对称地

If you place your objects symmetrically, then naturally the results are more symmetrical.

如果你左右对称地放你的目的，然后结果自然地更左右对称。

Owing to the geometrical symmetry of microdisk cavities, they support whispering gallery modes in which light circulates around the periphery of the structure and is confined by total internal reflections at both the sidewall and the top and bottom surfaces of the MD.

在微碟共振腔圆柱对称的结构中，电磁场藉由在碟缘墙面上全反射环绕而形成共振，产生所谓的WGM模态，透过湿式蚀刻，让微碟上下表面暴露於空气中，使相对折射率差异大，因而场型更能够对称地被局限在微碟共振腔内。

The index of average density spatial energy relative time-space cosmic energy follow the rise and fall of quantum spatial measurement, at original cosmic time-space set out, from 1 come to do not exceed 2, not smaller 4/3, come to do not symmetrically gradually belong to stabilization thus at reductively fluctuate, not can reversely strides across reach 3/2 that stable state maintain unchanging.

宇宙能量的相对时空空间的能量平均密度指数随宇称量子的涨与落，在原初的宇宙时空启动，从1成不大于2，不小于4/3，成不对称地递归于稳定而在缩小地波动，不可逆地跨越到3/2的稳定状态保持不变。

The index of speed stride across of at the relative momentary point of time time-space follow the rise and fall of quantum spatial measurement cosmic energy, at original cosmic time-space set out, from 1 come to do not exceed 3/2, not smaller 5/4, come to do not symmetrically gradually belong to stabilization thus at reductively fluctuate, not can reversely strides across reach 4/3 that stable state maintain unchanging.

在时空时间的相对时刻点的跨越速率指数随宇宙能量的宇称量子的涨与落，在原初宇宙时空启动，从1成不大于3/2，不小于5/4，成不对称地递归于稳定而在缩小地波动，不可逆地跨越到4/3 的稳定状态保持不变。

Therefore, the speed of strides across time of at time-space follow the rise and fall of quantum spatial measurement cosmic energy, at original cosmic time-space set out, from 1×10-43 s come to do not exceed (3/2)×10-43 s, not smaller (5/4)×10-43 s, come to do not symmetrically gradually belong to stabilization thus at reductively fluctuate, not can reversely strides across reach (4/3)×10-43 s that stable state maintain unchanging.

因此，时空时间的跨越速率随宇宙能量的宇称量子的涨与落，在原初的宇宙时空启动，从1×10-43s 成不大于(3/2)×10-43s，不小于(5/4)×10-43s，成不对称地递归于稳定而在缩小地波动，不可逆地跨越到(4/3)×10-43s 的稳定状态保持不变。

The situation of spatial measurement relative time-space cosmic energy follow the rise and fall of quantum spatial measurement, at original cosmic time-space set out, from the 1/2 spatial measurement of cosmic time-space come to do not smaller the 1/4 spatial measurement of cosmic time-space, not exceed the 3/8 spatial measurement of cosmic time-space, come to do not symmetrically gradually belong to stabilization thus at reductively fluctuate, not can reversely strides across reach the stable state of 1/3 spatial measurement cosmic time-space maintain unchanging.

宇宙能量的相对时空宇称的状况随宇称量子的涨与落，在原初的宇宙时空启动，从宇宙时空宇称的1/2成不小于宇宙时空宇称的1/4，不大于宇宙时空宇称的3/8，成不对称地递归于稳定而在缩小地波动，不可逆地跨越到宇宙时空宇称1/3的稳定状态保持不变。

The unusual quality of one tie up of the space-energy make the gravitation of quantum spatial measurement cosmic energy, lave the absolute point of unusual quality one tie up of in cosmic time-space, come to do not symmetrically gradually belong to stabilization thus at reductively fluctuate, not can reversely strides across reach the stable state of limitedly relatively not symmetry, come to do the circle of shut locus thus infinite continuous stable strides across.

宇宙能量的宇称量子的空间能使引力的一维奇性，偏离在宇宙时空中的一维奇性的绝对点，成不对称地递归于稳定而在缩小地波动，不可逆地跨越到有限地相对不对称的稳定状态，成为闭合轨迹圆而无限延续的稳定跨越。

At the every relative momentary point of time time-space, the situation of difference spatial measurement of cosmic gravitation exceed cosmic space-energy follow the rise and fall of quantum spatial measurement, at original cosmic time-space set out, from 0 come to do not exceed the 1/2 spatial measurement of cosmic time-space, not smaller the 1/4 spatial measurement of cosmic time-space, come to do not symmetrically gradually belong to stabilization thus at reductively fluctuate, not can reversely strides across reach the stable state of 1/3 spatial measurement cosmic time-space maintain unchanging.

在时空时间的每1个相对时刻点，宇宙引力大于宇宙空间能的宇称差的状况随宇称量子的涨与落，在原初的宇宙时空启动，从0成不大于宇宙时空宇称的1/2，不小于宇宙时空宇称的1/4，成不对称地递归于稳定而在缩小地波动，不可逆地跨越到宇宙时空宇称1/3的稳定状态保持不变。

The spatial measurement of cosmic time-space is the eternal measurement of 1.57×10177 m3, so the spatial measurement of relative time-space cosmic energy follow the rise and fall of quantum spatial measurement, at original cosmic time-space set out, from 0.785×10177 m3 come to do not smaller 0.3925×10177 m3, not exceed 0.58875×10177 m3, come to do not symmetrically gradually belong to stabilization thus at reductively fluctuate, not can reversely strides across reach the stable state of (1/3)×1.57×10177 m3, maintain unchanging.

宇宙时空的宇称为1.57×10177m3的恒量，所以宇宙能量的相对时空宇称随宇称量子的涨与落，在原初的宇宙时空启动，从0.785×10177m3成不小于0.3925×10177m3，不大于0.58875×10177m3，成不对称地递归于稳定而在缩小地波动，不可逆地跨越到(1/3)×1.57×10177m3的稳定状态保持不变。

So, the average density of spatial energy of spatial radius is the length of Planck of relative time-space cosmic energy follow the rise and fall of quantum spatial measurement, at original cosmic time-space set out, from the structure-energy of mass 16.38×10-71 N · m to the space-energy of 8.19×10-71 N · m and the mass-energy of 8.19×10-71 N · m, come to do not exceed the structure-energy of mass 32.76×10-71 N · m to the space-energy of 8.19×10-71 N · m and the mass-energy of 24.57×10-71 N · m, not smaller the structure-energy of mass 21.84×10-71 N · m to the space-energy of 8.19×10-71 N · m and the mass-energy of 13.65×10-71 N · m, come to do not symmetrically gradually belong to stabilization thus at reductively fluctuate, not can reversely strides across reach the stable state of structure-energy mass 24.57×10-71 N · m to the space-energy of 8.19×10-71 N · m and the mass-energy of 16.38×10-71 N · m maintain unchanging.

所以，宇宙能量的相对时空空间的半径为普朗克长度的空间的能量平均密度随宇称量子的涨与落，在原初的宇宙时空启动，从16.38×10-71N · m 质量结构能对于8.19×10-71N · m 空间能与8.19×10-71N · m 质能，成不大于32.76×10-71N · m 质量结构能对于8.19×10-71N · m 空间能与24.57×10-71N · m 质能，不小于21.84×10-71N · m 质量结构能对于8.19×10-71N · m 空间能与13.65×10-71N · m 质能，成不对称地递归于稳定而在缩小地波动，不可逆地跨越到24.57×10-71N · m 质量结构能对于8.19×10-71N · m 空间能与16.38×10-71N · m 质能的稳定状态保持不变。

The absorption and distribution of chromium were studied in ryeusing nutrient culture technique and pot experiment.

采用不同浓度K2CrO4(0，0.4，0.8和1.2 mmol/L)的Hoagland营养液处理黑麦幼苗，测定铬在黑麦体内的亚细胞分布、铬化学形态及不同部位的积累。

By analyzing theory foundation of mathematical morphology in the digital image processing, researching morphology arithmetic of the binary Image, discussing two basic forms for the least structure element: dilation and erosion.

通过分析数学形态学在图像中的理论基础，研究二值图像的形态分析算法，探讨最小结构元素的两种基本形态：膨胀和腐蚀；分析了数学形态学复杂算法的基本原理，把数学形态学的部分并行处理理念引入到家实际应用中。