Notes for Physics (uni)

Lecture notes for the Electrostatics part of a first-year physics electromagnetism course. these notes are split into four sections: fields cause forces, electric potential, gauss law, and conductors. complete coverage of subtopics includes equations, examples, diagrams, and mathematical derivations for key equations.

complete lecture notes from basic electronics module, for first year physics. split into 9 sections: charge current voltage, circuit analysis, capacitors, inductors, lcr circuit, forced oscillations, complex impedance, filters, and lcr ciruit analysis. includes examples, diagrams, and mathematical derivations.

My lecture notes from Fourier Analysis module for first year physics. this touches on prerequisites such as orthogonal and orthonormal sets and functions, inner product, dirac delta and the sifting function, fourier series, power spectra, parsevals theorem, dirichlet conditions, fourier transfroms. applications to diffraction and similar experiments. some examples are included throughout. also notes on convolution, including convolution theorem and convolving gaussians. split into four section...

My complete Complex Analysis module notes from lectures for first-year university Physics. I've separated it into four sections: Functions of Complex Variables, 1st order ODEs, 2nd order ODEs, and applications (to resonance and motion in the Argand plane. At large the topics covered include: De Moivre's theorem, complex powers, the complex exponential, complex logarithm, analytic functions f(z). 3 methods to solve 1st order ODEs. Solving homogeneous and inhomogeneous 2nd order ODEs (ordin...