General Chemistry
2007-08-09 10:12:00
Introduction to the Study of Chemistry
- Atoms, Elements, Compounds, Chemical Properties, Physical Properties
Density
- Liquids, Gases, Ice, Gold bar, Diet vs. Regular Coke
Compounds and Bonding
- Ionic / Covalent and Bonding, Pi Bond Comparison
Intermolecular Forces
- Ionic, Polar, Non-polar, Hydrogen Bonding
Molecular Polarity
- Electrostatic Potential, Simple Inorganics, Organic Functional
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Protein-Energy Interaction
2007-08-13 09:13:00
Introduction
Some basic aspects of protein-energy interrelationships
1. Introduction
2. Energy
dependency of protein and amino acid metabolism
3. Summary and conclusions
Amino acid oxidation and food intake
1. Introduction
2. Nitrogen balance and amino acid oxidation
3. Amino acid oxidation during periods of positive or negative energy balance
4. Interaction
s between energy and protein
The Age of Einstein
2007-08-14 23:16:00
The Age of Einstein
, is a brief introduction to Einstein's Theories of Special and General Relativity. It is a book for the inquisitive general reader who wishes to gain an understanding of the key ideas put forward by the greatest scientist of the 20th-century. No more than a modest grasp of High School Mathematics is required to follow the arguments.
Link : http://www.physicsforfree.com/
Introduction to Groups, Invariants & Particles
2007-08-14 23:11:00
Introduction to Groups
, Invariants & Particles is a book for Seniors and advanced Juniors who are majoring in the Physical Sciences or Mathematics. The book places the subject matter in its historical context with discussions of Galois groups, algebraic invariants, Lie groups and differential equations, presented at a level that is not the standard fare for students majoring in the Physical
Read more: Introduction
Essential Physics 1
2007-08-14 21:35:00
Essential Physics
1, is an intensive introduction to classical and special relativity, Newtonian dynamics and gravitation, Einsteinian dynamics and gravitation, and wave motion. Mathematical methods are discussed, as needed; they include: elements of differential geometry, linear operators and matrices, ordinary differential equations, calculus of variations, orthogonal functions and Fourier
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