Wednesday 19 October 2011
Thursday 6 October 2011
On The Supra-rationally advanced forms of Knowledge,Action & Connectivity In Veda Samhitas
Veda Samhitas contain the elementary as well as the most supra-rationally advanced forms of knowledge of the actions, the methods, the processes, the precautions and the inferences that help us perceive the Truth to attain the highest levels of Perfection based on Self-Realizations.
We stimulate and respond to the functioning of the system of life by a combination of our subjective and objective perceptions conveyed to us by the oscillating performances of the functioning of the system of life. These oscillations measure up in numbers and since numbers can be the only ultimate language of logic and any principle, these oscillations therefore demonstrate with precise frequencies arising out of a perfect mathematical principle. Life is a concrete expression of the Abstract and death the transformation of this expression! We are the abstract Absolute Potential of The Truth. We are the Truth! Life is our expression and death a transformation in this expression! Controlling the oscillatory behaviour of this expression and the transformation within this expression can help restore the equilibrium in the oscillating performances of the functioning of the system of life. The equilibrium once restored and maintained expresses the Absolute Truth in its Perfect Entirety capably liberating the functioning of the system of life and later on dissolving all systems of life and death in to the Absolute Reality as and at the Will of the Absolute!
The performances of the functioning of the system of life are in a state of oscillation when position of the performances of the functioning of the system of life continuously changes passing through maximum and minimum positions. This state of oscillation is about an equilibrium point. The performances of the functioning of the system of life are an oscillatory system. In addition, at times, it characterizes as linear or at times, non-linear! When linear, the principle of superposition holds, and the mathematical techniques available for their treatment are easy to apply. In contrast, when non-linear, the techniques for the analysis of non-linear systems are difficult to apply. With increasing amplitude of oscillation, the performances of the functioning of the system of life tend to become non-linear.
The performances of the functioning of the system of life undergo both the free and the forced oscillations.
Under the action of the forces inherent in the system of life itself, and when external impressed forces are absent, the performances of the functioning of the system of life oscillate freely at one or more of its natural frequencies, which are properties of the dynamical system established by its mass and stiffness distribution.
Under the action of the forces inherent in the system of life itself, and when external impressed forces are present, the performances of the functioning of the system of life with all its complexities oscillate freely and forcedly at the same time.
Under the action of the impressed forces external to the system of life itself, and when the forces inherent in the system of life itself are absent, the performances of the functioning of the system of life undergo only the forced oscillations.
Under the forced oscillations only, the performances of the functioning of the system of life oscillate at the excitation frequency. If the frequency of excitation coincides with one of the natural frequencies of the system, the system of life encounters a condition of resonance, and dangerously large oscillations may result which can destroy the system of life itself. Calculating the natural frequencies is of major significance.
The oscillations of the performances of the functioning of the system of life are all subject to damping to some degree because friction and other resistances dissipate energy. If the damping is small, it has very little influence on the natural frequencies of the system, and hence based on no damping we determine the natural frequencies. On the other hand, damping is of great importance in limiting the amplitude of oscillation at resonance.
The number of independent co-ordinates required to describe the motion of a system are the degrees of freedom of the system. The performances of the functioning of the system of life is as if a continuous elastic body requiring an infinite number of coordinates (three for each point on the body) to describe its motion; hence, its degrees of freedom must be infinite.
However, in many cases, we assume that the parts of such systems are rigid, and we consider the system as dynamically equivalent to one having finite degrees of freedom. In fact, we treat a surprisingly large number of problems with sufficient accuracy by reducing the system to one having a few degrees of freedom.
Friday 16 September 2011
Subscribe to:
Posts (Atom)