QUESTION: What does rate of roundtrip energy exchange mean?
ANSWER: The rate of something means how many times something occurs
in a particular length of time (e.g. a heart rate might be 70 beats per minute).
Energy exchange means transferring energy from one location to another.
Energy can be exchanged between two locations by sound waves moving through air or a baseball moving
between a pitcher and a catcher, but the energy we are concerned with is in the form of energy quanta
such as photons that transfer energy over both subatomic and cosmic distances. A photon is
described in the glossary. Energy can be exchanged between two locations
(e.g. between Moscow and Paris or between two atoms in a solid body) by photons moving between the
locations. Shortwave radio communication between two locations is an example of exchanging photon energy.
The rate at which photons can make a roundtrip transfer of energy between two locations
depends on the distance between the locations and the speed of the photons traveling between the locations.
In orthodox physics theory, the speed of photons moving between the locations is assumed to be always the same.
A primary consequence of the quantum medium is that the speed of the photons moving between
two locations on Earth changes as Earth's speed through the medium changes.
The faster Earth moves through the medium the longer it takes for a roundtrip radio signal between the two
locations. If Earth's speed through the medium were to approach the speed of light through the medium, the time
for a roundtrip radio signal between the two locations would approach infinity and the rate of roundtrip
energy exchange between the two locations would approach zero. The speed of the signal might be very fast
in one direction but it would approach zero in the other direction, so the rate of roundtrip
energy exchange would approach zero.
QUESTION: What does foreshorten mean?
ANSWER: In general it means that a body becomes shorter or appears to be shorter. In our
discussions, the real, absolute foreshortening of a body will be in the direction of the body's
absolute velocity through the quantum medium, and the observed, virtual foreshortening of a body
will be in the direction of observed relative velocity. A spaceship moving lengthwise through the qm is
foreshortened lengthwise. Its length is less than its length when at rest in the quantum medium.
A spaceship moving sideways through the qm is not foreshortened lengthwise, but is foreshortened sideways.
QUESTION: What does different standards of time mean?
ANSWER: It means that the standards of time (i.e. the rates of clocks or other
means of keeping time) are different for different observers or different reference frames. Clocks moving
through the quantum medium run slower than clocks at rest in the qm. Therefore, if one reference
frame is moving through the qm and another frame is at rest in the qm, the frames will have "different standards
of time" unless the observers in the frames are aware of the clock slowing caused by motion through the
qm and compensate for the slowing so they have the same standard of time. The logical standard of time
is the "absolute second," which is 1 second according to a precise clock (e.g. atomic clock) at rest
in the qm. The symbol for an absolute second is sa, as opposed to the symbol s,
which means one second according to a clock that may be moving through the qm. If 100 clocks
have different speeds through the qm, they will provide 100 different standards of time because the
1 s time duration of each clock will be different.
Similarly, the standards of distance and mass also differ for reference frames with different speeds through the qm
because the different speeds cause the standards of distance and mass (e.g. standard meter rods and standard
kilogram blocks) to have different lengths and masses in each frame. On page 4 the distinction is made between
observers(c) and observers(cr). The former are not aware that the rates of the clocks,
the lengths of the standard measuring rods, and the masses of the standard masses in their reference frames depend
on their speeds through the qm. But the latter are aware of these and other consequences of the qm and compensate
for the consequences so that all the observers(cr) are using the same absolute standards of time,
distance, and mass. After studying this website, it should be very clear to the reader why
we need to distinguish between virtual units of time, distance, and mass
(s, m, kg) and absolute units (sa, ma, kga), as we do on page 10 and Glossary.
The sooner this becomes clear, the easier it will be for the reader to understand the quantum medium view.
QUESTION: What is the difference between speed and velocity?
ANSWER: The primary difference is that speed has only a magnitude, and velocity has both a magnitude
and a direction. Even though the speed of a planet may be constant relative to the star it orbits, the velocity keeps
changing because the direction of the planet's motion keeps changing.
QUESTION: How can the equations for the physical change ratio, rg, and the speed of light, cag, be correct
if they predict rg=0 and cag=0 ca at the center of mass of a massive system like our galaxy or sun?
ANSWER: As with Newton's equation for determining the force, F, of gravity between two bodies having masses,
m_{1} and m_{2}, we cannot assume that the bodies' entire masses are located at their centers of mass in cases
where the distance, , between the centers of mass is small relative to the sizes of the bodies.
Newton's gravitational force equation: F=m_{1}m_{2}G/^{2}
rg and cag equations: rg=/(+mG)
cag=rg^{2}
For example, were we located a meter away from the center of mass of our sun (preferably in an airconditioned room),
Newton's equation (where the gravitational constant G equals 6.67E−11) would specify a gravitational force on our bodies
of about 1E21 kg due to the sun's 2E30 kg mass. But the mass of the sun is not located at its center of mass. It is distributed
around the center of mass so that the mass in one direction from the center is more or less the same as the mass in the opposite direction.
Therefore the force on our bodies due to the mass in one direction will be about the same as the force in the opposite direction, and the net
force on our bodies will be about zero.
Similarly, when using the rg equation in cases where is small relative
to the size of the masses, we cannot assume that a body's entire mass is at its center of mass. For our sun, which has a radius of about
2.3 lightsecond, we can estimate that the effective distance of the sun's mass from the sun's center might be about
1.2 lightsecond. Therefore, rg at the sun's center is about 0.99999588, and cag is about 0.99999177 ca (assuming that
the sun's mass is the only influence on cag). Note that when using the rg equation, where is in lightsecond units,
G equals 2.47E−36 LS^{3}/kga·sa^{2} rather than
6.67E−11 m^{3}/kg·s^{2}.
QUESTION: Does the quantum medium slow the speeds of planets, spaceships, or photons moving through it?
Shouldn't the quantum medium create drag on bodies moving through it?
ANSWER: The quantum medium does not resist the motion of bodies moving through it because the bodies are
comprised entirely of systems of oscillations in the qm. The qm view leads to the conclusion that the subatomic mass/energy
(e.g. electrons, quarks, photons) comprising planets and other complex bodies are probably systems of oscillations in the qm.
The energies of the subatomic quanta are due to the oscillations of the qm. Oscillations in the qm move freely through the
qm, and the qm moves freely through oscillations in the qm.
A somewhat similar example is the motion of the energy in a sound wave through air
or water. The wave moves freely through the medium, and the medium moves freely through the wave. However, unlike sound
energy moving through air, water or other medium, the energy of oscillations moving through the qm is not appreciably
dissipated in the medium. Photons that travel great distances for thousands of years appear not to lose any of their
energy in the process. And the energy of the oscillations moving within electrons, nucleons, and other subatomic mass/energy
is not appreciably dissipated in the medium. Thus, the qm should not be thought of as being like mediums comprised of
mass/energy.
QUESTION: How much does the rate of an atomic clock vary during the year due to Earth's revolution
around the sun?
ANSWER: Earth's absolute velocity, va, through the quantum medium is not constant due to Earth's
revolution around the sun (and also the sun's motion around galaxy center, etc.). The cosmic microwave radiation
dipole suggests that the sun's absolute velocity through the qm is about .0012 c toward the constellation Leo.
Earth's velocity around the sun is .0001 c. Once a year this velocity relative to the sun is approximately in
the direction of Leo, and six months later this velocity is away from Leo. Therefore, the change in Earth's absolute
velocity during the year appears to be about .0002 c. Assuming this annual change in va for Earth, rv for Earth
will change by approximately (1 − sqrt(1 − .0001^2)) or about 2E−8 per year.
This will cause a clock rate change of about (2E−8 · 3E7 s/yr) or
.6 s/yr. When the velocity of Earth around the sun is toward Leo, the rate of an atomic clock
on Earth will be about .6 s/yr. slower than the rate six months later when Earth's va will be
at a yearly minimum and the clock will have its fastest rate.
