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- The First 150 Years of the Periodic Table of the Elements
- Retro programming nostalgia III: the MSX microcomputer and planet orbits
- Numerical Integration of Differential Equations. Part I.: Katherine Goble and the Euler’s Method.
- The Calculation of the Lattice Energy: The Born-Haber Cycle
- Modelling Natural Patterns and Forms II: (Easter) Eggs
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Recent Posts
- The First 150 Years of the Periodic Table of the Elements
- Retro programming nostalgia III: the MSX microcomputer and planet orbits
- Numerical Integration of Differential Equations. Part I.: Katherine Goble and the Euler’s Method.
- The Calculation of the Lattice Energy: The Born-Haber Cycle
- Modelling Natural Patterns and Forms II: (Easter) Eggs
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Top Posts & Pages
- The calculation of the Madelung constant
- COMPUTER SIMULATIONS STUDIES OF PEPTIDES IN ORGANIC SOLVENTS AND COSOLVENTS: A SIMPLE DATABASE
- The Calculation of the Lattice Energy: The Born-Haber Cycle
- Il calcolo della entalpia reticolare: il ciclo di Born-Haber
- L'Energia Reticolare
- Parallel computing and molecular dynamics simulations
- La simulazione di Dinamica Molecolare
- La Dinamica Molecolare: il Campo di Forze
- Physical Chemistry: The Simple Hückel Method
- Modeling Natural Shapes: Seashells
Monthly Archives: December 2018
The Lissajous-Bowditch Curves
Try to glue a small mirror to an end of a bent piece of wire fixed to a stable platform and let the laser beam of a laser pointer reflect on it. Entangled spires of an ephemeral dragon of light will … Continue reading
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The Magic Imaginary Numbers
Complex numbers may appear a difficult subject given the name. However, there is nothing of really complicated about complex numbers. However, they definitively add a pinch of \em magic \em in the mathematics manipulations that you can do with them!
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