Full text: The quantum and its interpretation

CHAPTER IX 
STATIC MODELS OF ATOMS AND MOLECULES 
In ultimate logic any physical representation is in fact a mental 
construction or analogy, designed to relieve the mind from the in 
tangible and elusive character of a complex of abstract relations. 
Larmor, Aether and Matter, p. 334, 1900 
1. Some Advantages of Static Models 
T HE results of the X-ray analysis of crystals lend some 
support to the view that the electrons concerned in bind 
ing together the atoms of a metal in a crystal occupy more or 
less definite positions with reference to the atoms in the crystal 
lattice. In polar compounds such as rock salt (NaCl) the binding 
forces between the atoms can be regarded as due to the attraction 
of oppositely charged ions. The sodium ion resembles the neon 
atom, but possesses a nuclear charge of 11 instead of 10 units. 
The chlorine atom has one electron less than argon, but if it 
acquire an additional electron (say from a neutral sodium atom) 
it becomes a univalent chlorine ion, which resembles in its 
structure the argon atom. In the crystal of rock salt each sodium 
atom is surrounded by six chlorine atoms arranged symmetrically 
round it, and in the same way each chlorine atom is surrounded 
by six sodium atoms. We find, in fact, two interpenetrating 
face-centred cubic lattices. This may be interpreted by regard 
ing the crystal as a pattern in three dimensions formed of sodium 
and chlorine ions of opposite signs, held together by electrostatic 
forces. According to W. H. and W. L. Bragg * the interatomic 
forces in metals may possibly be like those in polar compounds, 
the electrons playing the part of the negative ions. For example, 
metallic silver and silver chloride both have the same type of 
structure as rock salt, the length of the side of the elementary 
face-centred cube is in Angstrom units 4*060 for the metal and 
5*56 for the salt. This suggests that an electron in the metal 
takes the place of a chlorine ion in the salt. 
It is of interest to note that in nearly all cases the lattice 
constant, i.e. the length of the side of the elementary cube or 
* W. H. and W. L. Bragg, X-rays and Crystal Structure.
	        
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