### Some articles on *radii*:

Malfatti Circles - Radius Formula

... The formulae for the three

... The formulae for the three

**radii**are and According to StevanoviÄ‡ (2003), these formulae were discovered by Malfatti and published posthumously by him in 1811 ... the triangle with side lengths 28392, 21000, and 25872 has inradius 6930 and Malfatti**radii**3969, 4900, and 4356 ... the triangle with side lengths 152460, 165000, and 190740 has inradius 47520 and Malfatti**radii**27225, 30976, and 32400 ...List Of Elements By Atomic Properties - Table

... Pauling) First Ionization Energy (eV) Atomic

... Pauling) First Ionization Energy (eV) Atomic

**radii**(pm) Van der Waals**radii**(pm) Covalent**radii**(pm) Valence electrons 1 Hydrogen 1.00794(7)2 4. 2.2 ...Metallic Bond - Metallic Radius

... often desirable to apply so-called Goldschmidt correction, which converts the

... often desirable to apply so-called Goldschmidt correction, which converts the

**radii**to the values the atoms would have if they were 12-coordinated ... Since metallic**radii**are always biggest for the highest coordination number, correction for less dense coordinations involves dividing by x, where 0 < x < 1 ... The**radii**follow general periodic trends they decrease across the period due to increase in the effective nuclear charge, which is not offset by the increased number of valence ...Lanthanide Contraction - Effects - Influence On The Post-lanthanides

... The

... The

**radii**of the period-6 transition metals are smaller than would be expected if there were no lanthanides, and are in fact very similar to the**radii**of the period-5 transition metals, since the effect of ... The**radii**are very similar even though the number of electrons increases from 40 to 72 and the atomic mass increases from 91.22 to 178.49 g/mol ... The increase in mass and the unchanged**radii**lead to a steep increase in density from 6.51 to 13.35 g/cm3 ...Platonic Solid - Geometric Properties -

... The

**Radii**, Area, and Volume... The

**radii**of these spheres are called the circumradius, the midradius, and the inradius ... That is, The following table lists the various**radii**of the Platonic solids together with their surface area and volume ...