J. CONDENSED MATTER NUCLEAR SCI. - VOL 15, March 2015 - just published

    • Official Post

    McKubre/SRI confirm that "Energetics" superwave works

    Quote

    SRI has shown over hundreds of electrochemical experiments that the Fleischmann–Pons heat effect can be generated if high current, high loading and deuterium flux are present. Until the work of Dardik and the Energetics group, we were unable to generate the deuterium flux synthetically. Using Dardik’s Superwave® method to generate deuterium flux, we have shown that excess heat is regularly seen in PdDx electrolysis cells, given the appropr


    Swartz ans hagelstein confirm the efficiency of applying pulsed magnetic field.
    This work seems used by some work by Violante, and remind me the old work of Dennis letts.

    Quote

    Amplification and Restoration of Energy Gain Using Fractionated Magnetic Fields on ZrO2–PdD Nanostructured Components Amplification and Restoration of Energy Gain Using Fractionated


    Lattice Assisted Nuclear Reactions (LANR) (CF) activated nanocomposite ZrO2–PdNiD CF/LANR components are capable of significant energy gain over long periods of time with reproducibility and controllability. We report the response of such active components to steady and dynamic applied magnetic field intensities up to ∼1.5 T changing with a 0.1 ms rise time. Power gain was determined by the triple verified system of dT/Pin, HF/Pin, and calorimetry. Fractionated magnetic fields have a significant, unique amplification effect. Residual, late-appearing effects are complex. Importantly, at higher input electrical currents, high intensity fractionated magnetic fields demonstrate their own, new optimal operating point (OOP) manifold curve. This suggests that cold fusion (LANR) is the first stage, and may be mediated by other than phonons.


    The article "Revisiting the Early BARC Tritium Results" is interesting to see the great work of Indian scientists in early time.


    There is the Celani wire replication by Umbald Mastromatteo (STMicroelectronics).


    many other interesting articles of courses...

  • Alain,


    Just my speculation, not an assertion -


    The superwave is a repetitive superposition of sine waves of different frequencies, having a
    spectrum similar to a swept-frequency "chirp", but with (I believe) recurring periodic
    "superoscillatory" regions, where the signal oscillates much faster than its fast component.
    These would not occur in chirps, and very rarely in commonly occurring wideband noise.


    If the waveform is truncated by passing thru a slit (or, in the case of a particle wave function
    localized while superoscillating by a collision with a different already localized particle), it
    acquires a momentum greater than any component (see [1].) No violation of momentum
    conservation, nor the 2nd Law of Thermodynamics, since both are satisfied by averaging.


    For the superwave, random noise in the system could enhance or reduce the effect.


    This could be rejected as a mathematical idealization, but it appears that
    superoscillations do really generate energy foci, or "hot spots" - see [2].


    [1] "Unusual Properties of Superoscillating Particles"
    Section 'SELF-ACCELERATION THROUGH SINGLE SLIT' on p.2
    http://arxiv.org/pdf/quant-ph/0305148v1.pdf
    [2] "Abrupt Rabi oscillations in a superoscillating electric field"
    http://arxiv.org/ftp/arxiv/papers/1409/1409.5644.pdf


    Perhaps, also interesting -
    [3] "Yield–Optimized Superoscillations"
    http://arxiv.org/pdf/1209.6572v3.pdf

    • Official Post

    I don't know. On first vision for me is producing very rich harmonic,( but simple square wave is already very rich... maybe superwave contain more frequencies and not only a frequency comb as usual).
    It seems clear to me that the NAE have some sensibility to electric field, magnetic field...
    as few experiments by Dennis Letts, Violante, and others shows there are various RF domain (THz, GHz, MHz)...


    I fell scientist are approaching the mystery... Still in the dark, but soon they will find the switch.

  • Only experiments will validate one (or more) theories, for sure.
    The state of these systems can only, with luck, be approximated by mathematics.


    It is interesting to note, though, that wide band signals, with either continuous
    or picket fence spectra will rarely exhibit superoscillations. However, the
    'superwave' (where the superposed sinusoids are appropriately phase-locked) could
    exhibit them in a regular periodic fashion. This is a time-domain phenomenon that
    cannot be seen only by examining the spectrum. A periodic square wave has a wide
    spectrum, but does not have superoscillations.


    More speculation - The application of multiple laser beams of differing wavelengths
    has reportedly initiated anomalous reactions. Possibly, (especially if any nonlinear
    optical effects occur) some (quasi-) superoscillations occur.


    However, the mere "pumping" of a system of particles of differing masses might
    create "hot spots" via the Fermi-Ulam effect. See, for example -
    "Fast Fermi Acceleration and Entropy Growth" - http://arxiv.org/pdf/1503.04691v1.pdf

    • Official Post

    Jean-paul Biberian just published the latest volume 16 of JCMNS.
    It is mostly dedicated to J Bockris
    http://lenr-canr.org/acrobat/BiberianJPjcondensedo.pdf


    JCMNS volumes are availeble on LENR-CANR.org, with individuar article listed.
    http://lenr-canr.org/wordpress/?page_id=1495


    Here is the table of content:
    http://lenr-canr.org/acrobat/BiberianJPjcondensedo.pdf

    • Preface
    • Hagelstein, P. L. Equation of State and Fugacity Models for H2 and for D2
    • Hagelstein, P. L. Deuterium Evolution Reaction Model and the Fleischmann?Pons Experiment
    • Letts, D. Remembering John Bockris
    • McKubre, M. C. H. Personal Recollections of John O?Mara Bockris
    • Miles, M. Thermodynamic and Kinetic Observations Concerning the D + D Fusion Reaction for the Pd/D System
    • Storms, E. In the Spirit of John Bockris
    • Veziroglu, T. N. An Obituary note to John O?Mara Bockris (1923?2013)
    • Zaromb, S. The Latest Environmental Contributions of John O'Mara Bockris

Subscribe to our newsletter

It's sent once a month, you can unsubscribe at anytime!

View archive of previous newsletters

* indicates required

Your email address will be used to send you email newsletters only. See our Privacy Policy for more information.

Our Partners

Supporting researchers for over 20 years
Want to Advertise or Sponsor LENR Forum?
CLICK HERE to contact us.