according to the principle of the minimum potential energy, the deformation of single tension pile and pile groups was analyzed using a modified variational approach 根據(jù)最小勢能原理,使用修正變分法來分析抗拔單樁和抗拔群樁的變形。
based on the conventional variational approach, a simple approach was presented so that the deformation of tension pile groups could be solved by calculating a 2 2 array 在傳統(tǒng)變分方法的基礎(chǔ)上,本文將抗拔群樁的變形分析簡化為計算一個22維矩陣,使得群樁變形分析時間大大縮短。
in [ 4 ], weinstein skillfully got the best constant in gagliardo-niremberg inequality using the variational approach and therefore obtained the sufficient condition of the global existence of the solution in critical case p = 1 + 4 / n [4]巧妙運用變分法獲得gagliardo-nirenberg不等式的最佳常數(shù)從而給出了在p=1+4/n臨界狀態(tài)下解整體存在的充分條件。
in the first part, following ref [ 27 ], the expression of the envelop function is obtained . then, considering the dismatch of effective mass between the well and the barrier, using the variational approach, we calculate the binding energy of hydrogenic impurity 在第一部分,我們按照文獻[27]中的方法,得到了包絡(luò)函數(shù)的表達式,并利用變分法計算了類氫雜質(zhì)的束縛能,其中考慮了阱壘中電子有效質(zhì)量的失配性。
in this paper, based on the previous works, we study the quality of a hydrogenic impurity in gaas / gai-xalxas rectangular quantum wires in detail . using variational approach, we calculate the binding energy and the photoionization cross-section of the impurity in the system 本文在前人工作的基礎(chǔ)上,詳細(xì)研究了矩形截面gaasga_(1-x)al_xas(x=0.3)量子阱線中的類氫雜質(zhì)體系的性質(zhì),采用變分技術(shù)計算了此體系的束縛能及其光致電離截面。