Physics

Potential difference is the total acceleration which exists between two positions in space. The displacement may be derived from any form of energy. The most well known potential difference is that potential difference of electrical energy known as voltage. Gravity at one height and gravity at another hight represent gravitational potential difference or total gravitaional acceleration. In technology, it is recognised as amplification. Examples (1) The electrical potential di

All mathematics is sequential. Labelling each sequential element with a event space designation is the beginning of fractal expression. The most convenient event space address to use is a numerical label or a timestamp by another definition. "n" is used rather than "x". "n" represents natural number sequences or natural events rather than "x" which represents contiguous real numbers. Example y = n , n = a [ 1 ] + a [ 2 ] + a [ 3 ] + . . . + a [ n ] , y [ n ] = a [ 1 ] + a

For all international economies, economic decisions are easier to make when the income series is stable or can be represented in a stable format where it is otherwise volatile. For simplicity, the simple formula, following will achieve the required income smoothing or averaging: The Economics Trend Formula Income Averaging Trend = C + X-bar , where C = last record value in the previous value (eg. income) measurement, and X-bar = the mean current trend value as the gradi

Dipolar Attractions Two objects are considered - object [up] and object [down], or simply valences or potentials up and down Net polarity (attraction) occurs from relative ratios. Polarity is always topologically strongest between two perpendicular points. Polarity is mechanically strongest at the greatest possible distance of separation. Down is 2 x the length of up. Topological attraction ratio from up to down is d [up] * d [down] / r ^ 2 . The smallest diameter d [up ] whi

A single resister in a circuit is placed to create a voltage change (voltage drop). Voltage changes can be applied via the use of a transformer. They do so without so much as negligible resistance in the circuit. In a standard or electrical circuit, the resistor function can be replaced by two parallel solenoids. The absence of a core increases the voltage transformation effect. Depending on the orientation of the two dissimilarity wound solenoids, the voltage can be stepped

The Law of (Quantum) Entanglement Quantum entanglement or superposition is synchronous amplification alignment - Sydney Matinga, 2026 Amplitude Modulation Wave The wave above is produced from the algorithm, n ε [natural numbers] a = n + 1 Please select "n" as a large number which not a power of 10 A [inner-join] = Sin ( x ) //where x = θ, ω * t. It will require programming or its pre-scripted programming copied from the worldwide web// Sin ( ω *

No matter type of rate we work with in Physics, we always place a harmonic in product with a unitary dimension or constant (critical dimension) of continuum with the critical dimension of frequency. That is for the unitary measure of the ‘moment’ or for once instance or one presentation, 1 Hz. To express the measure of the moment, with the same harmonic as wavelength, invoking its inverse, period is the simplest method. For instance f * λ is best λ / T when frequency has been

Compound Interest Principal = $100,000 AUD Return on Investment = 15%, Internal Rate of Return = 115% or 1.15 Time elapsed = 7.5 years = Principal * ( 1.15 / yr ) ^ ( 7.5 yr ) = 100,000 AUD * ( 1.15 / yr ) ^ ( 7.5 yr ) = 285, 255 AUD The Rule in Brief log ( x ^ a * unit ) = unit * log ( x ^ a ) = log ( x ^ a ) unit © Xerqon

To encrypt one wave or to render it private, arithmetically combine (add) another wave amplitude to it. It forms a hybrid wave or hybrid amplitude. Since amplitude is causality (see the blog article Wave or Quantum Causality Quantified ), a new causality or causal, dependent dimension is established. Privacy is guaranteed if a unique and private frequency is used for the encryption key. Example Wave interference, even in 2 dimensions, is prohibitively difficult to track and f

Figure 1 In the closed segment area, '1', there are 4 vertexes. Each culminates at angle of 90° or Pi/2 rad. In Figure 1, sector 2 the same series of angles as in segment 1 would congruously repeat. That all suggests the radial lines are orthogonal to each other and to the concentric lines, simultaneously. For electronics that concept would have orthogonal power in each intersecting circuit component. If you correctly envisage the power flux being sinusoidal, as it is for ste

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. © Xerqon ABN 97661410108 2026

Carbide Codicil of the Xerqon Intellectual Property Agreement. Metal carbides (Carbide) may not be produced outside of a Xerqon issued contract of sale pertaining to the marketing or production of Carbide. Xerqon prohibits the marketing of Carbide for offensive hardware of warfare in any of its forms including and not limited to any armour for mechanised warfare hardware. The production or use of Carbide for artillery or ordnance is strictly forbidden by the terms of this agr

Conveniently, we shall learn about the safety concern, first. That is the very real public safety risk and commercial risk of quantum power drainage. 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 greatest efficiency, so th

‘i' and ‘j’ Solved as Matinga's Number Dedicated to the memory of my dear daughter, Annabelle (Butler) Matinga (2001-2025) j , i = 1 , -1 The solution allows mathematicians, scientists and engineers to dispense with the less discrete solution of r cis θ dependent variable, for a clear and definitive set of values to 'i' of Mathematics and 'j' of Electronics. © Xerqon ABN 97661410108 2026