contracted speed 中文意思是什麼

contracted speed 解釋
合同航速
  • contracted : adj. 1. 收縮了的,縮小的;縮略的;(心胸,思想等)狹小的;貧困的。2. 訂過(婚)約的。adv. -ly ,-ness n.
  • speed : n 1 快,迅速。2 速率,速度。3 (汽車的)變速器,排擋。4 (膠片,照相紙)感光速度。5 〈古語〉興隆...
  1. 124 well - designed commercial guest rooms include a variety of fashionable contracted standard rooms, economic comfortable king - size bed rooms and spacious valued advanced king - size bed rooms. all rooms are equipped with excellent bed necessaries, free high speed internet service, pleasant shower equipment, plenty satellite tv, fashionable contracted washroom and so on. it also offers council chamber and leisure commercial chamber. han ting hotel - waitan, waiting to provide you with careful and polite service. let you omnibearing enjoy the special inventive mind and unique charm from the hotel

    上海漢庭酒店連鎖-外灘店擁有精心設計的商務客房124間,包括時尚簡約的標準房經濟舒適的大床房寬敞尊貴的高級大床房。客房提供優質的床上用品免費高速寬帶上網舒適的淋浴設備豐富的衛星電視節目時尚簡約的衛生間等。並設有會議室休閑商務會所。
  2. To further strengthen domestic and international industrial bearings and technological exchanges and cooperation, and speed up new products, new technology diffusion, bearing promote industrial development by the state department in charge of approval from beijing, china, organized by the society of mechanical engineering, jia century, the exhibition industry contracted out " 2006 beijing international bearing industry exhibition " in 2006 august 30 - 9 1 in the china international exhibition center

    為了進一步加強國內外軸承工業的技術交流與合作,加快新產品新技術推廣,推動軸承工業的發展,經國家主管部門批準,由中國北京機械工程學會主辦北京世紀佳業展覽有限公司承辦的「 2006中國北京國際軸承工業展覽會」於2006年8月30日9月1日在北京中國國際展覽中心舉辦。
  3. First according to the fact that tangential components of the evolution do not affect the geometric shape of the evolving curves, we introduce the evolution equation of geometric quantities for the general planar curves. then we describe the work of gage - hamilton briefly. last we consider a special curvature flow of curve which evolves with speed function of the principal curvatures along the inner norm and show that convexity of the curve is kept and its length and area are contracted if the initial closed curve is smooth and convex. so the final shape of the curve will be a point in finite time

    首先根據曲線在切向分量上發展是不影響曲線的發展形狀,我們引入了曲線的一些幾何變量的發展方程;其次我們簡要地回顧gage - hamilton研究曲線發展的一般步驟;最後我們考慮沿曲線的內法線以曲率的函數為發展速度的一類特殊的曲線族,證明了在初始曲線為凸的閉平面簡單曲線條件下,曲線將保持凸的,並且它的面積和周長將同時收縮,並在有限時間內成為一個點。
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