- The Special Theory of Relativity. An elementary but yet comprehensive and rigorous introduction.
- Cosmology, a survey General relativity, red shift, Hubble's law, neutron stars and black holes, critical density, dark matter The Big Bang and the background radiation
- General Relativity and Cosmology. A theoretical approach An introductory, but at the theoretical level, a post graduate outline
- Newtonian Mechanics. Dynamics Newtonian Dynamics presented in the framework of calculus. Work. The Work-Theorem, Kinetic energy, Potential energy. Conservation of energy in a conservative force-field. Escape velocity from the earth.
- Theory of Rotation. (pdf) A theoretical approach to the concepts of angular velocity, torque, angular momentum and moment of inertia. Supplied with several examples from real life.
- Examples of non trivial differential equations of physics Solving problems: The dependence of pressure with altitude. Radioactive decay chains. Moving in liquid or air with drag. Damped harmonic oscillations. Forced oscillations. Numerical methods.
- Physics of Tsunamis. A theoretical approach An analytic treatment explainning the behavior of Tsunamis
- The first and second law of thermodynamics A thorough discussion the laws of thermodynamics, including reversibility and entropy
- Statistical Mechanics A theoretical introduction to the fundamentals of Statistical Mechanics
- Quantum Statistics Post graduate lectures on Quantum statistic,including Planck's law of radiation and a treatment of the behaviour of Boltzmann-, Bose- and Fermi-particles
- The two-body problem and The laws of Kepler An analytic treatmen solving the two-body problem and a derivation of the laws of Kepler
- The principle of least time The principle applied to show the law of refraction
- Geometrical optics Reflection in mirrors.refractive index. Lenses and prisms. The lens makers formula. Optical instruments
- A shooting star. A theoretical approach Theoretical physics is applied to find the duration of a shooting star
- Applications of the wave equation Derivation of formulas for the speed of propagation of waves on strings, in solids and gasses.
- The physics of Air Mirroring and Mirages The phenomena of Air Mirroring and Mirages are discussed on a theoretical basis using the law of refraction
- Coupled pendulums and coupled harmonic oscillations These classical physical problems, being rather mathematicalcomplex, are solved using the Lagrange formalism.
- Chaotic motion. A dynamic analysis Graphic illustration of an example of chatic motion, analyzed with the Lagrange formalism
- Hydrodynamics (is complex mathematics) An introduction to the fundamental equations of hydrodynamics.
- On gyroscopes, tops, rotating eggs and other rotating objects
- Finding the longest oblique throw from a given height It is well known that the angle is 45 deg. for the longest oblique throw. But what is the angle for a javelin thrower.
- Can you score on a corner kick? (A theoretical approach)
- The Tides. Estimating the contributions from the moon and the sun
- The physics of induction stoves
- The physics of rockets.For educational purposes
- The physics of curling and Billiard Elastic cental and non central collisions in the centre of mass system
- Twenty questions from the engineers letterbox. Relativistic rotation, balloon with vacuum, speed greater than the speed og light, black holes in the laboratory, cold fusion
- Three examples of damped periodic motion The bouncing ball, Damped harmonic oscillations with damping proportional to v and v2
- Does the ladder skid. Demonstrating some tecniques from classical and analytical Lagrange mechanics
- Emptying a barrel from a tap . A Theoretical calculation of the time it takes to empty a barrel from a tap at the bottom
- Vertical motion in liquids and gasses . A Theoretical prensentation of vertical motion of a body in a viscous substance
- Why can a box only rotate freely about two of its three principal axes?

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