), total switching dissipation dramatically approaches the fundamental Landauer limit.

Preset Experiment Profiles
Silicon Telemetry Deck
Quantization Precision
FP16
INT8
INT4
Reversible
Operating Voltage (Vd) 0.70 V
Die Temperature (K) 300 K
Clock Frequency (f) 2.50 GHz
Signal-to-Noise Ratio 34.2 dB
Bandwidth Reduction 50.0%
Enjoy this tool? Build your own with Super