Physics assignments require rigorous mathematical derivations, precise physical reasoning, and careful unit analysis. Our physicists deliver fully worked solutions with derivations from first principles — from A-level mechanics through to postgraduate quantum field theory.
| Classical Physics | Modern Physics | Applied Physics |
|---|---|---|
| Newtonian mechanics | Special and general relativity | Computational physics |
| Lagrangian and Hamiltonian mechanics | Quantum mechanics | Medical physics |
| Electrostatics and magnetostatics | Quantum field theory | Solid state physics |
| Maxwell's equations and EM waves | Particle physics and the Standard Model | Plasma physics |
| Thermodynamics and statistical mechanics | Nuclear physics | Optics and photonics |
| Fluid mechanics and waves | Astrophysics and cosmology | Geophysics |
Physics at university level is essentially applied mathematics. Quantum mechanics requires linear algebra and functional analysis. Electromagnetism is built on vector calculus (divergence, curl, Stokes' theorem, divergence theorem). Statistical mechanics uses combinatorics and Fourier analysis. Without a strong simultaneous mathematics foundation, physics derivations break down.
A-level physics allows students to apply formulas directly — F = ma, E = mc², V = IR. University physics requires deriving those formulas from more fundamental principles. The derivation IS the assignment. Arriving at the correct formula by looking it up, without showing the derivation, scores zero.
The best physics answers combine mathematical correctness with physical interpretation — "this term represents energy dissipated by damping," "this solution diverges as r → 0, which is non-physical, so we discard it." Pure mathematical answers without physical reasoning miss marks at degree level.
Always check your answer against physical limits. Does the result approach zero as it should? Does the formula reduce to a known special case? Our solutions include these sanity checks — and markers reward them, because they demonstrate genuine understanding rather than mechanical calculation.
Full derivations with physical interpretation — from classical mechanics to quantum physics — by specialist physicists.
Yes. Our physics team includes postgraduate-level specialists in quantum mechanics (Schrödinger equation, Dirac notation, perturbation theory, angular momentum) and quantum field theory (canonical quantisation, Feynman diagrams, gauge theories). These are the most mathematically demanding areas of a physics degree and we have the specialist depth to handle them correctly.
Yes. If your assignment uses problems from Griffiths (Electrodynamics, QM), Jackson (Classical Electrodynamics), Landau and Lifshitz, or any standard textbook, provide the edition and problem number alongside the question text and we work from the same conventions used in that textbook.
Yes. Numerical methods in physics — solving ODEs numerically, Monte Carlo simulations, molecular dynamics, finite difference methods — are a growing component of modern physics programmes. We deliver working Python (NumPy, SciPy) or MATLAB code with physical explanation of what the simulation is doing.