compilations of data references
By Henryk Szubinski
water is the history of its surface
A TYPE 1 COMPUTING MEMORY CUBE OF THE SURFACE MEMORY OF ALL THE POSSIBILITIES TO UTILISE WATER
in the 3 D view of the 3 sides in the data memory 1/2 developements as later 1/2 additional reliance on the background data
The Kardashev scale is a method of measuring an advanced civilization’s level of technological advancement. The scale is only theoretical and in terms of an actual civilization highly speculative; however, it puts energy consumption of an entire civilization in a cosmic perspective. It was first proposed in 1964 by the Soviet Russian astronomer Nikolai Kardashev. The scale has three designated categories
called Type I, II, and III. These are based on the amount of usable energy a civilization has at its disposal, and the degree of space colonization. In general terms, a Type I civilization has achieved mastery of the resources of its home planet, Type II of its solar system, and Type III of its galaxy.[1] Science fiction also may expand the scale to Type IV, where a civilization has mastery of the resources of its universe, and sometimes Type V, all the universes.
the parallells can be seen in the surfaces that can be seen as webs in vector directions where the tendancy is to develop multi meshing overlays of the types / // ///
vector directions in a type of glaze of the H2O specifics
Human civilization is currently somewhere below Type I, as it is able to harness only a portion of the energy that is available on Earth. The current state of human civilization has thus been named Type 0. Although intermediate values were not discussed in Kardashev’s original proposal, Carl Sagan argued that they could easily be defined by interpolating and extrapolating the values given above. In 1973, he calculated humanity’s civilization type to be 0.7, in relationship to Kardashev’s model for Types 0 and I.[4]
on the basic surface of the memory bit H2O type 1 water can be generated in any format on its generated surface values
Sagan used the arbitrary formula:
Value K is a civilization’s Kardashev rating and W is its power output in watts. Sagan used 10 terawatt (TW) as value W, which was considerably higher than present data suggests.[5] Sagan’s overestimation makes little difference in regards to human civilization’s K rating, effecting only a change of 1% in its value (See Table Below). International Energy Agency World Energy
Outlook (2005)[5] and section 7 of Key World Energy Statistics[6] project values for planetary power utilization yielding these corresponding Kardashev scale estimates:
Figure 3: Surface SHG Adsorption Isotherm for Rhodamine 6G (adapted from [14]
BASIC USAGE AS A MEMORY DEVICE INTERFACE
the H2O unit and all its data would be multi vectorially analised with tthe types of complex vectors as are in background &/or foreground levels of SEE THROUGH data = to the basic clarity of H2O in its 4 states of matter
Water (H2O) is the most abundant compound on Earth’s surface, constituting about 70% of the planet’s surface. In nature it exists in liquid, solid, and gaseous states. It is in dynamic equilibrium between the liquid and gas states at standard temperature and pressure. At room temperature, it is a nearlycolorless with a hint of blue, tasteless, and odorless liquid. Many substances dissolve in water and it is commonly referred to as the universal solvent. Because of this, water in nature and in use is rarely pure and some of its properties may vary slightly from those of the pure substance. However, there are many compounds that are essentially, if not completely, insoluble in water. Water is the only common substance found naturally in all three commonstates of matter and it is essential for life on Earth.[3] Water usually makes up 55% to 78% of the human body.[4]
basic thermal registrations as well as the surface refractions, polarisations etc
By the early 60s computer control software had evolved from Monitor control software, e.g., IBSYS, to Executive control software. Computers got “faster” and computer time was still neither “cheap” nor fully used. It made multiprogramming possible and necessary.
Figure 4: Total internal reflection geometry of surface SHG
Multiprogramming means that several programs run “at the same time” (concurrently). At first they ran on a single processor (i.e., uniprocessor) and shared scarce resources. Multiprogramming is also basic form of multiprocessing, a much broader term.
Programs consist of sequence of instruction for processor. A single processor can run only one instruction at a time. Therefore it is impossible to run more programs at the same time. Program might need some resource (input …) which has “big” delay. Program might start some slow operation (output to printer …). This all leads to processor being “idle” (unused). To use processor at all time the execution of such program was halted. At that point, a second (or nth) program was started or restarted. User perceived that programs run “at the same time” (hence the term, concurrent).
programmin the water cube could be done by the language of basic angles in reference to the horizon of the type levels of clarity on the surface and below it
USING REFRACTION ON THE CUBE MEMORY SURFACE AS THE VECTOR TYPES OF HUMAN USAGE OF WATER BY NATURAL OR TECHNOLOGICAL MEANS
Shortly thereafter, the notion of a ‘program’ was expanded to the notion of an ‘executing program and its context’. The concept of a process was born.
This became necessary with the invention of re-entrant code.
Threads came somewhat later. However, with the advent of time-sharing; computer networks; multiple-CPU, shared memory computers; etc., the old “multiprogramming” gave way to true multitasking, multiprocessing and, later, multithreading.
Surface second harmonic generation is a method for probing interfaces in atomic and molecular systems. In second harmonic generation (SHG), the light frequency is doubled, essentially converting two photons of the original beam of energy E into a single photon of energy 2E as it interacts with noncentrosymmetric media. Surface second harmonic generation is a special case of SHG where the second beam is generated because of a break of symmetry caused by an interface. Since symmetry is only disrupted in the first (occasionally second and third) atomic or molecular layer of a system, properties of the second harmonic signal give us information about the first atomic or molecular layers only. Surface SHG is possible even for materials which do not exhibit SHG in the bulk.
molecular modelations would occur at the x,y,z type coordinations at the apex values of the cube to define the alterations of the H2O molecular basis in states of matter fases
Figure 2: Polar Crystal Surface SHG Response (arbitrary units)(adapted from [7])