By Patrick Cornille

This booklet is aimed toward a wide viewers: scientists, engineers, professors and scholars clever sufficient to maintain a severe stance every time faced with the chilling dogmas of latest physics. Readers will discover a tantalizing quantity of fabric calculated to nurture their suggestions and arouse their suspicion, to some extent no less than, at the so-called validity of state-of-the-art such a lot celebrated actual theories.

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Faces of the double layer is given by *i *2 = o- 5a/e v . What maximum charge that a smooth conducting sphere of radius a can hold in air under normal conditions without exhibiting corona 7. is the effects? Accepting a stress per unit area of magnitude J^E-D in the direction of 8. lines, show that two like charges of opposite sign attract each other in accordance with Coulomb's law (1-1). Hint: utilize the the electric field of the field distribution; sec also section 10. Accepting a pressure per unit area of magnitude J^E-D normal to the direction of the field lines, show that two like charges of same sign repel each other in accordance with Coulomb's law (1-1).

For a plane, uniform condenser with distance d between the 8 electrodes, J. S. _ OLE. ad o /O^ \&) |8rf ]0 rate of negative ionization, a, can be shown to depend 9 primarily upon the free path of the electrons and the field strength. Since the free path is inversely proportional to the pressure of the Now, the gas, one can deduce the semiempirical formula - = A / , exp B ^- ^7^ \ ) , ion pairs/cm (3) 837 'McLennan, Phil. , 24, p. 520 (1912); see also Schumann, p. 8 and Thomson and Thomson, 1340 p.

16. Extend the proof in problem 14 to a finite number infinite extent of finite conduc- The 38 tors embedded Electrostatic Field in several different dielectric [Ch. 1 media without space charge. A22 (Smythc, p. ) 17. In an electrostatic ded an isotropic in field, the electric charges on fixed conductors embed- dielectric of fixed e are so distributed over their surfaces that the electrostatic field energy is a minimum (Thomson's theorem). Prove by applying (3-20) to two different sets *, E, D and *', E', D', satisfying div D = div D' = p, and maintaining the same total charge on each conductor; the first set as electrostatic field solution must satisfy in addition curl E = 0, V$ and * = cons on all conductors.