Volume And Surface Integrals Used in Physics

Cover Volume And Surface Integrals Used in Physics
Volume And Surface Integrals Used in Physics
J G John Gaston Leathem
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Now let us return to the argument in § 47 by which the attempt was made to prove that a force-component G', specified by a cavity of assigned shape, tends to zero with e. The reasoning broke down because the boundary of the portion whose attraction was denoted by 6rV ceased to be the curve 0. In the construction by which it was proposed to make \G' \ less than an arbitrarily assigned small quantity w, the dimensions of 6 were first selected, and afterwards a value of c was chosen such that for ...it and all smaller values \Gi'\

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