The universal expression of Laue equation and two theorems on reciprocal space and reciprocal vector are obtained and proved.
討論和研究了干涉函數(shù)對衍射的影響,提出并證明了Laue方程的一般表達式和有關(guān)倒易空間與倒易向量的2個定理,研究了作為三維晶體特例的二維晶體的衍射,討論了二維晶體倒易點陣的物理內(nèi)容和點陣點的權(quán)重。
The matric expressions of equivalent points of crystal space and corresponding reciprocal space are applied to the discussion of structure factor types.
應(yīng)用晶體正空間和倒易空間等效點的矩陣表示討論結(jié)構(gòu)因子類型,在得到倒易空間點的一般型結(jié)構(gòu)因子類型和系統(tǒng)消光型結(jié)構(gòu)因子類型的代數(shù)公式之后,得到并證明了倒易空間點的實型和虛型結(jié)構(gòu)因子的代數(shù)公式。
In this paper the matrix expressions of equivalent points of microcosmic symmetrygroups of crystal unit spaces and their corresponding reciprocal spaces are applied in the dis-cussion of the systematic absence law of the crystal s X-ray diffraction.
本文把晶胞正空間和倒易空間等效點的矩陣表示應(yīng)用于討論晶體X光衍射的系統(tǒng)消光規(guī)律,給出并證明了適用于所有空間群的系統(tǒng)消光規(guī)律的統(tǒng)一的代數(shù)表示公式。
The universal expression of Laue equation and two theorems on reciprocal space and reciprocal vector are obtained and proved.
討論和研究了干涉函數(shù)對衍射的影響,提出并證明了Laue方程的一般表達式和有關(guān)倒易空間與倒易向量的2個定理,研究了作為三維晶體特例的二維晶體的衍射,討論了二維晶體倒易點陣的物理內(nèi)容和點陣點的權(quán)重。
A new Constructive Method for Four-Index Orientation of Hexagonal Crystals was drawn out based on four-index reciprocal lattice.
利用四指數(shù)倒易點陣建立了一種四指數(shù)晶向的簡單直觀的作圖方法,并從理論上給予證明。
The equivalent solid sphere have same radius of the original coating shell, using reciprocity theorem(RT), the effective conductivity of composite were obtained, it compare agree with effective medium approximation.
利用倒易定理（ＲＴ），其結(jié)果與有效介質(zhì)近似（ＥＭＡ） 進行比較發(fā)現(xiàn)兩者基本一