An elementary quantum mechanics calculation for the Casimir effect in one dimension
A. Farkas, N. Nicolaevici
Abstract
We obtain the Casimir effect for the massless scalar field in one dimension based on the analogy between the quantum field and the continuum limit of an infinite set of coupled harmonical oscillators.
Create a lesson
Related papers
AI-Augmented Inquiry and Regulation in Hybrid Systems: A Control Allocation Architecture for Preserving Epistemic Agency in Hybrid Human-AI Cognition
Jochen Kuhn, Peter Gerjets, Ulrich Trautwein et al.
Using Gemini and LuaLaTeX to transcribe physics videos into PDF/UA-2 and ISO 32005 math-accessible PDFs
Craig W. Looney, Christopher L. Duston
Large Scale AI Grading of Handwritten Physics Assessments: Score Agreement and Olympiad Team Selection Outcomes
Praveen Pathak, Siddharth Tiwary, Charudatt Kadolkar et al.
Teaching Quantum Design Automation with Block-Based Programming
Damian Rovara, Robert Wille
Measuring student understanding in quantum computing: Development and validation of the Quantum Computing Conceptual Survey
Josephine C. Meyer, Molly Griston, Gina Passante et al.
PhysTrackX: Open-Source Software for Kinematics Tracking for the Physics Laboratory
Isam Abdullah Balghari, Muhammad Sabieh Anwar