Energy Conservation & System Dynamics
At its core, the Universal Life simulation operates on the principle of conservation of energy. All actions – creation, destruction, transformation – adhere to this fundamental law. The system utilizes a discrete particle engine, tracking momentum and kinetic energy accurately.
Initial conditions define the total energy within the simulated universe, initially set to zero. Every interaction—collisions, radiation, gravitational forces—must be accounted for, maintaining an overall constant energy value. Deviations are treated as errors or introduced perturbations.
∑p = 0 (Conservation of Linear Momentum)
Entropy and the Arrow of Time
The simulation incorporates a model of entropy, representing disorder within the system. This is manifested through increased random motion of particles and the generation of heat as energy is dissipated.
Entropy always increases in a closed system, a cornerstone of thermodynamics. The simulation demonstrates this by observing the gradual dispersal of energy from concentrated areas to more diffuse states, mirroring real-world processes.
ΔS ≥ 0 (Second Law of Thermodynamics)
Emergent Complexity & Self-Organization
Despite the deterministic nature of the underlying physics, the simulation demonstrates emergent complexity. Through interactions governed by physical laws, structures—like simulated stars and planetary systems—spontaneously form.
These formations aren’t pre-programmed; they arise from chaotic initial conditions amplified by feedback loops inherent in gravitational dynamics and energy transfer. This illustrates how order can emerge from apparent disorder.
Simulation Parameters & Control
Users have granular control over key simulation parameters, including initial temperature, density fluctuations, and gravitational constant. These adjustments directly impact the rate of entropy increase and the patterns of emergent structures.
Modifying these factors allows users to explore how different physical conditions drive evolution within the simulated universe—a powerful tool for visualizing complex scientific concepts.
Frequently asked questions
What is the simulation's time scale?
The simulation operates on a non-linear timescale, allowing users to compress billions of years into minutes for observation.
How accurate is the simulation?
While simplified for educational purposes, the simulation adheres to established physics principles and provides a robust approximation of complex systems.
Can I influence the simulation's outcome directly?
Users can adjust parameters but cannot ‘control’ the system in a deterministic way; the emergent behavior arises from the interaction of fundamental laws.
Try it live
Everything above runs in your browser — open Michaelis-Menten Kinetics and change the parameters while it is running. Nothing is installed, nothing is uploaded, the whole model lives in one tab.
▶ Open Michaelis-Menten Kinetics simulation