Nikola Tesla Books
Cs4 = $! {59,665 \over 23,157} $! x 34.386 = 88.597 cm. According to this the effective value of the 3rd piece 3 meters long would then be
Cs4 - Cs3 = 88.597 - 70.02 = 18.577 cm.
When 12 meters wire were attached the inductance of primary was found to be 19 turns + conn. = 67,367 cm. Hence similarly Cs5 = $! {67,367 \over 23,157} $! x 34.386 = 106.034 cm, and from this the value of 4th piece of wire
Cs5 - Cs4 = 100.034 - 84,307 = 15.727 cm. But according to second reading it would be:
100.034 - 88.397 = 11.437 cm, only.
Finally, when 15 meters were attached the inductance in primary was: 21 1/2 turns + conn. = 73,142 cm, and therefore: Cs6 = $! {73,142 \over 23,157} $! x 34.386 = 108.609 cm. and this would give as value of the last piece of three meters
Cs6 - Cs5 = 108.609 - 100.034 = 8,575 cm only.
Here possibly inductance of wire begins to assert itself. These values as found are still to be considered.
Colorado Springs
Nov. 18, 1899
Experiments were continued to ascertain influence of elevation upon capacity of a system connected to earth as in previous instances. Coil 344 turns referred to before was again used. Also wire vertical No. 10, 50 feet length and ball 30" diam. The procedure was as in a similar case before. The results were as follows:
Coil without vertical wire. | |
Capacity in primary | Inductance in primary |
$! {36 \over 2} $! = 18 bottles = 0.0162 mfd | 4 13/16 turns + conn. |
Coil with vertical wire No. 10, 50 feet. | |
$! {36 \over 2} $! = 18 bottles = 0.0162 mfd | 14 3/4 turns + conn. |
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