Copyright © Klaus Piontzik | ||
German Version |
One standing wave on a sphere produces a rotation-symmetric spatial structure: |
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Illustration 2.7.1 Rotationssymmetrie
2.7.1 - Theorem: The poles are circular on concentric spheres. 2.7.2 - Theorem: The zero areas are concentric cones and concentric spheres. The concentric cones from zero areas have an amazing similarity to configurations from the orbital model. (see 2.11.2) |
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Illustration 2.7.2 Nullflächen |
Illustration 2.7.3 Atomorbital |
Together,
these oscillation figures have even the property that
they are rota-tionally symmetric. 2.7.1 - Definition: tratification structure = radial stratification structure generated by one standing wave |
200 sides, 23 of them in color 154 pictures 38 tables Production und Publishing: ISBN 978-3-7357-3854-7 Price: 25 Euro |
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