blow-up

英 [ˈbləʊ ʌp]

美 [ˈbloʊ ʌp]

n.  照片(或图画、图案等)的放大; 发脾气; 发怒

复数：blow-ups　

计算机

牛津词典

noun

• 照片（或图画、图案等）的放大
  an enlargement of a photograph, picture or design
  1. Can you do me a blow-up of his face?
     你能帮我把他的脸部放大吗？
• 发脾气；发怒
  an occasion when sb suddenly becomes angry

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。

双语例句

• Abstract: The global existence and blow-up problem for the parabolic equations with nonlinear boundary conditions were studied.
  文摘：讨论了带非线性边界条件的抛物型方程组的解的整体存在性及爆破问题。
• Blow-up estimates for semilinear parabolic systems with exponent reaction terms
  具指数型反应项的半线性抛物型方程组解的爆破速率估计
• The existence and blow-up of a class degenerate parabolic equation on semi-infinite space is considered.
  讨论半无界空间上退缩抛物型方程解的存在性与爆破性质。
• Oscillation of Partial Functional Equations and Blow-up for Nonlinear Reaction-diffusion Equations; Linearly polarized light will in consequence become elliptically polarized on total reflection.
  偏泛函微分方程的振动性与非线性反应扩散方程的爆破性因此，线偏振光径全反射后将变成椭圆偏振光。
• Blow-up for a Semilinear Reaction-Diffusion System with Varying Coefficient
  一类变系数半线性反应扩散方程组解的爆破性
• 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。
• Each blow-up is preceded by rising home and equity prices;
  每次危机爆发之前都是住房和股票的价格增长；
• Global Existence and Blow-up of Solutions to an Evolution p-Laplace System with Nonlinear Boundary Conditions
  一类具有非线性边界条件的发展型p-Laplace方程组正解的爆破性及整体存在性
• Properties of Boundary Blow-up Solutions to Elliptic Systems of Competitive Type with Singular Weights
  带奇异权函数的竞争型边界爆破椭圆方程组解的性质
• Then, based on the local existence of the classical solution, we discuss the blow-up criterion.
  利用光滑子的性质及逼近解的估计，通过取极限得到解的局部存在性。