This tool simulates the evolution of a quantum state over time using random unitary matrices. In quantum mechanics, a quantum state represents the probability distribution of possible measurement outcomes of a quantum system. The evolution of a quantum state is governed by the Schrödinger equation, which is a fundamental equation of quantum mechanics. In this simulation, the quantum state is represented as a vector of complex coefficients, and each element of the vector corresponds to the probability amplitude of a particular quantum state. By applying random unitary matrices to the quantum state, we can simulate the evolution of the system over time. This tool uses the Python programming language to simulate the evolution of a quantum state over time. The simulation algorithm is implemented using the NumPy library, which provides a powerful set of tools for working with multi-dimensional arrays and matrices. In addition, the Matplotlib library is used to generate visualizations of the quantum state over time, and the PIL library is used to convert these visualizations into GIF animations. Finally, the Flask web framework is used to create a web application that allows users to interactively input quantum states and view the resulting animations in real-time.
git clone https://github.com/Nit682/quantumstatesim.gitpip install -r requirements.txtpython app.py- Visit your localhost:5000
- Visit http://nitvob.pythonanywhere.com/ to try out the deployed version