Chapter 2: How to experiment
My theory and the phenomenon can be easily verified as follows. A cable is fixed on a superconductive magnet tightly according to the shape of the coil. The cable is connected to the power generator as making a loop. The cable becomes a normal conductive electromagnet with taking a coil. The ripple current of very low voltage and very high frequency is sent to the device which consists of this superconductive magnet and cable. The voltage is made less than 1 volt. As for the frequency, it is supposed that the wavelength is equal to the length of the loop of the cable. And, the length of the loop of the cable is supposed to be 1.6 meters. Then, the wavelength is calculated by dividing the velocity of light by the frequency
3e8 the frequency = 1.6
Solving this, the frequency becomes about 187.5 mega hertzes of very high frequency. It is supposed that the strength of the electric current is made stronger gradually in the range that the voltage is less than 1 volt. Since the voltage is very low below 1 volt, the power of the wave motion of the magnetic field of the ripple current is weak and the bad influence by the magnetic field of the ripple current never appears at the superconductive magnet. In this condition, the weight of the device is measured.
[ Figure 3 ]
The experimental figure: a floor plan from above to see my device
One superconductive magnet, one cable, one ripple current power supply of very high frequency, one scales for weighing are necessary. The ripple current power supply will be better if it is a power simulator. The necessary work is to fix the cable to the superconductive magnet tightly to make a loop and to connect the cable to the power supply and to put the device on the scales and to send a very low voltage ripple current of very high frequency and to measure the weight of the device.
Between the loop of the superconductive magnet and the loop of the cable, the law of action and reaction is effective. Though in my theory the electromagnetic force of the magnetic field of the ripple current flowing through the cable acts on the permanent current which flows through the superconductive coil, the electromagnetic force cannot move electron pairs composing the permanent current. The motion of center of gravity of electron pairs must follow macro quantum effect "momentum order" which causes the phenomenon of permanent current. In the momentum order, the center of gravity of electron pairs composing a permanent current must change the momentum all together.
In addition to the shape of the waves of the ripple current, as the magnetic field of the ripple current moves at very much high-speed, the magnetic field does not give all electron pairs the impulse above the fixed value in the fixed time. Therefore, the motional component of the momentum of electron pairs by the impulse of the electromagnetic force of the magnetic field of the ripple current, that is, the electromagnetic force of the superconductive coil does not arise. Because the superconductive coil cannot get the momentum perpendicular to the direction of permanent current from electron pairs. By this, only the electromagnetic force acting on the cable remains.
Therefore, the motional component which should arise in the super electron pairs by receiving the impulse of the Lorentz force by the magnetic field of the ripple current, that is, the electromagnetic force which should arise in the material of the super conductive coil by getting kinetic energy from the permanent current's motional component perpendicular to the direction of the permanent current, does not arise. By this, only the electromagnetic force acting on the cable remains.
As a result, when the direction of the ripple current is the same as the permanent current of the superconductive magnet, the downward force of the cable acts on the device. Then, you will measure the increased weight of the device. When the direction of the ripple current is opposite to the permanent current of the superconductive magnet, the upward force of the cable acts on the device. Then, you will measure the decreased weight of the device. For the experiment I temporarily suppose the strength of the magnetic field of the superconductive magnet to be 5T, the strength of the ripple current to be 100 A, the length of the cable to be 1.6 meters.
By the formula of "F=BIL",
5~100~1.6=160
The force in this case is 160N. That is, you can observe anomaly of the weight, about 16-kilogram weight. But, the electric power consumption of the loop of the normal conductor is 20A~1V20W,below 20W.
If the usual ripple current whose strength during half time is zero because of the wavelength equal to the length of the loop does not give good result, ripple currents whose strength during two thirds time or three fourth time and so on is zero should be tried.
As for my device, the usefulness for industries is very high. The force making the anomaly of the weight on my device can be used as propulsive force, flotage and braking power.