Durham University (DUT)

First Class Company Law Exam with two problem questions and one essay question.

This set of Durham University Engineering notes for the Electronic and Electrical Systems 1 module covers key topics including Kirchhoff's Current and Voltage Laws, potential and current dividers, loop and nodal analysis, superposition, and Thevenin and Norton equivalent circuits. With clear examples and detailed explanations, these notes are designed to help students grasp fundamental concepts and excel in their coursework. Perfect for enhancing understanding and achieving top results in exams...

This comprehensive set of notes from Durham University's "Electronic and Electrical Systems" module delves into the core concepts of Electromagnetism. It covers crucial topics such as Coulomb's law, electric fields, electric potential, Gauss' law, capacitance, and dielectrics. The notes provide clear examples and in-depth explanations, making complex ideas more accessible and easier to understand. Ideal for students aiming to master electromagnetism and achieve strong exam results.

This detailed set of notes from Durham University's "Electronic and Electrical Systems" module covers the key aspects of Electromagnetism. It includes topics such as magnetic fields, Ampere's law, magnetic materials, magnets, circuits, electromagnetic induction, and inductance. With clear examples and thorough explanations, these notes make complex electromagnetism concepts easier to grasp. Perfect for students looking to excel in their understanding of electromagnetism and perform well in e...

This comprehensive set of notes from Durham University's "Electronic and Electrical Systems" module offers an in-depth exploration of DC Machines. It covers fundamental topics such as the principles of operation, load characteristics, and DC machine structure, along with detailed explanations of separately excited, series excited, and shunt excited DC machines. The notes are organised with clear examples and thorough explanations, making complex concepts more accessible. Ideal for students ai...

This set of Year 1 notes from Durham University's "Maths for Engineers" module offers a comprehensive guide to Limits and Series. It covers crucial topics such as limits of functions, continuous and differentiable functions, intermediate and extreme values, L'Hôpital's rule, Leibniz's rule, the Newton-Raphson method, Taylor series, convergence, and Taylor's Theorem. The notes are meticulously organized with clear examples and step-by-step explanations, making complex concep...

This set of Year 1 notes from Durham University's "Maths for Engineers" module provides a thorough introduction to Functions of Several Variables. It covers essential topics such as the chain rule, changes of variables, directional derivatives and gradients, tangent planes, normal lines to surfaces, vector fields (Grad, Div, and Curl), and critical points with extreme values. The notes are well-organised and filled with clear examples and detailed explanations, making complex topics mor...

This set of Year 1 notes from Durham University's "Maths for Engineers" module offers an in-depth exploration of Differential Equations. It covers a wide range of topics including first-order ODEs (Separable, Homogeneous, Linear, Bernoulli, and Exact), second-order ODEs (Homogeneous and Inhomogeneous), applications, damped and forced oscillations, and systems of linear ODEs. The notes are detailed and methodically structured, with clear examples and step-by-step solutions to help students mas...

This set of Year 1 notes from Durham University's "Maths for Engineers" module provides a comprehensive overview of Vectors. It covers key topics including coordinates and bases, dot product, projections, lines and planes in 3D, distances, vector product, applications to mechanics, and eigenvalues and eigenvectors. The notes are packed with clear examples and detailed explanations, making complex concepts accessible and easy to understand. Ideal for engineering students seeking to excel in th...

This set of Year 1 notes from Durham University's "Maths for Engineers" module offers a clear and concise introduction to Complex Numbers. Covering solving polynomials, complex logarithms, De Moivre's Theorem, Trigonometric functions, and applications to geometry and AC circuits; these notes are packed with examples and step-by-step explanations. They are meticulously organised to help students grasp challenging concepts and perform well in exams. Perfect for engineering students aiming to m...