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blowup

英 [ˈbləʊˈʌp]

美 [ˈbloʊˌʌp]

n.  放大的图片; 放大的照片; 突然的激烈争吵

柯林斯词典

  • N-COUNT 放大的图片;放大的照片
    Ablow-upis a photograph or picture that has been made bigger.
    1. ...a grainy blowup obviously taken with a telephoto lens in bad light.
      一张显然是用长焦镜头在光线不好的情况下拍摄的噪点很高的照片的放大版
    2. ...yellowing blow-ups of James Dean.
      泛黄的詹姆斯·迪恩的放大照
  • N-COUNT 突然的激烈争吵
    Ablow-upis a sudden fierce argument.
    1. It is understood he had a blow-up with coach Chris Anderson...
      据了解,他和教练克里斯·安德森之间爆发了激烈争吵。
    2. He and Cohen appeared headed for a major blowup.
      他和科恩像是要大吵一架。

英英释义

noun

双语例句

  • Besides, we analyse the behavior of the solution in a neighborhood of a blowup point.
    除此之外,我们对解在奇点附近的破裂行为进行了分析。
  • Rational Pentagonal B é zier Representation of Circular Arcs and Blowup Sampling of Algebraic Curves
    圆弧曲线的有理五次Bézier表示及代数曲线胀开采样方法
  • The global existence and blowup results of solutions are given using upper and lower solutions, comparison principle and related results and techniques from ordinary differential equations.
    采用不变区域法、比较原理结合相应的常微分方程结论、技巧探讨解的整体存在性与爆破问题。
  • Blowup of Solution for Mixed Problem of Nonlinear Evolution Equations
    非线性发展方程混合问题解的Blowup
  • However, with the blowup of multi-source and large region covering ocean remote sensing data, there are still many difficulties in fast and automatic extraction of spatial information of ocean eddies.
    但面对日益增长的多源、大面积海洋遥感数据,在快速自动化提取海洋涡旋的空间信息方面还存在很多难题。
  • After my blowup it was really rocky for a while.
    我爆发之后,有一阵子关系还真僵。
  • A nonlinear degenerate parabolic equation subject to Dirichlet initial-boundary conditions is considered. Using eigenfunction and Jensen inequation, under certain assumptions, it is proved that the blowup of solution occurs at finite time.
    考虑一类非线性退化抛物型方程初边值问题,利用特征函数和Jensen不等式,在一定条件下,证得方程的解在有限时刻爆破。
  • In Chapter 2, we study the blowup of solutions for the nonlinear q-Laplacian wave equation with negative initial energy; Meanwhile, we get the solution also blows up with suitable positive initial energy under some conditions.
    在第二章中,我们分别给出了带有q-laplacian算子的非线性波动方程在具有正的和负的初始能量时,它的解的爆破性质。
  • Furthermore, it is shown that the blowup set is the entire interval [ 0, a], which is quite different from the results for the solution with local source.
    进而,证明解的爆破点集是整个区间[0,a],这与具有局部源的方程解的性质不同。
  • In this paper, we discuss the blowup of solutions for nonlinear q-Laplacian wave equation;
    在此论文中,我们研究了带有q-Laplacian算子的非线性波动方程的解的爆破性质;