近漸尖的 的英文怎麼說
中文拼音 [jìnjiānjiānde]
近漸尖的
英文
subacuminate-
Near the tip, the reflection area of the apple seed geometry spread out and gave way to the flat grind surface, forming a very sharp tip dedicated to delicate cuts and thrusts. in addition, the guard of the sword was both practical and ergonomic
而近劍尖處，原本兩個鋒口上的反光集區漸漸地平均化起來，顯示出那裡的橫切面為平面式，造成更尖的鋒口和劍尖，可以用在小巧的刺與割上。With the adoption of the rate - sensitive constitutive relationship, it is asymptotically investigated the propagating tip fields of antiplane mode iii crack under the condition of incompressibility, and the dynamics equations are obtained separately governing the stress and strain fields at the crack - tip
採用這種率敏感型本構關系，本文對不可壓縮條件下反平面型擴展裂紋的尖端場進行了漸近分析，分別求得了其裂紋尖端應力和應變場的動力學控制方程。After nearly one hundred years, high - rise commercial and residential buildings stretch along the road and the section between jordan and tsim sha tsui has become a prosperous shopping area, adorned with lights from a myriad of shops and hotels and crowded with throngs of tourists at night
經過近一百年的發展，現在街道兩旁商業和住宅樓宇林立；佐敦至尖沙咀一段更有多個著名商場及酒店，因此逐漸發展成為繁忙的購物區。入夜後的彌敦道遊人如鯽，兩旁閃爍著各式各樣的霓虹招牌。In conclusion, the rationality and effectiveness of the constitutive model applied in the paper are verified through theoretical analyses and corresponding numerical calculations to provide a feasible method for final solutions of the problems of the asymptotic crack - tip field, as well as. theoretical references for solutions of the difficult problems encountered in engineering practices
總之，通過理論分析和相應的數值計算，驗證了本模型的合理性和有效性，為最終解決裂紋尖端漸近場問題提供一種可行的方法，並且對于解決工程實踐中所遇到的難題提供理論上的參考依據。Asymptotic dynamic solution to the mode propagating crack - tip field in elastic - viscoplastic material
型動態擴展裂紋尖端場的漸近解In order to compare with the extreme of dynamic solutions when the mach number approaches zero, i. e. the quasi - static propagation, the corresponding quasi - static problem is also studied asymptotically in the paper. the governing equations of crack - tip field are derived, and numerical solutions are obtained by selections of typical parameter values with combination of boundary conditions of each problem
採用這種率敏感型本構關系，為了與馬赫數趨于零時動態解的極限情況? ?準靜態擴展情況作對比，本文還對相應的準靜態問題進行了漸近分析，推導了裂尖場的控制方程，並選取典型的特徵參數，結合問題的邊界條件進行了數值求解。分享友人