Pull cull full dull mull null lull hull bull gull

[labelwench]

Telepathy would likely be closer to the nature of a light wave than a sound wave, would be my thoughts....

http://hyperphysics.phy-astr.gsu.edu...ound/beat.html

http://library.thinkquest.org/18160/frequency.htm

[AntonioLao]

Telepathy would likely be closer to the nature of a light wave

Then it must bypass the outer and the middle ear and directly interact with the inner ear where electromagnetic waves are produced similar to light waves.

[labelwench]

Then it must bypass the outer and the middle ear and directly interact with the inner ear where electromagnetic waves are produced similar to light waves.

Though I have no scientific proof, from observing animals in nature, and from occasions when my nervous system is verging on sensing 'something', I suspect that we more often use the as yet unmeasurable background energy, than we ever realize, and most are quite oblivious to this whole other dimension.

Probably just as well. Observably, we are doing sufficient harm in the tangible three-dimensional world. We are not yet ready for new horizons, or at least, most of us are not capable of the responsibility of stewardship....

[AntonioLao]

nervous system is verging on sensing 'something'

Some people believed that psychic energy can be controlled by practising transcendental meditations such as yoga.

[labelwench]

Some people believed that psychic energy can be controlled by practising transcendental meditations such as yoga.

I'm not sure that we can better 'control' the energy. Perhaps we become better at understanding how the energy flows through and around us?

[AntonioLao]

I'm not sure that we can better 'control' the energy. Perhaps we become better at understanding how the energy flows through and around us?

Complete understanding of fluid dynamics must be able to describe two types of fluids flow: (1) steady laminar flow and (2) turbulence flow. The first is idealized as linear mathematics, while the second is part of chaos theory of nonlinear mathematics of infinite numbers of solution. Except for general theory of relativity (which is nonlinear hyperbolic math), most of physics are described by linear mathematics.

[labelwench]

Complete understanding of fluid dynamics must be able to describe two types of fluids flow: (1) steady laminar flow and (2) turbulence flow. The first is idealized as linear mathematics, while the second is part of chaos theory of nonlinear mathematics of infinite numbers of solution. Except for general theory of relativity (which is nonlinear hyperbolic math), most of physics are described by linear mathematics.

Help me out here, Antonio.

I can visual either a steady flow or turbulent flow in relation to air currents and water, but I am not experienced with 'idealized linear methematics.' Wind speeds, rate of flow expressed as gallons per minute, simple ratios of that nature is how I visualize and experience the world around me.

That such actions may be taking place on the smallest and the largest scales imaginable, is not imponderable to me.

How simply can you describe fluid dynamics?

Therein lies the challenge.......I truly need 'fluid dynamics for dummies.'

'Nonlinear hyperbolic math' makes my brain freeze up just to enunciate the term.

[AntonioLao]

Wind speeds, rate of flow expressed as gallons per minute, simple ratios of that nature is how I visualize and experience the world around me.

The rate is derived from the mathematical definition of ratios where the physical dimension of the numerator is different from the denominator. A commonly use defintion of rate is speed as the ratio of distance over time. However, the mathematical defintion of rate is the slope (which appears in a linear function of single independent variable x given by the equation f(x)=y=ax+b, here a is the slope or rate) or in calculus it is called the derivative. The existence of a derivative is crucial in all physical formulations concerning laws of nature. The more complicated ones is the product of at least two derivatives of nonlinear mathematics such that xy=k for inverse nonlinear variation and y=kx for direct linear variation similiar to a slope. The constant of variation k is a nonlinear constant since both x and y vary nonlinearly with respect to each other.