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A creation of green energy obtained from
    parallel pumping by microwaves
      irradiation to magnetic fluid

      METHOD FOR AMPLIFYING ENERGY
     TEMPERATURE-SENSITIVE FLUID AND
        CONVERTING IT INTO POWER
           GENERATING ENERGY
      JAPAN PATENT NUMBER 4904528(JAPAN
         PATENT IS ALREADY OBTAINED)
        US PATENT APPL. NO  : 11/632,467

        K A Z U H I T O K O N O 1 A N D B U H E I K O N O 1,2;
     1 SHOZEN CO.LTD, KYOTO JAPAN;                   2 KYOTO

    INSTITUTE OF TECHNOLOGY, KYOTO, JAPAN
Theme of Next generation energy
          increasing world population, aged society of Japan




 Establishment of next generation sustainable energy
  for coexistence and co-living of human
 Energy equal opportunity distribution without
  depending religion, nationality, and people
 Creative new energy development for Japan in which
  self energy supply rate is low.
 March 11, 2011 Tohoku region earth quake and fission
 reactor disaster
Theme of Next generation energy
         degrading Japanese technology, technology progress of
                     under- development countries



 Development energy resource without
 burning
development energy technology for global warming without producing CO2
Development self supply energy

Development Energy supply technology,
energy consumption
(capacity, place,time)
Development sustainable Green energy
cheap facility cost, technology of sustainable energy
Factors of delayed energy development


   Human’s historical Depending on burning, fire
   Various cheap burning materials
   Engine, internal combustion machines
   Wall of classical physics and quantum physics
   Big energy development of fission and fusion
   reactor
Development of unused quantum energy
         and application to energy


 History of energy academic and Nobel prizes
 (fission and fusion reaction)
 Maser and Laser
 Superconductivity and Superfluidity
 Magnetic materials and Magnetic resonance
 Nuclear magnetic resonance
 Elementary particles and symmetry breaking
Quantum energy which is already
               used

 Magnetic materials; motor, hard disc, EV,
  MRI(magnetic resonance image)
 Maser; frontier scientific heating
 Laser; laser pointer, optical drive, light fiber
 Superconductivity; MRI(magnetic resonance image),
  superconductive wire, linear motor
Use of quantum energy

Fission and Fusion reaction
  mass defect mechanism of Einstein special relativity
Magnetic fluid generator
 mass acquiring mechanism of quantum excitation of spins
  and plasmons by interaction of electromagnetic field and
  solid state as magnetic fluid, noble metal and gas
(Anderson-Kibble-Higgs mechanism based on symmetry
  breaking of Yoichiro Nambu)
Other example ;maser, laser, superconductivity, superfluidity
Macroscopic quantum effect of microwaves
        irradiation to magnetic materials


 Microwaves irradiation to magnetic materials and magnetic
    ferrite in room temperature
   Soliton motion by coherent magnon excitation of parallel
    pumping amplification of magnetic resonance (as maser,
    laser principle)
   Excited magnons by microwaves show coherent Bose-
    Einstein condensation(as superconductivity and
    superfluidity)
   Acquiring mass by Anderson-Kibble-Higgs mechanism by
    N number 2 order spin systems
   Macroscopic quantum effect as macroscopic quantum
    tunneling
References


   Observation of the amplification of spin-wave envelop soliton in ferromagnetic films by
    parallel magnetic pumping
   B.A.Kalinikos, N.G. Kovshikov, and M.P. Kostylev
   St. Peteresburg Electrical Engineering University
   P.Kabos and C.E.Patton
   Colorado State University
   1997 American Institute of physics
   Observation of Spontaneous Coherent in Bose-Einstein Condensate of Magnons
   V.E. Demitov, O.Dzyapko, S.O. Demokritov, G.A. Melkov and A.N. Slavin
   University of Muenster
     Department of physics Oakland University
     2008 Physical Review letters
   Bose-Einstein condensation at finite momentum and magnon condensate in thin film
    ferromagnet
   J.Hick, F.Sauli,A.Kreisel and P.Kopietz
   Institute for theoretical physics, University of Frankfurt
   European physical journal B
   Pareametric pumping and kinetic magnons in dipolar ferromagnets
   Thomas Kloss, Andreas Kreisel and Peter Kopletz
   Institute for theoretical physics, University of Frankfurt
     Physical review B
   Role of the electromagnetic field in the formation in the process of symmetry breaking
    phase transition
   Emillio del Guidice Giuseppe Vitello
   Universita di Milano
Magnetic Fluid
Next generation of magnetic fluid
              generator



Special features(use of quantum energy)
Temperature sensitive magnetic fluid(ferromagnet)
Electric field (microwave 2.45GHz)
Magnetic resonance (permanent magnet)
Plasma(Ar gas)
Plasmon(Noble metal)
Soliton wave energy of magnetic fluid

 Magnetic resonance of parallel pumping by spin excitation of
irradiation microwaves to magnetic fluid applying magnetic field from
outside

Excitation of magnons in coherent status of Bose-Einstein condensation
Supercurrent status of macroscopic quantum mechanism by mass acquiring
mechanism of Anderson-Kibble-Higgs mechanism (other example,
Superconductivity and superfluidity)

Soliton movement of magnetic fluid by magnetic resonance

Enhancement by electromagnetic field plasma of Ar gas and plasmon of noble
metal of soliton motion of magnetic fluid

Energy factor
Magnetic field, frequency of electromagnetic field
Similarity of superconductivity and magnetic fluid
                            energy
               (symmetry breaking and macroscopic quantum effect)

Superconductivity
(quantum liquid)                                 magnetic fluid electric generator

Plasmon excitation of superconductor electron   plasma of Ar gas , plasmon of Noble
   metal
Electron mass becomes heavy by the interaction  Acquiring energy quantum excitation
   of Noble metal and
with photon and superconductor                 Ar gas by microwave irradiation
(Yoichiro Nambu, Anderson)

Spin liquid status of superconductor                spin excitation of magnetic fluid
Acquiring energy by spin excitation of              acquiring energy by quantum
   excitation of magnetic
Interaction of gauge field (electric field)and       fluid by microwave irradiation
magnetic fluid (Laughlin)

Quantum hall effect (Laughlin)                     quantum hall effect, temperature,
  oscillation of magnetic
 Hall current electromotive                        flux density, plasma and plasmon
  oscillation electric field
interaction of electric field and
Magnetic spins

Persistent current                        Lorentzian eletromotive force, propelling force
Magnetic fluid actions
Spin motions of magnetic fluid without applying magnetic field




                          14
Magnetic fluid actions
Spin motion of magnetic fluid with applying magnetic field
using permanent magnet


                         N

                         S




                         N

                         S
                             15
Magnetic fluid actions
Motion of spins of magnetic fluid with irradiation of microwaves and
applying magnetic field using permanent magnet

                                         Temperature oscillation
                                         of spin of magnetic fluid
      microwave                          Soliton wave of magnetic
                                         fluid




                                         Spin rotation speed 1500m/s


                             16
Magnetic fluid actions
                           Temperature change

                           Themofluctuation
                 60


                 40


                 20
Temperature(℃)




                  0
                       0    20     40         60   80   100

                 -20


                 -40


                 -60
                                   Time(seconds)




                                   17
Magnetic fluid actions
         Motion of spins of magnetic fluid with irradiation of
         microwaves ,inserting Ar gas and applying magnetic field using
         permanent magnet
                                                   Temperature oscillation of spin of
                                                   magnetic fluid
                 microwave                         Soliton wave of magnetic fluid is
                                                   amplified plasma of Ar gas




Ar gas




                                                    Spin rotation speed2500m/s


                                       18
Magnetic fluid actions
                              Temperature change

                              Thermofluctuation
       100

            80

            60

            40
Temperature(℃)




             20

                 0
                     0   20       40        60    80   100
        -20

        -40

        -60

        -80

  -100
                                  Time(seconds)




                                          19
Magnetic fluid actions
                  Motion of spins of magnetic fluid with
                  irradiation of microwaves ,inserting Ar
                  gas,noble metal and applying magnetic field
                  using permanent magnet

                  マイクロ波
                                                                  Silver




   Ar gas




Temperature oscillation of spin
of magnetic fluid                                      Spin rotation speed 15000m/s
Soliton wave of magnetic fluid
is amplified plasma of Ar gas
and plasmon of noble metal                20
Magnetic fluid actions
                           Temperature change
                           Thermofluctuation
                   200
                   180
                   160
                   140
                   120
                   100
                    80
                    60
Temperature(℃)




                    40
                    20
                     0
                   -20 0   20    40          60   80   100
                   -40
                   -60
                   -80
                 -100
                  -120
                 -140
                 -160
                 -180
                 -200
                                  Time(seconds)




                                      21
Principle of magnetic fluid generator

Quantum mechanical energy effect
Energy conservation law is based on symmetry
  (Noether theorem)
Quantum electric generator based on symmetry
 breaking
Spontaneous symmetry breaking introduced to
 Particle physics
Professor of University of Chicago , Yoichiro Nambu
 2008 Nobel laureate
Scientific Principle

Symmetry and Conservation law
Energy conservation law is based on the
symmetry (Noether theorem)
 Reference
Author, H. Goldstein, Classical Mechanics,
Addison-Wesley
Author, Itzykson Zuber, Quantum Field Theory,
 McGraw-Hill
Scientific Principle
    Spontaneous symmetry breaking

Examples of symmetry breaking of interaction of electromagnetic field and
   solid state;
spin waves excitation of ferromagnet (Nambu-Goldstone theorem),
superconductivity, plasmon of noble metal and ionized gas of plasma
(Anderson-Kibble-Higgs theorem)

Anderson-Kibble-Higgs theorem
Mass acquiring mechanism by quantum excitation of solid state based on symmetry
Breaking of interaction of electromagnetic field and solid state

Reference
Author, Itzykson Zuber, Quantum Field Theory, McGraw-Hill
Author, Yoichiro Nambu, Broken Symmetry, Selected Paper of Yoichiro Nambu
World Scientific,
Example of spontaneous symmetry
             breaking
(ferromagnet) macroscopic quantum effect of electron spin



                                 Spin rotations are random




                                Spin rotations tend to directed




                                 Spin rotations to be aligned
Energy of magnetic resonance

Energy of magnetic resonance of microwaves irradiation to magnetic fluid
  by
applying strong magnetic field

P=f△U=μ0 πχ”fH02




(ω=2πf)
P;energy of magnetic resonance f; electric field frequency △U;increase of internal energy
μ 0 ; permeability of vacuum π ;circular constant χ ”;complex perrmeabilty of magnetic fluid              χ 0;
   susceptibility of magnetic fluid τ ; relaxation time of magnetic fluid τ B; τ N;Neel relaxation time
H0;applying magnetic field
Plasma Energy

Plasma Energy of Ar gas when microwaves are irradiated and strong magnetic
   field is applied
   When we irradiate microwaves to Ar gas applying strong magnetic field, not only flat direction electric field
    but also left circular and right circular electric field to the direction of the magnetic field are induced.
   The energy of this equation is following.


W1;plasma energy n0;plasma density e;electric charge me;mass of electron E;applying microwave
  electric field νe ;elastic collision frequency ω;microwave frequency ω=eB0 /me ;electron
  cyclotron frequency applying magnetic field B0;applying magnetic field E+;right circular electric field
  direct to magnetic field E-;left circular electric field direct to magnetic field Ez; flat electric field

An enhancement of the electric field of magneto-plasmon in which microwaves are irradiated
   to noble metal
applying magnetic field by permanent magnet is following.
                                                   m          q    2
                                              E=       ω2 +
                                                        p
                                                                  BG
                                                   q          m


A plasmon energy is following equation.


W2;plasmon energy E;electric field of plasmon m;mass of electron ωp; plasmon frequency, BG;magnetic
  field
Quantum Energy Effect

 The quantum interaction energy of the magnetic resonance
  energy of magnetic fluid spins and electric field of plasma and
  plasmon energy is following

 W3=(E++E-+Ez+E)×nγђB・S


 W3;magnetic field energy of interaction E+;right circular electric field
  direct to magnetic field E-;left circular electric field direct to magnetic field
  Ez;flat electric field of plasma E;electric field of plasmon n;number of
  spins γ;gyromagnetic constant ђ;planck constant B;magnetic field of
  magnetic fluid spins S;electron spins
 The total energy is following


 W=P+(W1+W2+W3)


 W;total energy  P;magnetic resonance energy W1;plasma energy of Ar
  gas W2;plasmon energy of noble metal W3;Energy of interaction
Electric Power Capacity

 Mn-Zn ferrite Magnetic fluid 1000kg
 Microwave power 1kW
 Ar gas, Noble metal                       30kW output electric
  power
 Permanent Magnet 4000 gauss                  (calculated)



 Volume 50×50×50cm magnetic fluid + α
 30kW output electric power (calculated)
Application of magnetic fluid
               generator



Small ad large motor of ship(without oil supply)
Motor of train and tube (without electric line)
Motor of Electric vehicle
Solution of Kyoto protocol
Designing Test facility
using microwave oven
We made test facility on 17 July 2012
Acknowledgement

               We are thankful for
Dr. Yoshiyuki Kaneda, past vice president of Sony co.ltd,
 Founder of IIS and innovation seminar

Prof. Shozo Yanagida Osaka University, graduate school of
  engineering, department of material chemistry
microwave effect application symposium since 2001
for contributing basic development,operation and motivization of our
   invention research
Collaboration with Osaka small medium scale company
 associations, Osaka chaos contributes making test facility

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magnetic fluid electric generator by microwaves

  • 1. A creation of green energy obtained from parallel pumping by microwaves irradiation to magnetic fluid METHOD FOR AMPLIFYING ENERGY TEMPERATURE-SENSITIVE FLUID AND CONVERTING IT INTO POWER GENERATING ENERGY JAPAN PATENT NUMBER 4904528(JAPAN PATENT IS ALREADY OBTAINED) US PATENT APPL. NO : 11/632,467 K A Z U H I T O K O N O 1 A N D B U H E I K O N O 1,2; 1 SHOZEN CO.LTD, KYOTO JAPAN; 2 KYOTO INSTITUTE OF TECHNOLOGY, KYOTO, JAPAN
  • 2. Theme of Next generation energy increasing world population, aged society of Japan  Establishment of next generation sustainable energy for coexistence and co-living of human  Energy equal opportunity distribution without depending religion, nationality, and people  Creative new energy development for Japan in which self energy supply rate is low.  March 11, 2011 Tohoku region earth quake and fission reactor disaster
  • 3. Theme of Next generation energy degrading Japanese technology, technology progress of under- development countries Development energy resource without burning development energy technology for global warming without producing CO2 Development self supply energy Development Energy supply technology, energy consumption (capacity, place,time) Development sustainable Green energy cheap facility cost, technology of sustainable energy
  • 4. Factors of delayed energy development Human’s historical Depending on burning, fire Various cheap burning materials Engine, internal combustion machines Wall of classical physics and quantum physics Big energy development of fission and fusion reactor
  • 5. Development of unused quantum energy and application to energy  History of energy academic and Nobel prizes  (fission and fusion reaction)  Maser and Laser  Superconductivity and Superfluidity  Magnetic materials and Magnetic resonance  Nuclear magnetic resonance  Elementary particles and symmetry breaking
  • 6. Quantum energy which is already used  Magnetic materials; motor, hard disc, EV, MRI(magnetic resonance image)  Maser; frontier scientific heating  Laser; laser pointer, optical drive, light fiber  Superconductivity; MRI(magnetic resonance image), superconductive wire, linear motor
  • 7. Use of quantum energy Fission and Fusion reaction mass defect mechanism of Einstein special relativity Magnetic fluid generator mass acquiring mechanism of quantum excitation of spins and plasmons by interaction of electromagnetic field and solid state as magnetic fluid, noble metal and gas (Anderson-Kibble-Higgs mechanism based on symmetry breaking of Yoichiro Nambu) Other example ;maser, laser, superconductivity, superfluidity
  • 8. Macroscopic quantum effect of microwaves irradiation to magnetic materials  Microwaves irradiation to magnetic materials and magnetic ferrite in room temperature  Soliton motion by coherent magnon excitation of parallel pumping amplification of magnetic resonance (as maser, laser principle)  Excited magnons by microwaves show coherent Bose- Einstein condensation(as superconductivity and superfluidity)  Acquiring mass by Anderson-Kibble-Higgs mechanism by N number 2 order spin systems  Macroscopic quantum effect as macroscopic quantum tunneling
  • 9. References  Observation of the amplification of spin-wave envelop soliton in ferromagnetic films by parallel magnetic pumping  B.A.Kalinikos, N.G. Kovshikov, and M.P. Kostylev  St. Peteresburg Electrical Engineering University  P.Kabos and C.E.Patton  Colorado State University  1997 American Institute of physics  Observation of Spontaneous Coherent in Bose-Einstein Condensate of Magnons  V.E. Demitov, O.Dzyapko, S.O. Demokritov, G.A. Melkov and A.N. Slavin  University of Muenster  Department of physics Oakland University  2008 Physical Review letters  Bose-Einstein condensation at finite momentum and magnon condensate in thin film ferromagnet  J.Hick, F.Sauli,A.Kreisel and P.Kopietz  Institute for theoretical physics, University of Frankfurt  European physical journal B  Pareametric pumping and kinetic magnons in dipolar ferromagnets  Thomas Kloss, Andreas Kreisel and Peter Kopletz  Institute for theoretical physics, University of Frankfurt  Physical review B  Role of the electromagnetic field in the formation in the process of symmetry breaking phase transition  Emillio del Guidice Giuseppe Vitello  Universita di Milano
  • 11. Next generation of magnetic fluid generator Special features(use of quantum energy) Temperature sensitive magnetic fluid(ferromagnet) Electric field (microwave 2.45GHz) Magnetic resonance (permanent magnet) Plasma(Ar gas) Plasmon(Noble metal)
  • 12. Soliton wave energy of magnetic fluid Magnetic resonance of parallel pumping by spin excitation of irradiation microwaves to magnetic fluid applying magnetic field from outside Excitation of magnons in coherent status of Bose-Einstein condensation Supercurrent status of macroscopic quantum mechanism by mass acquiring mechanism of Anderson-Kibble-Higgs mechanism (other example, Superconductivity and superfluidity) Soliton movement of magnetic fluid by magnetic resonance Enhancement by electromagnetic field plasma of Ar gas and plasmon of noble metal of soliton motion of magnetic fluid Energy factor Magnetic field, frequency of electromagnetic field
  • 13. Similarity of superconductivity and magnetic fluid energy (symmetry breaking and macroscopic quantum effect) Superconductivity (quantum liquid) magnetic fluid electric generator Plasmon excitation of superconductor electron plasma of Ar gas , plasmon of Noble metal Electron mass becomes heavy by the interaction Acquiring energy quantum excitation of Noble metal and with photon and superconductor Ar gas by microwave irradiation (Yoichiro Nambu, Anderson) Spin liquid status of superconductor spin excitation of magnetic fluid Acquiring energy by spin excitation of acquiring energy by quantum excitation of magnetic Interaction of gauge field (electric field)and fluid by microwave irradiation magnetic fluid (Laughlin) Quantum hall effect (Laughlin) quantum hall effect, temperature, oscillation of magnetic Hall current electromotive flux density, plasma and plasmon oscillation electric field interaction of electric field and Magnetic spins Persistent current Lorentzian eletromotive force, propelling force
  • 14. Magnetic fluid actions Spin motions of magnetic fluid without applying magnetic field 14
  • 15. Magnetic fluid actions Spin motion of magnetic fluid with applying magnetic field using permanent magnet N S N S 15
  • 16. Magnetic fluid actions Motion of spins of magnetic fluid with irradiation of microwaves and applying magnetic field using permanent magnet Temperature oscillation of spin of magnetic fluid microwave Soliton wave of magnetic fluid Spin rotation speed 1500m/s 16
  • 17. Magnetic fluid actions Temperature change Themofluctuation 60 40 20 Temperature(℃) 0 0 20 40 60 80 100 -20 -40 -60 Time(seconds) 17
  • 18. Magnetic fluid actions Motion of spins of magnetic fluid with irradiation of microwaves ,inserting Ar gas and applying magnetic field using permanent magnet Temperature oscillation of spin of magnetic fluid microwave Soliton wave of magnetic fluid is amplified plasma of Ar gas Ar gas Spin rotation speed2500m/s 18
  • 19. Magnetic fluid actions Temperature change Thermofluctuation 100 80 60 40 Temperature(℃) 20 0 0 20 40 60 80 100 -20 -40 -60 -80 -100 Time(seconds) 19
  • 20. Magnetic fluid actions Motion of spins of magnetic fluid with irradiation of microwaves ,inserting Ar gas,noble metal and applying magnetic field using permanent magnet マイクロ波 Silver Ar gas Temperature oscillation of spin of magnetic fluid Spin rotation speed 15000m/s Soliton wave of magnetic fluid is amplified plasma of Ar gas and plasmon of noble metal 20
  • 21. Magnetic fluid actions Temperature change Thermofluctuation 200 180 160 140 120 100 80 60 Temperature(℃) 40 20 0 -20 0 20 40 60 80 100 -40 -60 -80 -100 -120 -140 -160 -180 -200 Time(seconds) 21
  • 22. Principle of magnetic fluid generator Quantum mechanical energy effect Energy conservation law is based on symmetry (Noether theorem) Quantum electric generator based on symmetry breaking Spontaneous symmetry breaking introduced to Particle physics Professor of University of Chicago , Yoichiro Nambu 2008 Nobel laureate
  • 23. Scientific Principle Symmetry and Conservation law Energy conservation law is based on the symmetry (Noether theorem) Reference Author, H. Goldstein, Classical Mechanics, Addison-Wesley Author, Itzykson Zuber, Quantum Field Theory, McGraw-Hill
  • 24. Scientific Principle Spontaneous symmetry breaking Examples of symmetry breaking of interaction of electromagnetic field and solid state; spin waves excitation of ferromagnet (Nambu-Goldstone theorem), superconductivity, plasmon of noble metal and ionized gas of plasma (Anderson-Kibble-Higgs theorem) Anderson-Kibble-Higgs theorem Mass acquiring mechanism by quantum excitation of solid state based on symmetry Breaking of interaction of electromagnetic field and solid state Reference Author, Itzykson Zuber, Quantum Field Theory, McGraw-Hill Author, Yoichiro Nambu, Broken Symmetry, Selected Paper of Yoichiro Nambu World Scientific,
  • 25. Example of spontaneous symmetry breaking (ferromagnet) macroscopic quantum effect of electron spin Spin rotations are random Spin rotations tend to directed Spin rotations to be aligned
  • 26. Energy of magnetic resonance Energy of magnetic resonance of microwaves irradiation to magnetic fluid by applying strong magnetic field P=f△U=μ0 πχ”fH02 (ω=2πf) P;energy of magnetic resonance f; electric field frequency △U;increase of internal energy μ 0 ; permeability of vacuum π ;circular constant χ ”;complex perrmeabilty of magnetic fluid χ 0; susceptibility of magnetic fluid τ ; relaxation time of magnetic fluid τ B; τ N;Neel relaxation time H0;applying magnetic field
  • 27. Plasma Energy Plasma Energy of Ar gas when microwaves are irradiated and strong magnetic field is applied  When we irradiate microwaves to Ar gas applying strong magnetic field, not only flat direction electric field but also left circular and right circular electric field to the direction of the magnetic field are induced.  The energy of this equation is following. W1;plasma energy n0;plasma density e;electric charge me;mass of electron E;applying microwave electric field νe ;elastic collision frequency ω;microwave frequency ω=eB0 /me ;electron cyclotron frequency applying magnetic field B0;applying magnetic field E+;right circular electric field direct to magnetic field E-;left circular electric field direct to magnetic field Ez; flat electric field An enhancement of the electric field of magneto-plasmon in which microwaves are irradiated to noble metal applying magnetic field by permanent magnet is following. m q 2 E= ω2 + p BG q m A plasmon energy is following equation. W2;plasmon energy E;electric field of plasmon m;mass of electron ωp; plasmon frequency, BG;magnetic field
  • 28. Quantum Energy Effect  The quantum interaction energy of the magnetic resonance energy of magnetic fluid spins and electric field of plasma and plasmon energy is following  W3=(E++E-+Ez+E)×nγђB・S  W3;magnetic field energy of interaction E+;right circular electric field direct to magnetic field E-;left circular electric field direct to magnetic field Ez;flat electric field of plasma E;electric field of plasmon n;number of spins γ;gyromagnetic constant ђ;planck constant B;magnetic field of magnetic fluid spins S;electron spins  The total energy is following  W=P+(W1+W2+W3)  W;total energy P;magnetic resonance energy W1;plasma energy of Ar gas W2;plasmon energy of noble metal W3;Energy of interaction
  • 29. Electric Power Capacity  Mn-Zn ferrite Magnetic fluid 1000kg  Microwave power 1kW  Ar gas, Noble metal 30kW output electric power  Permanent Magnet 4000 gauss (calculated)  Volume 50×50×50cm magnetic fluid + α  30kW output electric power (calculated)
  • 30. Application of magnetic fluid generator Small ad large motor of ship(without oil supply) Motor of train and tube (without electric line) Motor of Electric vehicle Solution of Kyoto protocol
  • 31. Designing Test facility using microwave oven We made test facility on 17 July 2012
  • 32. Acknowledgement We are thankful for Dr. Yoshiyuki Kaneda, past vice president of Sony co.ltd, Founder of IIS and innovation seminar Prof. Shozo Yanagida Osaka University, graduate school of engineering, department of material chemistry microwave effect application symposium since 2001 for contributing basic development,operation and motivization of our invention research Collaboration with Osaka small medium scale company associations, Osaka chaos contributes making test facility