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Time is a Vector

The following are the differential equations for the vector Time:

(1)The Divergence of the vector Time equals one divided by c.
(2)The Curl of the vector Time equals the unit vector k divided by c.

where the unit vector k is the vector omega divided the absolute value 
of the vector omega.

In the above equations, the value for c, the speed of light, comes from 
the equation for the equivalence of mass and wave energy (i.e. Photon 
energy:)

(3)one divided by c equals the square-root of (m divided by h-bar omega.)

where h-bar is the Dirac constant, and omega is the photon frequency 
times two-pi.  The vector omega defines the rotational axis for a photon 
orbiting about a fixed point in space.

The source of equation (1) is a particle, whose source is a photon, 
defined by equation (2).  Photons are emitted by any body of mass which 
has thermal energy.  Consider a Star which emits photons: these photons 
are snap-shots of the properties of the particles which emit them, at 
the instant of time when they were emitted.  The properties which the 
photon has during its travel through space are constant.  They do not 
change.  They are conserved.  According to equation (3), those 
properties are mass, time, frequency and energy.  The frequency of the 
photon is the rate of time at which the energy of the photon was 
emitted.  This is the color which visible photons have.  Duration of 
time is a property of the speed of light, which we know is a constant. 
A photon is a snap-shot of history.  In fact, everything you see about 
you is history; even the image of the person sitting next to you is 
delayed in time, and is past-time, history.  When you see a Star on a 
clear dark night what you are seeing is where that Star was millions of 
years ago and a million light-years away.

Consider a thought experiment:  light-posts are placed one-hundred feet 
apart in all directions on a flat plane.  The lights on top of these 
posts are arranged so that they all flash 'simultaneously' (a difficult 
thing to do.)  If you were at the center of this array of lights, what 
would you see when they flash?  You would see a symmetrical ring of 
light, with you at the center, traveling away from you at the speed of 
light.  In fact, anybody placed anywhere on that flat plane would see 
the exact identical thing that you see: a symmetrical ring of light 
traveling away from them at the speed of light, with them at the center 
of the ring.  What this says about light and time is that Time is a 
local phenomena; time-zero exists only somewhere behind your eyes and 
between your ears, and that is different for everyone.  In fact, not 
only does everybody have their own time-zero, but they have their own 
rate of time also;  this is what time dilation says.  Time dilation (a 
misnomer) is a property of time and matter-in-motion.

Getting back to equation (1), each photon has a value of time (the 
distance it has traveled) which is constant and travels at the speed of 
light.  This is a vector.  You could draw a spherically symmetric shell 
at any distance, r, from the center of that Star, and every photon on 
that shell would have the same value of time � a time which represents 
the age and position of that Star at some time in the past.

Equation (1) says that photons are the messengers of time (time's 
duration.)  So, what is a photon?  It is a constant, and it is 
conserved.  Its properties are described by the Dirac constant:

(4)h-bar equals mc-squared divided by omega.

Where omega represents the frequency of the photon's energy.  The source 
for equation (2) is the energy distribution of a photon orbiting about a 
fixed point in space.  It describes a ring of energy traveling at the 
speed of light and circling a fixed point in space.  This defines a 
particle!  It is the definition of a particle of mass, m, where that 
stationary mass is equal to the 'mass of the photon', and the frequency 
(or, rate of time) at which it orbits that point in space.  A particle 
of mass is fixed in space because equation (2) has no translational 
energy.  The vector omega in equation (2) defines the axis of symmetry 
for the photon distribution about it.  It follows the right-hand rule. 
A particle of mass, m, is conserved because the photon, and the photon's 
orbit about that fixed point, is conserved.  Photons and particles are 
quanta, with quantum number, n, defined by their energy:

(5)E is equal to nh.

Where h is the Planck Constant.  The frequency of a photon, or a 
particle, is conserved, it is an integer, n, and it is a quantum number. 
  Particles and photons are complimentary 'properties' of time; they are 
two sides of the same coin.  Particles describe the rate of time, and a 
photon time's duration.

Equations (1) and (2) are the two most fundamental equations in physics. 
  One more equation should be presented to complete these time equations:

(6)the vector Time Cross (the Curl of the vector Time) equals minus the 
unit vector j divided by acceleration, a

where,

(7)the acceleration, a equals c-squared divided by r,
(8)minus the unit vector j equals minus the vector r divided by the 
absolute value of the vector r.

Equation (6) describes the acceleration on the mass distribution of a 
photon orbiting a stationary point in space, which defines a particle as 
given in equation (2).  This acceleration should be an expected result, 
as most students should realize.  The photon is a stable quantum which 
does no work and has no work done on it.

All of these equations should be obvious to any physics student, or 
physicist.  Yet, we have never overcome the obstacle that people think 
of time as a scalar, or even a pseudo-scalar.  However, Time has even 
more properties than I have shown here:  Time also has dimension. 
Particles and photons exist in different dimensions of time;  also, when 
photons and particles interact, their combination, for a short period of 
time, exists in still another dimension of time, an imaginary dimension 
of Time.  The dimensionality of the vector Time is seen when we consider 
the physical aspects of a body in motion;  that is, the rate of time 
decreases, from it stationary state, when it is in motion with an 
apparent speed, v.  This phenomena is what we call time dilation, but 
time is multidimensional, and the dilation of a scalar value of  time 
does not actually occur.  This is why time dilation is a misnomer, a 
body's rate of time is what changes.  I will discuss this in another 
paper, if there is enough interest in this paper.

So, what do you think?

Ron Poteet
12-30-2006