12.07.2015 Views

The thorny way of truth - Free Energy Community

The thorny way of truth - Free Energy Community

The thorny way of truth - Free Energy Community

SHOW MORE
SHOW LESS
  • No tags were found...

You also want an ePaper? Increase the reach of your titles

YUMPU automatically turns print PDFs into web optimized ePapers that Google loves.

- 246 -SIEIAN MARINOV Pr<strong>of</strong>. J. p. WesleyMorellcnfeldgasse 16 Weiherdammstr. 24; A-SOIO GRAZ - AUSTRIA D-7712 Blumberg12 May 1990^ ,^py^ p^^,^ p^ , p^pp,^Dear Paul,Thank you very much for your letter <strong>of</strong> the 9 May. As it contains certain details whwill be <strong>of</strong> no interest for the readers <strong>of</strong> TWT, I shall cite in my present answer onlythis part <strong>of</strong> your letter which will be <strong>of</strong> interest for those readers.In yourletter <strong>of</strong> the 12 April you blamed me that "I am rejecting experimental resulwhich do not happen to agree with my ideas". In my letter <strong>of</strong> the 30 April I wrote: '\ sbe very thankful to you if in your answer you will notice such experiments." In yourletter <strong>of</strong> the 9 May you wrote:You ignore the force on Ampere's bridge! Since the Biot-Savart lawgives mathematically any answer what-so-ever; your decision to choosethe Ampere result does not mean the Biot-Savart law predicts the forceon Anpere's bridge; it does not and cannot . If you really were not toignore the Ampere bridge experiment, then you would be forced to acceptthe empirical law <strong>of</strong> Ampere. I know <strong>of</strong> no other law that gives theright answer. You ignore the forces on Pappas' Z- shaped antenna! Eitheryou are ignoring the experiments or you are incapable <strong>of</strong> handling themath involved. Perhaps both?Here are my comments.Until now the force on the n-form Ampere bridge was calculated NEITHER proceeding fGrassmann's formula, NOR proceeding from Ampere's formula, as both formulas lead to sirlarities which can be not went around. Instead <strong>of</strong> a n-form bridge I analysed a U-formbridge (a topsy-turvy U), hoping that there will be no singularities and taking intoaccount that the forces on a n-form and U-form bridges must be equal (indeed, if theywould be not equal, then, making the one end <strong>of</strong> a rectangular loop to have a U-form, oiwill be able to set this loop in motion by internal forces). As I showed (see TWT-VII,p. 165), also for a U-form bridge, Grassmann's formula leads to singularities. This wa*3 very strange result. Now Pr<strong>of</strong>. Bartocci <strong>of</strong> the Penlgia Institute <strong>of</strong> Mathematics hascalculated the improper integral (9) on p. 167 <strong>of</strong> TWT-VII and showed that it convergesto infinity. <strong>The</strong> calculation will be presented in TWT-VII I and we have to conclude thathfere is no <strong>way</strong> to calculate the pushing force on a U-form Ampere bridge made <strong>of</strong> an innitely thin wire.It is, indeed, very strange fact that the pushing force on a U-form bridge comes outto be infinitely big according to Grassmann's formula, as there are NO GEOMETRICAL sin

Hooray! Your file is uploaded and ready to be published.

Saved successfully!

Ooh no, something went wrong!