sci fi reality….ballast as a vechicle force

b a l l a s t   s t a b i l i s e d   f o r c e

By Henryk Szubinski 

super strength as the body form simulations of the construct force in integrity of the volume force body:

type

CONTINUOUS SEQUENCES OF ACTIVE RELATIONS WITH THE UNIVERSAL FORCE ON THE BASIS OF THE CURRENT USAGE IN THE SYSTEM OF POINTS

= A format where each stage is subsequently used up and the formats of a singular value is the remaining motivation for continued usage of the value system on the basis of shared usage of the universal value 1

data on how ballast could be utilised as a force in usage with the NASA H2O experiments of a force field in the dissipations by response equilibrium in the state of a return to balance as a spherical type connection to the H2O source:

basically the data on the frequencies of involved bits in variance by the universal values in propulsions =

general processess on the values of the data on the basics of a value in status = non stress  as the values in continuiims continually appear to be definable to the rate of radial values.

The remaining data on why the radial force is = certainty

on the grounds for the usage of the data on why a generalisation of the FORCE =m.a

as the whole volume data field in the responsive environments of what can cause the responsiveness of values in sequenced responses

= to a general field theory on the shareing of the universal continuiim as a format for the locations of ;

1) located specifics on the parameters of data on multi universes

2) volume 1 = the basis of a process that when engeged inbetween multi universes functions as level 3:

3) multi volumetricality would reverse the process by which the sequenced stability of multi universes =the process of a non value =1

sci fi reality hands .on robotic forceing of human digits.(on robotic a.i)

 

TYPE A.I 1 human interactions on forced relations of digits

in relax states of interaction:

By Henryk Szubinski.

THE VOICE OVER of robotic vectors

using any category of data:

RELAX-SCILENCE= COMMUNICATIONS

IN ROBOTIC APPROACHES TO HUMANS

AND IN HUMAN RESPONSES TO ROBOTS

BY COMM-RELAX=SCILENCE OF RESPONSE

=COMMUNICATIVE DATA BORROWINGS

OF RESOURCABLE INTERACTIONS:

a type 1 put on glove type engements in interactions based on the elasticity of digital wave formats or digit motion without the user being aware of the degree of lim x =digit non restriction = non usage

is basic quantal in which the non noise interactions can be interacted as language on user as communicating on spacial alterations of digits which are in free space and usablee for scielnce of usability on direct communications basis as = A.I

Because the finger ( digit) environement can be tendon RELAXED the high robotic external in usage for translations of motion can be = the relax response of the language in definition of progressive interactions:

because a human interactions computator understands this, the interaction can form new languages by a responsive limit on the language type as = to the robotic singularity of a usage of the same format by the same time sequence of interaction to which simultaneous type 1 simulations of the robot wave environment as a language input into the language  translations of the human interface as basic as reading a computerised book and having the descriptive process of the informations dependant on simulating the data environment while the speed of data increases so to does the responsive speed of interactions on the interface of robot to human=the search response of the new relations enen when the data robot value =-1 ( as reaserching the interactions ) by positive 1 singular equalisations or reversals; the data on the robot hand is still usable as data on the response value of interactive reflexing of communications:

THE TYPE INTERFACE IS A KEYBOARD ENVIRONMENT THAT HAS basic key involvements on a robotic distributions pad of the robots hands area of concerned data:

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The end effector of an assembly line robot would typically be a welding head, or a paint spray gun. A surgical robot’s end effector could be a scalpel or others tools used in surgery. Other possible end effectors are machine tools, like a drill or milling cutters. The end effector on the space shuttle’s robotic arm uses a pattern of wires which close like the aperture of a camera around a handle or other grasping point.

because the tendons are scielently relaxed the responsive of non reflex need of digit responses has a scilen value into which interactions on robot hands using the human scilence value can be used to imply interactions on the basis of non muscular reflexations:

the data is accertained on the basis of the ability to scilence by mind usage of cognition: the eability of relaxed tendons in the hands digits to imply the comminication by scilent responses to any value of digit involvements of a robotic borrowing of the hand by a glove type interactive environment digit controller:

letting music controll the environment of human responses in a type comm keypad

because the hand has the ability to use reflexations it can also simultaneously discerrn the non reflex process by interactions where the interactor is permitted to use the spacial realms of digit motion by tendon data registrations in the brian so that the non reflexed intell data on the robot hand can be communicated in multi levels of being able to input data on how to teach the computer the a.i data response in simultaneous mode of the difference as knowledgabe by any language in multi space as a type a.i hyperspace in 10D:universe possibilities B.x Bit data values:

When referring to robotic prehension there are four general categories of robot grippers, these are^[1]:

1. Impactive – jaws or claws which physically grasp by direct impact upon the object.
2. Ingressive – pins, needles or hackles which physically penetrate the surface of the object (used in textile, carbon and glass fibre handling).
3. Astrictive – suction forces applied to the objects surface (whether by vacuum, magneto– or electroadhesion).
4. Contigutive – requiring direct contact for adhesion to take place (such as glue, surface tension or freezing).

 

In quantum mechanics, spatial quantization is the quantization of angular momentum in three-dimensional space. It results from the fact that the angular momentum of a rigid rotor is expressed in three dimensions, and is quantized.

For a rigid rotor, it is possible to know L² (the square of the magnitude of angular momentum) and L_z (the z-component of angular momentum) simultaneously because these two quantum mechanical operators commute. However, it is not possible to know L_x and L_y, which are the other two components of angular momentum, simultaneously and exactly.

With the magnitude and z-component of angular momentum exactly known, the angular momentum vector points from a single point at a certain angle, but it can end anywhere on a circle. The result is a cone whose vertex is the origin of the vector, and whose height is the z-component. Since the x and y components are not known, the angular momentum can be represented by any of the vectors that comprise the cone.

Spatial quantization results from the fact that only a small number of values for L are allowed in quantum mechanical systems. For example, if the rules of the system require that L be an integer in the set {-2, -1, 0, 1, 2}, then there are only five surfaces on which the angular momentum can be found: a flat circle corresponding to L = 0, and two cones above this circle for L = 1 and L = 2, and two cones below this circle for L = -1 and L = -2.

In classical mechanics, spatial quantization does not occur because a large number of values are allowed for L. As the number of allowed values for L approaches infinity, the number of imaginary cones approaches infinity, and the circles form an essentially continuous sphere, so that the momentum vector can be anywhere on the sphere. In quantum mechanics, the angular momentum can only lie on a small number of circles on the imaginary sphere.

sci fi reality……wave front vechicle

 

w a v e   f o r m a t   v e c h i c l e

By Henryk Szubinski

breaking waves are quite difficult to define on a continuiim basis due to the large differences of what is defined as the increaed values of x = 1 as the lim x = infinite values in place of the spacial theorem of the basics in the event horizons of the wave position when breaking on the shore.

The data on a pulse in escape route from the ochean as a volume = waveformat 1

Is the basic data on the responses of values in which the top level of space time is related to by the lightest objects in space time as being the minimal volumes of collective particles that comprise the metallic values or the cillicates that are granual.

Data on the functionings of the drift of a waveformat is by calculations made in relation to breaking waves as the :

value on the possibility of the flattening of solar wind events into a tail of magnetorsphere involvance with the magnetic envelopment of solar events = to the basics of the 3 levels of flattening where the generalisations is prior to a wave format on the flat space time 3 level enthropy prior to wave formations:

data on why the specific values of their responsive data in which a attraction of a solar wind tail would be enveloped by the tailer of a solr mass star great enough to be pulled from its indicative state of the process in which a black hole would entail the dipp in the volume as a inprint made on the space time as the impuylse to form a waveformat to which ebbing = the propagation of the wave on the general space time.

As such the effects of data on why the whole process has values interactively on 3 levels; the 1 level= to the ebb by the level 2 basis and the process in which the whole scape of the universe is based on the data on multi form objects in space time as the ebb in its evolved state as being ahead of a black hole = to be ahead of a stars reversal

= in basic terminology to be ahead of its magnetic wind:

theese 3 values are then:

g (S +1)=E( x + 1)/(magnetic charge.F+1)

as the 3 levels and their interactive orders of sequeences:

the replication of 3 wave fronts on the shore as backked up by the generations that causes them in a vechicular format:

g (S +1)                    =                E( x + 1)/               (magnetic charge.F+1)

—wave 1——————————->

E( x + 1)/              =(magnetic charge.F+1)g (S +1)  

————–wave 2——————————–>

=(magnetic charge.F+1)/E( x + 1)=g (S +1) 

——————————-wave 3——————————>

The wavelength λ of a sinusoidal waveform traveling at constant speed v is given by:^[5]

Refraction: when a plane wave encounters a medium in which it has a slower speed, the wavelength decreases, and the direction adjusts accordingly.

where v is called the phase speed (magnitude of the phase velocity) of the wave and f is the wave’s frequency.

Wavelength can be a useful concept even if the wave is not periodic in space. For example, in an ocean wave approaching shore, shown in the figure, the incoming wave undulates with a varying local wavelength that depends in part on the depth of the sea floor compared to the wave height. The analysis of the wave can be based upon comparison of the local wavelength with the local water depth.^[4]

Although arbitrary wave shapes will propagate unchanged in lossless linear time-invariant systems, in the presence of dispersion the sine wave is the unique shape that will propagate unchanged but for phase and amplitude, making it easy to analyze.^[6] Due to the Kramers–Kronig relations, a linear medium with dispersion also exhibits loss, so the sine wave propagating in a dispersive medium is attenuated in certain frequency ranges that depend upon the medium.^[7] The sine function is periodic, so the sine wave or sinusoid has a wavelength in space and a period in time.^[8][9]

The sinusoid is defined for all times and distances, whereas in physical situations we usually deal with waves that exist for a limited span in space and duration in time. Fortunately, an arbitrary wave shape can be decomposed into an infinite set of sinusoidal waves by the use of Fourier analysis. As a result, the simple case of a single sinusoidal wave can be applied to more general cases.^[10][11] In particular, many media are linear, or nearly so, so the calculation of arbitrary wave behavior can be found by adding up responses to individual sinusoidal waves using the superposition principle to find the solution for a general waveform.^[12] When a medium is nonlinear, the response to complex waves cannot be determined from a sine-wave decomposition.

the subcurrent status would be a sinusodial format in which:

research data courtesy of wikipedia

SCI FI REALITY………..new vtols on the production line

 

v t o l     b a s i c s   o f   a   f l y i n g   c a r

By Henryk Szubinski

sci fi reality….non restricted vtol

 

 

D A T A   O N    A  V E C H I C U L A R I T Y

non restricted VTOL

By Henryk Szubinski

 

sci fi reality..doors.new courses

n e w   c o u r s e s  d o o r s

By Henryk Szubinski

freedoom of knowledge based 5th law 5th framework

A TYPE DEFINITIONS OF A 3 DAY PROCESS WITHOUT SLEEP:

USING DOORS FOR POSITIONAL TRANSLATION AS A TYPE 1 VECHICULARITY

educating a door guard (goaly,bramkarz : english, polish translation) to locating or making dissarm proceedures:

door·man //  (dôrmn, -mn, dr-) n. A man employed to attend the entrance of a hotel, apartment house, or other building.

//

por·ter ²

//  (pôrtr, pr-)

n. Chiefly British One in charge of a gate or door.

guard (gärd)

v. guard·ed, guard·ing, guards

v.tr. 1. To protect from harm by or as if by watching over: guard a bank; guarding the President. See Synonyms at defend.

2. To watch over so as to prevent escape or violence: guarded the prisoner.3. Sports To keep (an opposing player) from scoring or playing efficiently.4. To maintain control over, as to prevent indiscretion: Guard what you say.5. To supervise entry or exit through; keep watch at: guarded the door.6. To furnish (a device or object) with a protective piece.7. Archaic To escort.

v.intr. 1. To take precautions: guard against infection.

2. To serve as a guard.

n. 1. One who protects, keeps watch, or acts as a sentinel.

2. One who supervises prisoners.3. An honor guard.4. Chiefly British A railway employee in charge of a train.5. Football One of the two offensive linemen on either side of the center.6. Basketball Either of the two players normally positioned in the backcourt who are responsible for bringing the ball to and initiating offensive plays from the frontcourt.7. Sports A defensive position or stance, as in boxing or fencing.

basics of locating a dark object by using the staining of a objective in motion with intent to enter a club and to locate this problem by a trial of 100 passess in the same proceedure in repeat with the flow of people in a staged type repeat untill the “through the doors”= system and to make a generalised tally of wins against lossess..

process 2)

the tally is used on the quater finals where moore door guards are involved upto the process where the guard number is larger and so to the tally of locator wins..

A plug door is a door designed to hold higher pressure on the side it opens into – the shape of the plug door (typically like a slice of a wedge base) prevents it from being opened when there’s a difference in pressure across the door.

Non-plug doors rely on the strength of the locking mechanism to keep the door shut, whereas a well-designed plug door relies only on the strength of the wall around it and the material the door itself is made from.

as a type responsive data environment on the basis of data in process flow as the data gains its attract value in the exchange of processess in which the whole value = full volumetrical sections of process rally = tally of values in WIN as points in the system of data as the systematics of a audial incongruency in the process to which a objective minimal access on the full data of the cognitions process = to the general data on the full string in which the increased number of tally wins on a doors competition process as the begin at dawn and continue upto morning by doing 100 trials of locations which would subsequently imply the best of the best still working upto the subsequent night as the same trail in actual circumstances = to the certainty that no mistake would be made with the door guards = to having avoided the prroblem

t ( F flow) wavelength .x /100 =win ( volume -1).Work

A weaker form of stationarity commonly employed in signal processing is known as weak-sense stationarity, wide-sense stationarity (WSS) or covariance stationarity. WSS random processes only require that 1st and 2nd moments do not vary with respect to time. Any strictly stationary process which has a mean and a covariance is also WSS.

So, a continuous-time random process x(t) which is WSS has the following restrictions on its mean function

and autocorrelation function

The first property implies that the mean function m_x(t) must be constant. The second property implies that the correlation function depends only on the difference between t₁ and t₂ and only needs to be indexed by one variable rather than two variables. Thus, instead of writing,

we usually abbreviate the notation and write

This also implies that the autocovariance depends only on τ = t₁ − t₂, since

When processing WSS random signals with linear, time-invariant (LTI) filters, it is helpful to think of the correlation function as a linear operator. Since it is a circulant operator (depends only on the difference between the two arguments), its eigenfunctions are the Fourier complex exponentials. Additionally, since the eigenfunctions of LTI operators are also complex exponentials, LTI processing of WSS random signals is highly tractable—all computations can be performed in the frequency domain. Thus, the WSS assumption is widely employed in signal processing algorithms.