At previous chapter Swinging Disc was described, ether behaves like swinging layer at centre of a local ether movement. Also at earlier chapter Volumes and Shapes corresponding circled movement was described. There at picture 03.03.02 were drawn several planes (at G and H) moving relative to each other.
These aspects here are starting points and situation once more is drawn at picture 03.05.01 schematically. At A upside and down layers of Free Ether (F) are marked, i.e. upside and downside of this level, ether is moving only by narrow movements, so here is assumed to be (relative) stationary.
Between these levels a layer (resp. cylinder) is drawn, within which ether is swinging at circled track. Difference between null movement and that swinging motion (S) is possible, cause within each balancing area (AB, German Ausgleichsbereich) circled tracks become smaller, cone-like towards resting Free Ether (F).
At this picture at B cross-section (red) is shown. A swinging ether point (S) of that middle layer moves at this circle. Below is shown view top down onto balancing area (green). Ether points there are swinging at circles of each smaller radius.
Whole middle cylinder (red) thus is swinging relative vehemently. Within gapless ether, all neighbours must synchronously swing analogue kind, so into all sideward directions unlimited area of swinging movements (SB, German Schwingbereich) would result. If however that motion should be locally limited, thus at borders again should exist resting Free Ether (F), round about any limiting border is demanded (like marked schematically at C).
Objective of this chapter now is, which kind of movement´s pattern Local Ethermovement must be, so this ´vortex´ is embedded within resting ether.
Tilt and Shift
At picture 03.05.02 is shown only conus of downside balancing area. At A observed ether point (red) is located quite left at its circled track. A neighbouring ether point (blue) of this swinging layer (S) is drawn left. Further neighbours schematically are marked by black horizontal connecting lines, also further down at balancing area (AB) to layer of Free Ether (F).
At B is shown situation after swinging at half circled track. Observed red ether point now is located quite right side, its blue neighbour still is some left. Green marked section of balancing area now shows, all horizontal neighbours keep same position relative to each other. However, connecting lines are shifted relative to each other, i.e. vertical neighbours take other positions relative to each other.
This ´rubbing´ between bordering layers (here between vertical neighbouring ether points) however is not possible within gapless ether. So local ether movement can not work that kind. Alternative is shown at this picture at C.
All neighbours at connecting lines between Free Ether (F) and observed swinging ether point (S) move at tracks, which at a whole represent a conus (marked by dotted lines). Now here neighbours are marked right angled to that (conus) line as connecting lines. Lengths of each line mark each diameter of swinging, from top downward each smaller size.
If all neighbours of that conus should keep positions unchanged relative to each other, these ether points would tilt while moving at circled track, like here at D is marked after half turning. This pattern of movement thus is to compare with a tumbling spinning top - however ether don´t turn-around but only swings-around. Blue ether point is left and keeps left side of observed red ether point all times.
Local ether movement behaves not exactly like this simple pattern of movements, however this consideration gives decisive hint. Blue neighbour moves at circled track, by tilting movement same time, that ether point takes different levels: left side this point is positioned below and right side it is positioned above its red neighbour.
Lift and Lower
At this picture at E difference of levels (relative to level of Free Ether) is pointed out. Blue ether point is lifted and lowered while tumbling-tilting movement. Again, within gapless ether this movement can not be linear, but can (and must) be done by continuous turning resp. swinging. Lift and sink thus is done while swinging around a horizontal axis.
Besides first swinging around vertical axis (VS) with its vertical balancing area (VA) so now second swinging around horizontal axis (HS) occurs. This additional swinging now can become smaller within a horizontal balancing area (HA), again conus-like into sideward direction - reaching out to Free Ether (F).
Finally by these simultaneous two swinging motions around axis right angles to each other, coarse movement at centre locally is limited towards outer border resp. neighbouring Free Ether. Thus again at least two motions are given within ether, at universal ether movements like now here at local ether movement.
Uneven Track
At picture 03.05.03 this simultaneous swinging is shown. Coordinates are drawn for better orientation. Original swinging movement at horizontal plane is marked red. Swinging movement right angles to that first motion is marked blue. Free Ether (F) is marked by black points. Observed moving ether point is marked red. Diverse positions while swinging movements are marked by east, south, west, north.
At A for example is shown, ether point at east (E) is positioned upside, at south (S) left side, at west (W) below and at north right side, each relative to coordinates. So layer of original circled track (red) is inclined to equatorial plane.
At B is shown each connecting line between Free Ether and swinging ether point at these four positions. By blue triangles is marked, which position that point takes in relation to these coordinates at each situation of swinging motion.
Each swinging around axis is marked by dotted circles, each direction is marked by arrows. By view from outside, all connecting lines swing counter clock-wise. If generally left turning is assumed to be prevailing within universe, so ether at borders of that local ´ether-vortex´ would turn synchronously. Further down is discussed, how that ´impossible´ embedding of simultaneous movements into gapless ether really works.
Here however at first is to mention further special fact: different lengths of track´s sections. If ether point starts at its position at east (E) and moves to position south (S), that point has to go rather long distance from upside of east-axis towards left side of south-axis. From there to position below west-axis, distance is shorter. From west to north distance again is longer, from north to east distance again is some shorter. So swinging around can not occur by constant speed or track of ether point can not be pure circle.
At C is shown cross-sectional view through that ´movements-disc´. At east (E) ether point is upside of axis, at west is downside, at south and north thus ether point can not be exact at level of axis. So track would show shape like border of hat, bended upward one side and bended downward opposite side.
At D schematically is shown, ether point could walk long distances further inside and make some ´excursions´ at section of short distances. Track thus would be no pure ellipse, but some deformed circle with depressions and extensions. Real tracks of local ether movements will be compromise in shape of diverse spiral track sections.
Wheel or Wave
At previous pictures, this swinging around horizontal axis was symbolized as little blue wheels. It was assumed, wheels would turn left (by view from outside to centre) and turning at all four directions resp. towards all sides by likely sense. Involved problems schematically are shown at picture 03.05.04.
At A are drawn three left-turning wheels, where between wheels counter-turning movements exist (see arrows). So there would come up rubbing within ether. This kind of neighbouring turnings can not exist in gapless ether.
Within ether continuum can only exist relative synchronous swinging movement. By example of wheels this possibility is demonstrated at B, C and D. Three wheels are connected with a rod (e.g. like drive-wheels of steam engine). All three wheels turn same sense, here e.g. from 12- via 11- to 10-o´clock-position, so all points at connecting line swing parallel to each other.
At this picture at E are drawn twelve wheels, instead of previous stable rod now combined by bended connecting line (of neighbouring ether points). This connecting curve is ´mounted´ at each wheel at next position (here each hour of clock).
All wheels now can turn synchronously - and connecting line will appear like wave running from right to left, like little animation visualizes. Above this, here once more is demonstrated essential difference between turning-around and swinging movement: turning around an axis is common within material world, swinging at circled track (resp. at overlaid circles of different axis and radius) is exclusive movement´s possibility within ether by itself.
This animation also shows clearly, towards outside appear impressions or occurrences or effects, while their real movement´s pattern is quite other kind: here one can see absolutely clear a wave running from right to left - however one must watch exactly to recognize, twelve ´clock-hands´ synchronously turn, each at its only small surface. So impression of far-reaching movement really results of ether points motion at only small radius, all same turning sense - however ´phase-shifted´.
Overlaid Turnings
Upside at section ´Uneven Tracks´ of picture 03.05.03 was mentioned, sections of track have different lengths. From east to south and from west to north distances are longer than from south to west and from north to east. At previous twelve ´wheels´ resp. at wave of previous animation with its bended connecting curve, this problem is not quite obvious, nevertheless these differences exist.
At picture 03.05.06 again are drawn these ´wheels´ (blue) and stable connection (red). Connecting line A between 12- and 11- o´clock-positions is much longer than e.g. connecting line B between 9- and 8-o´clock-positions. Within gapless ether movement´s process like this is not possible.
At earlier chapter Overlays movement´s process of sea waves were discussed and e.g. at picture 03.02.03 (at B, C and D) were shown tracks resulting of two overlaid circled movements.
Here at picture 03.05.06 at C and D e.g. around previous ´fixing-points at wheel´ occurs second turning (grey) at relative short radius. This second turning point thus wanders at circled track within space and around this wandering fulcrum exists second synchronous turning (and all turnings occur by constant speed). Connecting lines with sections of continuously same length are to achieve by overlays like this, as shown at C and D as an example.
Roundabout at Roller Coaster
Previous twelve wheels of picture 03.05.04 resp. ´clock-hands´ of previous animation, in reality are arranged around centre of swinging plane. Previous wave runs around this motion´s centre, as appearance of swinging motion around horizontal axis (HS) and as necessary supplement of original swinging around vertical axis (VS).
Instead of previous two-dimensional drawings, now here at picture 03.05.06 at G previous ´clock-hands´ (blue) are arranged at circle (blue dotted). Results are circulating wave (black) with its uneven track resp. ´inclined´ disc (red) of motion´s centre.
At H result of previous overlay schematically is shown. ´Clock´ stays back phasewise, so e.g. at south (S) 9-o´clock-position is not quite achieved and at north 3-o´clock-position is not jet achieved (by this turnings counter-clock-wise). At phases between, clock is ´running faster´, so as a whole all sections are of likely length.
An other possibility for balancing of differences of connecting lines is also drawn here. ´Clock-hands´ not at all must stand right angled to equatorial plane, but could be inclined towards inside / outside. Upper border of this band around centre here e.g. is tilt some towards left. Even while circulation, tilting angles could change (and will in reality change continuously and will in reality show much larger angles than drawn here).
Swinging Connecting Line
At this picture at K, once more inclined uneven track is drawn. At centre of this local movement (red) can exist no pure circled track and also no pure elliptic track. There are at least one swinging around vertical axis (VS) and (phase-shifted) swinging motions around (many) horizontal axis (HS) overlaying.
Connecting lines (blue) between observed ether point at centre and one point (black) of Free Ether (F) can be no straight stable line (like assumed simply at previous conus-like motions). Most similar movements do ether points neighbouring at spiralic bended connecting lines.
At this picture at K a bundle of diverse shapes of connecting line are drawn. While one turn of central ether point at previous inclined track, connecting line could change by these shapes (resp. in principle must change that kind). All points at this connecting line do similar movements, thus not only are swinging around their horizontal axis, but are moving same time to left resp. right. So not only within centre is motion, but roundabout is heavy motion, all times into all three dimensions. Into direction of Free Ether however, distances of local movements become shorter, i.e. swinging is faded towards outward ´border´.
This simple animation visualises steady changed winding of connecting line. Observed ether point (red) phasewise moves upside or downside of equatorial plane. Its distance to Free Ether becomes shorter and longer, equalized by bending and winding of connecting line (like shown in details next chapter). However, movement at centre is overdrawn extremely, while in reality balancing area towards Free Ether is extreme large in relation of minimum motion within centre, by millions and billions).
Symmetry and Asymmetry
One can see, there is no complete symmetry. Symmetric is connecting line only to point of Free Ether opposite at drawn (X-) axis.
Connecting line cross to X-axis (thus alongside Z-axis) shows other shape and changes by other curves. By this view, e.g. most short and most long distances to observed ether point are not at its position most upside resp. downside of axial plane, but its position aside of Z-axis.
Within plane of this axis-cross thus exists horizontal balancing area around centre of movements outwards to Free Ether. Within this area however, balancing movements are not of unique shape. Only exactly opposite, movements are mirrored analogue. Diagonal to previous X- and Z-axis exists smooth transition of both movement´s pattern.
Track of movement at centre is inclined to equatorial plane of this axis-cross, resulting asymmetry of bundle of connecting lines of previous picture at K. Naturally there are also connecting lines by view direct onto plane of movement´s centre, thus from point of Free Ether some above of previous animation. This connecting line again will show other shape and some other behaviour.
These fictive connecting lines are theoretically given from all Free Ether around this local movement´s centre, thus from any direction e.g. of half-sphere above this axis-cross. At earlier pictures (e.g. at both first pictures of this chapter) were drawn only simple straight connecting lines of conus-like vertical balancing area. Similar movements however also there are not at straight lines, but neighbouring points at spiral curves do likely movements.
At following chapter ´Tumbling Axis´ movement´s pattern alongside this Y-axis are discussed and which kind connecting lines has to bend and wind in principle.
| 03.06. Tumbling Axis | Ether-Physics and -Philosophy |