ELECTROMAGNETIC FLUID POWER GENERATION

PROBLEM TO BE SOLVED: To provide a method for obtaining electric power.SOLUTION: A magnet is wound about an electric wire. The magnet is wound about a lead-in wire for a pantograph for Shinkansen. In a power station, the magnet is wound about a cable (three-phase AC). Electric power is represented by W=IxE. E is a constant, and I (a current value) is incrementally excited to be a 5current value by 5excitation current wound by the magnet. Since W=I×E, W changes to 5times. When the wire is wound for 10 times, the current becomes 5=9765625 times.SELECTED DRAWING: Figure 1 【課題】電力を得る方法を提供する。【解決手段】電線に磁石を巻く。新幹線用としてパンタグラフ用電線の引き込み線に磁石を巻く。あるいは発電所においてはケーブル（三相交流）に磁石を巻く。電力Ｗ＝Ｉ×ＥでＥは一定（ｃｏｎｓｔ）でＩ（電流値）が、磁石の巻いた個数ｎの励磁電流によりて、５ｎ倍の電流値に増加励磁されて、５ｎ倍のＩに成るから、Ｗ＝Ｉ×Ｅで、Ｗが５ｎ倍に変化する。１０個巻けば５１０＝９７６５６２５倍【選択図】図１