 When the number exceeds 5 however, this law no longer holds: thus 6 magnets do not arrange themselves at the corners of a hexagon, but divide into two systems consisting of 1 in the middle surrounded by 5 at the corners of a pentagon. For 8 we have two...  Electricity and Matter - Page 116by Joseph John Thomson - 1904 - 162 pagesFull view - About this book
 | Joseph John Thomson - 1904 - 184 pages
...this table it will be seen that when 'the number of floating magnets does not exceed five the magnets arrange themselves at the corners of a regular polygon,...on. Arrangement of Magnets (Mayer) 1. 2. 3. 4. 6. 1 1 1 .6 j 2 . 6 ( 8 . 7 8 i; 8 9 i • 6 (2.7 { 8 . 5 . 9 . 7 1 . 5 1 . 6 .9 f2 . 7 . 10 .9 J 2 .... | |
 | Joseph John Thomson - 1904 - 184 pages
...this table it will be seen that when the number of floating magnets does not exceed five the magnets arrange themselves at the corners of a regular polygon,...four groups and so on. Arrangement of Magnets (Mayer) i. 3. 1.6 (2.6 (3.7 •1.6 (2.7 (3.8 1 . 7 t » \ 4 9 1 5 9 1.5.9 f2 . 7 . 10 1.6.9 J 2 . 8 . 10 3.7... | |
 | Mary J. Nye - 1983 - 700 pages
...nummiber exceeds 5, however, this law Prof. eT. J. Thomson on Cathode Rays. no longer holds: thus 6 magnets do not arrange themselves at the corners of a hexagon, but divide into two systems, consisting of 1 in the middle surrounded by 5 at the corners of a pentagon. For 8 we have two in the... | |
 | E. A. Davis, Isabel Falconer - 1997 - 280 pages
...number exceeds 5, however, this law 170 314 Prof. JJ Thomson on Cathode Rays. no longer holds : thus 6 magnets do not arrange themselves at the corners of a hexagon, but divide into two systems, consisting of 1 in the middle surrounded by 5 at the corners of a pentagon. For 8 we have two in the... | |
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