Chapter 5 - THE UNIFIED FIELD THEORY


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Substituting the Field in Classical Physics

As stated before, velocity is actually in units of m3/s and acceleration is in units of m3/s2. By defining Mass as m3/s3, the definition for momentum becomes Density (1/s3) x Velocity (m3/s) = (m3/s4) and Force becomes Density (1/s3) x Acceleration m3/s2 = (m3/s5) - the volume of mass is in the displacement “quantities”.

Momentum and Force defines the motion of Space-Time and not just the volume of Space requiring the Field - conveyed as density. As stated earlier, the relationships derived from mass, must use density when the volumed terms of motion are included. For instance, weight "W" = mg becomes: W = dag, where d is density (1/s3) and ag is the acceleration due to gravity in units of (m3/s2).

Temperature, Charge, and Pressure, are also applicable to the field concept. By using the molecular theory of gases and the fact that temperature is also "Work" or "Energy", which is a Force applied through a "volume" displacement (m3) the units of: m6/s5 are derived for temperature, charge, and pressure (1/2 mv2 becomes 1/2 dv2, with "d" standing for density).

A special note must be made about pressure, which is currently assumed to be a Force per unit area or Force/Area. Perhaps the connotations of pressure and force led to a physical confusion. When an object is "pressed", it is not "pressure" being applied but "force" per unit area.

Pressure is hypothesized to be a force applied per unit volume as "Atmospheric" pressure or the "walls closing in". To justify a force as pressure, the force must be applied in all directions inward and thus acts on a volume, not just area.

However, dividing the force by the volume defines a “distribution” of force, not accurately depicting pressure. The force is multiplied by the volume to show that the force is actually being applied everywhere simultaneously. This is assumed to be the case because in this UFT's basic physical relationships, Volume or Space terms always appear in the numerator.

Pressure is considered to be a Force applied over the entire Volume instead of pinpointed to a spot or area. However, in all the field quantities, volume is assumed to be the "Space" quantity so it is implied that force is an “area” derivation of pressure.

Also, Pressure = dagh or density x acceleration due to gravity x displacement, which becomes: (1/s3) x (m3/s2) x (m3) or m6/s5. The "force" due to gravity is merely a directional derivation of the "pressure" due to gravity. Atmospheric Pressure differs directly with Gravity (Gravimetric Pressure).

Now off course there is the Power, Amps, and finally Gravity, which becomes m6/s6 by merely applying the Energy over time to get Power, which is considered equivalent to amps and gravity.

The following table gives a brief summary of the basic quantities relevant to the Unified Field Theory. "Basic" includes fundamental terms such as mass, temperature, velocity, acceleration, force, momentum, etc. from traditional Newtonian physics. (For the SI units: m = meter, s = second, N = Newtons, J = Joules, P = Pascals, kg = Kilograms, A = Amps, C = Coulombs, and V = Volts).

Title

Dimensions

Classical SI Units

UFT

Mass

m = mass

kg

m3/s3

Wavelength

Length

m = meters

m

Angle (arclength)

Radians

Radians

seconds

Area

Length2

m2

m2

Volume (Displacement)

Length3

m3

m3

Time (Period)

Time

s

s

Frequency (harmonics)

1/Time

1/s = Hertz

m/s

Angular Freq

1/Time

1/s = Hertz

1/s

Velocity

Length/Time

m/s

m3/s

Angular Vel

Radian/Time

1/s = Hertz

m/s (m in radius)

Acceleration

Length/Time2

m/s2

m3/s2 (normalized m3/s)

Angular Accel

Radian/s2

1/s2

m/s (m in radius)

Density

Mass/Volume

kg/m3

1/s3

Moment*

Mass x Length2 (Inertia)

kg x m2

m3/s6 (Inertia, Electric Dipole, Magnetic)

Momentum

Mass x Velocity

kg x m/s

m3/s4 (Density x Vel)

Impulse (Change in Momentum)

Mass x Velocity

kg x m/s

m3/s4

Force

Mass x Accel

kg x m/s2 = Newtons

m3/s5 (Density x Accel)

Work/Energy/Torque

Force * Distance

kg x m2/s2 = Joules

m6/s5 (Force x Volume)

Heat

Force x Distance

kg x m2/s2 = Joules = Energy

m6/s5

Temperature

Temperature

K = Kelvin Degrees

m6/s5

Charge

Electricity x time

A x s

m6/s5

Flux*

Energy/Area = Mass/Time2

varies (Magnetic, Electric)

m6/s3 (Mass x Volume)

Intensity*

Power/Area = Mass/Time3

kg/s3= Decibels, Luminosity

m6/s4 (motion of flux)

Power(Work/Time)

Force/Vel

kg x m2/s3= Watt = J/s

m6/s6 (Energy/Time)

Current

Electricity

A = Amps

m6/s6 (Power)

Pressure

Force/Area

kg / m x s2 = Pascals

m6/s5 (Force x Volume)

Gravity

Pressure/Time

g = gravity

m6/s6 (Power)

(SI Definitions from Physics for scientists and engineers)

No theory is the end and is only the beginning to be built upon. However, it is clear that all terms can be defined using the Space and Time Only from this theory - which should revolutionize physics, by presenting an equation greater and simpler than E=mc2.

* Note the units for Moment, Flux and Intensity. The Moment (m3/s6) assumes that an “extra” field (1/s3) exists within the volume (m3). Compare this to the fact that the moment (of inertia) conceptually plays the role of mass in any rotating body – the mass being the extra density or field.

The flux (the amount that flows through a unit area per unit time) has units of (m6/s3) assuming that an “extra” volume (m3) exists within the mass (m3/s3) forming a motionless energy density or a distributed energy. Considering flux as being a volumed distributed energy density – the distribution being the extra volume showing field expansion accurately depicts nature and common physical thought.

The intensity (a measure of the time-averaged energy flux) has units of (m6/s4) naturally depicting the motion of the motionless flux.

These concepts are used to formulate the “action at a distance” concept in the advanced field mechanics postulating The Harmonics of Density via frequency.

Next - The Harmonics of Density

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