converges
- converges的基本解释
-
-
[变形] converge的第三人称单数
-
vi.
聚合, 集中于一点
-
vt.
使集合
- 相似词
- 相关歌词
- Si Tu Savais
- 更多 网络例句 与converges相关的网络例句 [注：此内容来源于网络，仅供参考]
-
A series is said to be converges absolutely if the series converges; the series is called conditionally convergent, if the series converges but diverges.
绝对收敛如果级数收敛；称级数绝对收敛，如果级数收敛，而发散，则称级数条件收敛。
-
We get the two edge blocking convergencetheorem of sequence of fuzzy numbers and the almost everywhere cut-convergence theorem ofmonotone bounded sequence of fuzzy numbers, and point out that monotone bounded sequenceof fuzzy numbers may not cut-converges and converges.
讨论了模糊数列的收敛、截收敛、几乎处处截收敛性，得到了模糊数列收敛的夹逼定理及单调序有界模糊数列必几乎处处截收敛定理，并指出了单调序有界模糊数列未必截收敛、收敛。
-
The transverse wave disturbance along tangential base flow of circular vortex is discussed By using numerical method we study this instability of baroclinic flow which is mesoscale inertia wave instability on the cylindrical coordinate The influence of stratification stability N 2 , Coriolis parameter f 0 , the vertical shear of tangential wind z of the ambinent atmosphere and the latent heat on the growth rate of instability is studied From the above analysis and calculation, we can learn that there are Eady mode and mesoscale mode of transverse wave instability in circular vortex as well Furthermore we also learn that distribution character of mesoscale mode disturbance field of transverse wave instability, anomalistic "cats eye" structure of lower level and the character of the slowly spreading disturbance converges at low level and the quickly spreading disturbance converges at high level
作者中文名：李红金；陆汉城；宋晓亮；李鲲摘要：讨论涡旋大气中，存在沿切向基流传播的横波型扰动，并采用数值方法讨论了柱坐标系下圆形涡旋系统斜压气流中这类扰动的不稳定，这是一类中尺度的重力惯性波的不稳定。研究了涡旋环境大气的层结稳定度参数N2、切向风垂直切变Vz、凝结潜热、涡旋特性及科里奥利参数f0对不稳定增长率的影响。圆形涡旋中同样存在横波不稳定的Eady模态和中尺度模态，得到了中尺度模态的扰动场分布特征：流场的不规则"猫眼"结构及慢速传播的扰动均集中在低层，而快速传播的扰动均集中在高层的扰动特征。
- 更多网络解释 与converges相关的网络解释 [注：此内容来源于网络，仅供参考]
-
Converges：集中,会聚
Tolerance 容差 | Converges 集中,会聚 | Buffer 缓冲(系),缓冲液,消声器,减音器,缓冲
-
our path converges：我们的路相并
-I wander alone 我一个人漫步 | -our path converges. 我们的路相并 | -I'm acting on an instant 我立即行动
-
Not Yet!! COnverges SOmeday：公司
學校(其他): tesda | 公司: Not Yet!! COnverges SOmeday | 職業: find job palang.
-
All converges to the Grand Harmony：大和歸正中
飛揚有法度 Follow their inner principles to shine and dazzle | 大和歸正中 All converges to the Grand Harmony | 造字如星斗 Words are created according to the heavenly Stars
-
Really?|- And then the smoke converges：是吗?|- 烟雾就会汇集
What you do is you light all three ends|at the same time.|你只需同时... | - Really?|- And then the smoke converges...|- 是吗?|- 烟雾就会汇集... | ...creating a trifecta|of joint-smoking power.|产生三重...