目录 Contents

　

第十八章 麦田圈

Chapter 18 Crop circles

18.1 产生麦田圈的条件

18.1 Conditions for generating crop circles

         弗雷迪·席尔瓦在他的书《麦田圈密码》[1]第134页指出:

巧的是,英格兰南部的蓄水层饱含碱性白垩.白垩是一种压电物质(受压时会积聚静电),其成分为史前小海洋生物,它们都含有微量磁铁矿,这曾经使它们可以用地球磁场定向. 数十亿个白垩小磁铁栓在一起承受外部压力,再加上通电的地下水,就产生微弱的磁场. 要是白垩的分布面积广阔,效果就更加明显.英格兰南部的白垩层就是如此.这种组合使得世界的这一部分成为最大的天然电能导体之一.

约翰·伯克说,"当地下蓄水层或地下水位有大量的水穿过多孔的白垩起伏涨落时,就会产生大量地电流."

                                                                                                                                                          (18.1-1)

　

On pages 121~122 of his book Secrets in the Fields: The Science and Mysticism of Crop Circles[1], Freddy Silva pointed out:

　

It just so happens that the water in the southern English aquifer is saturated with alkaline chalk. Chalk is a piezoelectric substance (it builds a static charge under pressure) composed of small prehistoric sea creatures, all containing tiny amounts of magnetite that once enabled them to orientate to the Earth's magnetic field. The net effect of billions of pieces of magnetite locked together and pressurized, together with the energized groundwater, is the creation of a low magnetic field. This is especially so if the chalk is spread over a substantial geographic area, which the southern English chalk beds are. That combination makes this part of the world one of the largest natural conductors of electrical energy.

John Burke said, "When you've got a lot of water in an underground aquifer or water table fluctuating through the porous chalk, a lot of electrical ground current is created."

                                                                                                                                                           (18.1-1)

参考文献

References

[1] 弗雷迪·席尔瓦(Freddy Silva).麦田圈密码.张宪润,译.长沙:湖南科学技术出版社,2009. ISBN 978-7-5357-5538-4.

[1]  Freddy Silva. Secrets in the Fields: The Science and Mysticism of Crop Circles. Hampton Roads Publishing Company, Inc. 2002. ISBN 1-57174-322-7.

(18.1-1)和(16-1)使得数十亿个小的反引力场发动机涌现出来并产生扭量空间(参看 § 8.3.2).             (18.1-2)
　

Because of (18.1-1) and (16-1), there emerge billions of small Möbius-loop-typed antigravitation engines, generating twistor spaces (Refer to § 8.3.2).          (18.1-2)

　

只有零模扭量能够与实闵可夫斯基空间 M 中的事件互相关联,因此当一个扭量空间与普通空间里的事件互相关联时可以看到光.      (8.4.2-6)

　

Only the null twistor can be incident with an event in real Minkowski space M; hence when a twistor space is incident with an event in ordinary space, light can be seen.      (8.4.2-6)

　

《数学指南－实用数学手册》在"3.6 微分几何"一节中指出,

基本关系"力 = 曲率"是在数学和物理中最深刻的已知联系.

                                                                 (8.4.4.5-2)

　

In the section of "3.6 Differential geometry", Oxford Users' Guide to Mathematics points out that

The basic relation "force = curvature" is the deepest known connection between mathematics and physics.

                                                                                                                (8.4.4.5-2)
　

         弗雷迪·席尔瓦 (Freddy Silva) 在他的书《麦田圈密码》[1]里写道:

一大团圆屋顶形状的亮光,直径大约200英尺,正在触碰麦田.有几千的光点,像钻石,全部排列成几何形状.它闪烁着微弱的光,像一张全息图.杰克·史波瑟听到高音调的声响弥漫在四周,但他的车头灯刚一照到那个半透明的泡泡,它就消失了.

第二天清晨,两个轮廓分明的半环出现在麦田里,麦茎被完美地扫过,碾平在地上.

注解: 史波瑟所说的"闪光的泡泡",与1917年葡萄牙法蒂玛村 (Fatima) 之圣母玛利亚再临事件的目击者所看到的现象非常类似.

(《麦田圈密码》第150页.)

In his book Secrets in the Fields: The Science and Mysticism of Crop Circles[1], Freddy Silva wrote:

A large dome of light, about two hundred feet in diameter, was touching the corn field. There were thousands of points of light, like diamonds, all aligned and geometric. It was glistening, shimmering like a hologram. He heard a high-pitched sound permeating the surrounding area, but just as the headlights from his car shone through the translucent bubble, it disappeared.

Early next morning, two well-defined half rings of flattened crop appeared, their "stems perfectly brushed, crunching underfoot."  

Note: Spooncer's "glistening bubble" is remarkably similar to eyewitness reports during the second appearance at Fatima by the Virgin Mary in September 1917.

(Secrets in the Fields: The Science and Mysticism of Crop Circles. p. 137.)

         根据(16-2),威尔特郡的地下水和百慕大三角的海水的涡旋可以作为反引力场发动机的自转体并产生反引力现象.

According to (16-2), vortexes in ground water in Wiltshire and in sea water in the Bermuda Triangle can serve as the rotating body of the antigravitation engine, producing antigravitational phenomena.

　

1. 麦田所处的自然环境具备生成莫比乌斯环型反引力场发动机的条件.

　

2. 麦田下方的莫比乌斯环型反引力场发动机(见18.1-2)与麦田上方的黎曼球面泡或黎曼球面泡沫(见(8.3.2-1))互相生成.

　

3. 明亮的图像(包括光的干涉或衍射图样)发出的光线形成麦田上方的黎曼球面泡天图(见(8.4.3.3-2))的一部分.

　

4. 麦田相当于复平面.黎曼球面泡或黎曼球面泡沫上的莫比乌斯变换(见§ 8.4.4.1;例如椭圆型和斜驶型莫比乌斯变换)生成麦田处的时空的洛伦兹变换(见(8.4.4.5-3)).

　

5. 基本关系"力 = 曲率"是在数学和物理中最深刻的已知联系.(见(8.4.4.5-2).)

　

6. 麦田圈图样是麦田上方的黎曼球面泡上的莫比乌斯变换与麦田下方的无数小的莫比乌斯环型反引力场发动机的排列图样协调作用的结果.

　

7. 因此麦田圈具有扭量光影泡沫的某些性质,例如磁性流体的性质.

　

8. 在麦田圈里,有些有质量粒子由于莫比乌斯环型反引力而变成扭量光影.(见第十二章.)

　

9. 那些依然伫立着的作物没有受到莫比乌斯环型反引力的影响,这是由于该反引力的效应具有"非全即无"的性质(见(8.3.2-1)).

　

10. 鉴于(8.4.4.7-1),麦田圈里可能有源、涡旋、中心、汇.

                                                                                     (8.6.3-1)

　

1. The natural environment where a crop field is situated has the conditions necessary for the formation of Möbius-loop-typed antigravitation engines.

　

2. Möbius-loop-typed antigravitation engines under the crop field (See (18.1-2)) and the Riemann-sphere-bubble or Riemann-sphere foam above the crop field generate each other. (See (8.3.2-1).)

　

3. Light rays from bright images (including interference or diffraction patterns of light) form part of the sky map (See (8.4.3.3-2)) of the Riemann-sphere-bubble over the crop field.

　

4. The crop field is equivalent to a complex plane. The Mӧbius transformations (See § 8.4.4.1; for example, the elliptic type and the loxodromic type of the Möbius transformations) on the Riemann-sphere- bubble or the Riemann-sphere foam yield Lorentz transformations of the spacetime at which the crop field is situated (See (8.4.4.5-3)).

　

5. The basic relation "force = curvature" is the deepest known connection between mathematics and physics. (See (8.4.4.5-2).)

　

6. Hence a crop circle is formed. The pattern in a crop circle is the result of the coordinated effects of Mӧbius transformations on the Riemann-sphere-bubbles above the crop field and the arrangement of numerous small Mӧbius-typed antigravitation engines under the crop field.

　

7. Hence a crop circle has some of the properties of twistor-light-silhouette foam, e.g., the properties of magnetic fluid.

　

8. In the crop circle, some massive particles become twistor-light-silhouettes because of Möbius-loop-typed antigravitation.  (See Chapter 12.)

　

9. Those plants that still stand upright are not affected by Möbius-loop-typed antigravitation because the antigravitational effect has the nature of "whole, or none" (See (8.3.2-1).)

　

10. In view of (8.4.4.7-1), there might be a source, a vortex, a centre, and/or a sink in a crop circle.

                                                                                                            (8.6.3-1)

　

         麦田圈是不可定向空间的产物.席尔瓦在《麦田圈密码》第56页写道:

在表层之下,底面式样越来越复杂.掀开第1层,很可能会发现第2层,而且旋转方向跟第1层相反,创造出独特的织纹.1990年出现在艾顿普莱尔 (Alton Priors) 的麦田图像,就有3层两两相反的底面螺旋,埃塞克斯郡杰维克 (Jaywick) 的麦田圈底面螺纹更有5层之深.

　

A crop circle is the outcome of non-orientable spaces. On pages 45~46 of his book Secrets in the Fields, Silva wrote:

The complexity of floor lays continues beneath the surface. Peel back the first layer, and chances are you will find a second one beneath, placed in counterflow and creating a unique woven texture. The 1990 Alton Priors pictogram exhibited three layers of counterflow, while a formation at Jaywick, Essex, was five layers deep.

　

         黎曼球面泡沫的效应以及由此而来的麦田圈的效应包括但不限于以下这些:

1. 磁性流体效应(参看第十五章).磁性流体具有独特的磁学、热学、光学、声学的性质,例如磁性液体的方向依赖的声学特性.请参看李德才的著作《神奇的磁性液体》.

2. 放射性(参看(12-1));

3. 在黎曼球面泡沫与普通物质之间转化(参看第十二章); 

4. Zitterbewegung 颤动(参看第十三章).

5. 时间变慢(参看(8.11.1-3)).

The effects of the Riemann-sphere foam and hence the effects of the crop circle include but are not limited to the following:

1. Effects of magnetic fluid (Refer to Chapter 15). Magnetic fluid has unique magnetic, thermal, optical, and acoustic properties, e.g. orientation-dependent acoustic properties of the magnetic liquid. Refer to LI Decai's book Magic Magnetic Liquid.

2. Radioactivity (Refer to (12-1));

3. in transition between Riemann-sphere foam and ordinary matter (Refer to Chapter 12);

4. Zitterbewegung (Refer to Chapter 13).

5. Time dilation. (Refer to (8.11.1-3)).

　
项目 《麦田圈密码》[1]的页码 现象 本网站的解释
1 第039页 1991年春天,英格兰南部的天气格外潮湿,麦子因而没有成熟,麦田圈出现的高峰期也就断断续续,迟迟不来,直到6月才渐入佳境. 在成熟的作物上扭量电荷容易积聚,而不成熟的作物会把射影扭量电荷导入地下.
2 第056页 若干层两两相反的倒伏方向 不可定向曲面;本网站8.4.3.1节
3 第131页 在黎曼球面泡里面的那一部分麦秆的粒子变成了类雾体粒子,茎节膨胀,释放能量和升温. (12.2-1)
4 第135页 α 射线强度的急剧的变化 鉴于(12-1),类雾体具有不同的解体程度,包括电离度和原子核裂变的程度.自转光柱的反引力将麦田圈内的土壤变成类雾体,因此有时麦田圈内的土壤具有放射性.
5 第137页 罗盘指针的测出的方向移动到和麦田圈底面作物的倾倒的方向相同 黎曼球面泡上的旋转型与类光旋转型莫比乌斯变换;本网站第十五章
6 138~139页 供电回路发生异常低阻抗通路故障. (15.2-11)
7 第139~140页 时间变慢 时间双向流逝;(8.9-2)和(8.11.1-3)
8 第140页 树影方向的改变 (15.3-8)
9 第53页图4.1,第148页 作物大规模沿茎节弯折 茎节的持水能力比麦秆的其他部分强.鉴于(18.1-1)、(16-1)和(16-2),茎节处的莫比乌斯环型反引力较强.
10 150~153页 一大团亮光里有几千个光点,像一颗颗钻石,在一个大光球里全部整齐地排列成几何形状;光柱;她车上的所有东西飘了起来 参看(8.6.3-1)
11 第216页第十一章 声音炼金术 声波(8.4.4.5-8)
12 第226页 音频约为107 ~ 109 Hz; (13-9)
13 第226页 音频的方向依赖 这是磁性流体的一个声学性质.关于磁性流体,见(15.3-7).
14 第226页 每15厘米由一条电磁干扰带. 1)  这是光的干涉图样或衍射图样.见(18-1).
15 263页 麦田圈主要出现在地球电磁能量的低潮期,也就是深夜两三点. (8.3.2-3)
16 第272页 "灵性" 由(8.10-4)可以知道,扭量光影泡沫可以产生原始的心智.
　
项目 Page numbers of the book Secrets in the fields[1] Phenomena Explanations on this website
1

p. 28

 The spring of 1991 was accompanied by unusually wet weather in southern England, leaving crops in a relative state of immaturity, and making the new crop circle season splutter and stall until June before finally gathering steam. projective twistor electric charges accumulated easily on mature plants, while immature plants conduct projective twistor electric charges to earth.
2 pp. 45~46 Several layers of counterflow Non-orientable surface; Section 8.4.3.1 on this website
3 p. 119 The particles of the stem that was inside the Riemann-sphere-bubble became foggoid particles. The node expanded, energy released and temperature raised. (12.2-1)
4 p. 123 p. 123, dramatic discrepancies in alpha radiation; According to (12-1), foggoid has different degrees of breaking up, which includes ionization and nuclear fission. Antigravitation from the rotating column of light changed the soil in the crop circle into foggoid. Hence sometimes soil in the crop circle has radioactivity.
5 p. 125 The new bearing moved in the same direction as the lay in the flattened plants; The rotation type and the null rotation type of Möbius transformation on the Riemann-sphere-bubble; Chapter 15 on this website
6 pp. 125~127 An anomalous low-impedance path has manifested in the power delivery circuit. (15.2-11)
7 p. 127 Time dilation Time flows in both directions; (8.9-2) and (8.11.1-3)
8 p. 127 a change in the direction of the tree shadow (15.3-8)
9 p. 41, Fig. 4.1; p. 135 The massive node-bending The stem nodes have stronger water retention capacity compared to other parts of the wheat straw, and hence, in view of (18.1-1), (16-1), and (16-2), Möbius-loop-typed antigravitation is stronger at the nodes.
10 pp. 137~140 Thousands of points of light, like diamonds, all aligned and geometric in a large ball of light; tubes of light; all the objects in her car suddenly levitated Refer to (8.6.3-1)
11 p. 204. Part Two, Section 11. Acoustical Alchemy Sound waves (8.4.4.5-8)
12 p. 214 The sound frequency is about 107 ~ 109 Hz; (13-9)
13 p. 214 The sound frequency that is orientation-dependent This is an acoustic property of magnetic fluid. For magnetic fluid, see (15.3-7).
14 p. 215 The interference also manifested in a banding effect every six inches or so. 1)  This is interference or diffraction patterns of light. See (18-1).
15 p. 266 Crop circles occur primarily when the Earth's electromagnetic field is at its lowest ebb, between 2 and 3 A.M. (8.3.2-3)
16 p. 302 Sprit From (8.10-4), one can know that twistor-light-silhouette foam can generate primitive minds.

　

         于是可以如下计算出一些数值.

Then some values can be calculated as follows.

18.2 一些数值计算

18.2 Some numerical calculations

6) 设 m = 0.1 kg, v = 0.05 m/s, 则由(13-9)可以知道,音频是 ν' = 2 v3 / ( b G m ) = 5.02 * 108 .

6) Suppose that m = 0.1 kg, v = 0.05 m/s, then from (13-9), one can know that the sound frequency is ν' = 2 v3 / ( b G m ) = 5.02 * 108 .

4) 假设莫比乌斯环型反引力使得一个麦秆的一个茎节变成了在短时间以速率 v = 1 m/s 运动的类雾体.假设茎节是球形,茎节的质量是m = 4 × 10-4 kg,半径是 r = 2 × 10-3 m.根据(12.2-5),得到

ΔT = ( ( 1/2 ) m v2 / ( 4r2 σ · 1单位时间) )(1/4) = 91.5 K,

也就是说,茎节的温度升高了91.5 °C.

4) Suppose that Möbius-loop-typed antigravitation made a stem node of the wheat plant into foggoid that moved at a speed v = 1 m/s for a short time. Suppose that the node was in the shape of a ball, and that the node had a mass m = 4 × 10-4 kg and a radius r = 2 × 10-3 m. According to (12.2-5), one finds that

ΔT = ( (1/2) m v2 / (4r2 σ · a unit of time) )(1/4) = 91.5 K;

that is, the temperature of the node rose by 91.5 °C.

参考文献

References

[1] 弗雷迪·席尔瓦(Freddy Silva).麦田圈密码.张宪润,译.长沙:湖南科学技术出版社,2009. ISBN 978-7-5357-5538-4.

[1] Freddy Silva. Secrets in the Fields: The Science and Mysticism of Crop Circles. Hampton Roads Publishing Company, Inc. 2002. ISBN 1-57174-322-7.

李德才.《神奇的磁性液体》.北京:科学出版社.2016年11月.

LI Decai. Magic Magnetic Liquid. Beijing: Science Press. November, 2016. (In Chinese.)