I bet is you connected some wires to your unit, and applied a voltage, you would see some superconductivity.
On Thu, Aug 1, 2013 at 7:55 PM, DJ Cravens <[email protected]> wrote: > Notice 3000 mesh carbon is typically 5 microns, however it can have pore > sizes to contain metals at around 9 nm. > 3000 mesh is about the finest you normally come across for such things. > It is what I tend to use. > (note lambda around 580) > > I think there is a trade off between nano scale metal and IR > reception/transmission. I also think that there must be on the order of > 10EE6 to receive the Mev energy and "spread it around" to avoid destruction > of the chemical bonding (order of few ev's) > > Dennis > ------------------------------ > Date: Thu, 1 Aug 2013 18:46:52 -0400 > > Subject: Re: [Vo]:NiH NAE Synopsis? > From: [email protected] > To: [email protected] > > > *I*n physics, Planck's law describes the amount of energy emitted by a > black body in radiation of a certain wavelength (i.e. the spectral radiance > of a black body). The law is named after Max Planck, who originally > proposed it in 1900. The law was the first to accurately describe black > body radiation, and resolved the ultraviolet catastrophe. It is a pioneer > result of modern physics and quantum theory. > > > > For a given black body temperature, the wavelength at the peak of the > Planck curve is called maximum lambda. > > > > This value gives a fell for the minimum relative size that an radiating > object must be to optimally support photons associated with a give > temperature. > > > > Like and antenna, a particle of nickel will best support the photons at a > given temperature if the particle size is the adjusted to the ideal size. > > > > For a temperature of 700k or about 400C, the Lambda(max) must be 4.14 > microns. > > > > This is why Rossi uses very large micro sized nickel particles in his > reactor. Nano sized particles will not properly support the ideal photon > wavelength needed to force protons into quantum mechanical coherence. > > > > Rossi undoubtedly found this optimal size through trial and error but > science is easier. > > > > For a Planck function Infrared Radiance Calculator see the following: > > > > > https://www.sensiac.org/external/resources/calculators/infrared_radiance_calculator.jsf%3bjsessionid=D08873244D6904EE654DBCDF0391F95E > > > 137C = *410.15* Kelvins. > > > Putting this number into the temperature field of the calculator, we get a > resonance particle size of 7.07 um. > > > If the raw particle size is 5 um, if we add a nanowire cover with wires > about 1 micron in length, then we are at the blackbody resonance particle > size. > > > This is the maximum size of all the nickel micro powder. > > > As the temperature of the nickel powder increases, the smaller particles > will reach blackbody resonance. > > > > > > To start the Ni/H reactor up, we need some very big micro powder to get it > going. > > > > PS: I will bet you that a Ni/H reactor that contains only Nano powder > will not work well. > > > > >
