This is a primary source for English translations of the All-Russian Physics Olympiad (RuPhO) from the 2017-2024 cycles, including the 2023-2024 Finals Problems .
Many problems require minimal math but demanding logic to understand what physical phenomenon is actually occurring.
A reliable source for recent All-Russian Olympiad papers (Grades 10–11) translated into English. It currently hosts the 2018–19 Grade 10 problems as well as 2020 round sets. ISPhO (International Scientific Physics Olympiad): russian physics olympiad problems pdf new
A small neodymium magnet (magnetic moment $m$) rotates with angular velocity $\omega$ around its axis. A superconducting ring (inductance $L$, negligible resistance) is coaxial with the magnet, at a distance $d$ (where $d$ is much larger than the magnet's size).
Goes beyond ideal gases into surface tension, phase transitions, and non-quasi-static processes. This is a primary source for English translations
: This competition provides specific qualifying round tasks for 2025-26 with solutions available in both Russian and English.
The syllabus typically covers advanced theoretical mechanics and complex electromagnetic theories that go far beyond standard textbooks. It currently hosts the 2018–19 Grade 10 problems
The central hub for the All-Russian Olympiad. Navigate to the Physics section ("Физика") to find PDFs of the latest regional and final rounds.
Interference and diffraction patterns from unusual aperture geometries.
├── Classical Mechanics (Non-inertial frames, rigid body rotation) ├── Electrodynamics (Relativistic particles, complex LC circuits) ├── Thermodynamics (Non-ideal gases, entropy optimization) ├── Wave & Quantum Optics (Diffraction gratings, early quantum models)
Standard Cartesian coordinates make the math messy. The elegant Russian approach utilizes conservation of momentum along the horizontal axis combined with relative coordinate systems to solve the system in just a few lines. Elevating Your Competitive Edge