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'Matinga's Orthogonal Topology Law' & Electrical Physics
Free Licence Figure 1 Orthogonal Topology Law All spatial geometry is circular. In a circle or cycle, all radial field lines are orthogonal and simultaneously parallel to other. Examples In Electrical Physics Gaussian theory combined with Orthogonality Law states, as extended Orthagonality Law, that field lines tangential to those entering and exiting an enclosed surface (manifold) must be of equal number surrounding the enitre maninfold. In the closed segment area, "1", the
Sydney Matinga
Feb 262 min read


DieselElectric™ Power Plant & Drive Train
DieselElectric™ Technology Applications Common, public domain knowledge governs all following observations. What one drive train does, such as that of a submarine could apply to any drive train. Nuclear powered submarines (nuclear submarines) often seem to attract the interest of international, naval projection planners. The two main justifications for nuclear submarines are that they delivery a power density and an unbeatable energy density. Power to weight ratio favours die
Sydney Matinga
Feb 153 min read


Pi Fully Defined From An Improper Fraction
n ∈ N Pi ∈ S S ∈ Q Example 1 S = 2 * ( 4 * ( n + 1 ) + 3 ) / (10 * n + 4) / 2 n = 1 returns the value 3 + 1/7 , 22/7 or Pi. Reference the conclusion with that of the article Proof of the True Value of the Pi Ratio. IT programming via iteration or estimation is what currently propagates the accepted Windows OS, Pi value. The value above is not estimation. It is the true, accurate and precise value of Pi. © Sydney Matinga 2026
Sydney Matinga
Jan 221 min read


SEO-Builder™ Search Optimisation for Web Builders
The Marketing methodology below is for free access and use, with Harvard Referencing as the required attribution modality: Simply follow the affordable SEO, commercial procedure below. Creat a landing page to promote your website and with the content point it to your active website. Widgets organisation’s landing page would recommend that the reader copy the address, without html. That would be to copy and paste to the browser to navigate or go to widgets.com. Employ Google
Sydney Matinga
Jan 141 min read


Carbide™ - Hardened Alloys and Semiconductors
Carbide Codicil to the Xerqon Intellectual Property Agreement Metal carbides (Carbide) may not be produced outside of a Xerqon issued contract of sale pursuant to the marketing or production of Carbide. Xerqon prohibits the marketing of Carbide for offensive hardware of warfare in any of its strike capability forms. Carbide may be used for any other form of defensive military faclities or hardware. The production or use of Carbide for artillery or ordnance is strictly forbidd
Sydney Matinga
Jan 75 min read


'Quantum Power'™ & 'Quantum Power Sink'™
Conveniently, we shall learn about the safety concern, first. That is the very real public safety risk and commercial risk of quantum power drainage or quantum power sink. Please test all new or conceptually challenging principles on a scale electronic breadboard model for quick reference. They are available online (including from Amazon). Transmission is currently delivered at long wavelength. It should be transmitted at ultra short wavelength at lower amplification for grea
Sydney Matinga
Dec 30, 20252 min read


Xerqon Pty Ltd Intellectual Property Agreement
Section 1 All parties found by and Australian Federal Court to be in civil or criminal breach by the same court or by the International Criminal Court may face a summary of litigation proceedings published in at least one globally respected and globally read newspaper in direct print or digital print. All properties are protected by Copyright Act (Commonwealth) 1968 Australia mutually exclusive of any other agreement. All properties integrated or developed into another commer
Sydney Matinga
Dec 12, 20254 min read


Matinga Valence - Chemical Valences & Atomic Spectrum Quantification
Example 1 In the example, above, there are distinctively 7 valences or orbits or energy bands, represented by dotted lines (energy levels) and the 7 intersecting angles of Pi. The ratio comes a circumference of 22 to diameter of 7. Pauli's Principle is seen in the mirroring of the 7 series distrribution below the upper distribution. The bands each each have an orbital series which is self-similar in repeating a similar pattern once, for the filling of the period table, in Che
Sydney Matinga
13 hours ago2 min read


AirSlake™ Air Desiccator Compressor
To cool data centres adequately without water condensation, and to provide dry air flow, Xerqon invokes the AirSlake. It is a dry air generator. Its output can used to assist the water cooled portions of data centres. The AirSlake operates by removing water through a series of narrow and vertical, spiralling, pipes or tubules. The tubules are constructed from carbon-rich carbide. The material behaves as a heating element when conducting electrical power. The air flow for each
Sydney Matinga
19 hours ago2 min read


Matinga's Arc Law - Trigonometry
Matinga's Arc Law Matinga's Arc Law holds that a natural number harmonic of any angle or natural number power series of any angle will always intersect the same phase angle. The law is true for circular arcs as well as for Archimedean spiral arcs. Image 1 Prologue In Image 1, the outer circle or arc is congruent with the unit circle. The inner, closed arc or the fundamental circle or fundamental arc θ [o] is concentrically parallel to the the unit circle. It is half the arc l
Sydney Matinga
3 days ago2 min read


Matinga's Cyclical Function Proofs
Displacement or Angular Displacement Pythagoras Theorem c ^ 2 = a ^2 + b ^ 2 Formula For Circle (Conic Sections) r ^ 2 = x ^ 2 + y ^ 2 1 ^ 2 = x ^ 2 + y ^ 2 , Matinga Cyclical Functions (1) y ^ 2 = 1 - x ^ 2 , (2) A = sin ^ 2 ( x ) (3) A = ( 1 - x ^ 2 ) ^ (1/2) , (4) A = sin ( x ) (5) A = cos ( x ) , (6) sin ( x + Pi/2 ) , (7) A = ( 1 - ( x - 1/4 ) ^ 2 ) ^ (1/2) (8) tan ( x ) = sin ( x ) / cos ( x ) (8) y ^ 2, A = x [1] ^ 2 + x [2] ^ 2 + x [3] ^
Sydney Matinga
5 days ago1 min read


Matinga's Laws Of Mathematical Functions
Schrodinger's Wave Function Matinga's Laws Of Functions Every formula can be expressed as an equation as every equation can be represented as an algorithm. They are ultimately univariable or simply functions. All algorithms represent a contiguous series of amplitudes as (1) heights or (2) vertical lengths representing the next dimension up from that of the heights. First Law (1) The heights of the fucntion trace an infinitesimal path or wave function. Second Law (2) The lengt
Sydney Matinga
5 days ago1 min read


Room Temperature, Inductive Amplifier/Inverter & Logic Gates
Amplifier Scalable Device The amplifier can be designed to operate as an inverter of the inductive logic or of the current. That is indicated in the NOT gate below, as well as in the NOT gate following. For electrical engineering, the induction junction can be compromised of two large metal bars - preferably of low-carbon copper carbide. Inductive circuits will require magnetic shielded casing to protect electronics and chemical properties. More importantly human and animal b
Sydney Matinga
Aug 233 min read


Time Evolution Of Dependent Dimensions
The mathematical variable for displacement represents a dependent variable dimension, in physics. It is the ‘x’ IT variable, by virtue of that argument. The equation which relates the physics dimension is expressed following. It is the fundamental time evolution equation. x = ω * t © Sydney Matinga 2026
Sydney Matinga
Aug 221 min read


Decay Algorithm
Decay begins with a constant. The constant is translated to a cumulative dependent variable. In physics the first element in the sequence is a constant dimension. It is subject to a change of energy phase in reduce its magnitude. In Decaying orbits can be represented by the algorithm below. The algorithm is represented below. x = ω * t x is a variable. All other characters represent contestants. A = C * e ^ ( a [ 2 ] * -( x + h )/b ) ©
Sydney Matinga
Aug 221 min read


Theory Governing The Origin Of The 4 Fundamental Fields Of Physics
A unique insight is that for a fixed mass under sinusoidal acceleration, changing is angular phase will also change its acceleration to configure the 4 measured and agreed forces of physics. Let us observe the identities which govern their strengths. Quantum Scale Approximation Quantum amplitude is sin ( x ). Relativistic amplitude is 1/( sin ( x ) ), determined within the quantum particle. A [ R, 1 ] = a [ max ] * sin ( 0 ) , Electromagnetic Flux (real flux) , 1 / A [ M
Sydney Matinga
Aug 192 min read


'Electromagnetic Aerospace Propulsion'™
Electromagnetic Aerospace Propulsion Legal Codicil The Electromagnetic Aerospace Propulsion technology is legally prohibited from military application. The Electromagnetic Aerospace Propulsion technology is strictly pursuant to the legally diligent civilian development or civilian manufacture or civilian operation. The Electromagnetic Aerospace Propulsion Legal Codicil concludes its reference here. Abstract The following sets the experimental parameters to test a electricall
Sydney Matinga
Aug 195 min read


Accreting & Decaying Orbits & Orbitals
(1) x = e ^ a is the equation for an Archimedean spiral. (2) x = h * e ^ a is the physics equation for discrete displacement in the spiral arc. (3) A = e ^ x , (4) x = e ^ n Both immediately preceding equations describe an accreting orbit. (4) represents a series of discrete, natural orbitals, similar to mosquito coil in configuration, beginning from the centre of the orbital. (3) represents the same orbit curve, contiguously, rather at full orbital interval
Sydney Matinga
Aug 172 min read


High Saturation Carbon Carbide HSSC™ Microelectronics Circuit Board Substrate
The most favourable circuit board substrate, for resistor based circuits, is a carbide of far less conductive metal than that of the highest resistive circuits, expected to be possible on the printed circuit board. The substrate is known as High Saturation Carbon Carbide (HSCC™). The backing plate which forms the circuit board substrate should be as flat or thin as possible, for heat sink capacity and to provide high resistance. That prevents the substrate from ever behaving
Sydney Matinga
Aug 141 min read


A Matter Of Energy - Matinga's Law Of Relativity
For my greatest young inspiration beyond Physics, Emily Matinga. From Energy, Work And Heat To Relativity Let us begin with a clarification of heat as a dimension of Physics. Heat has beenu defined as thermal energy transferred. It is measured in Joules which alludes to its being confirmed as a form of energy. Energy is the supply of power potential. Work is energy demanded. Heat is catalytic energy, and it is known as mass loss or as thermal heat loss (to the system observed
Sydney Matinga
Aug 54 min read
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