英语释义

• no two electrons or protons or neutrons in a given system can be in states characterized by the same set of quantum numbers

片语

The Pauli Exclusion Principle泡林不相容原理

Inclusion-exclusion principle[计] 容斥原理

exclusion n principle不相容原理

inclusion and exclusion principle一般容斥原理

stochastic competitive exclusion principle随机竞争排斥原理

illegal proof exclusion principle非法证据排除规则

Pauli i exclusion principle而且

Partial Exclusion Principle部分排除

英汉例句

• and we are going to use the pauli exclusion principle and we are going to use the fact that we fill from lower energy to higher energy.

  我们将会用到泡利不相容定律，而且我们準备利用这个事实，那就是我们从低能级到高能级填充。

• finally, we think that, perhaps, a new phase of the inapplicability of pauli「s exclusion principle can exist.

  最后，我们认为可能存在泡利不相容原理不成立这种新的相。

• the exclusion principle is a statement of this empiric al finding.

  不相容原理是这个实验发现的表述。

• based on inclusion exclusion principle of set theory, a new algorithm to calculate the whole projective area was put forward to those overlapped complex geometrical objects in any direction.

  在此基础上，根据集合论中的包含互斥理论，提出了一种求取多个复杂几何形体在任意方向的投影面积的新算法。

• on the premise of considering pauli exclusion principle strictly, we have obtained an exact general formula of multiparticle and multi-hole state densities for any single-particle hamiltonian.

  在严格考虑泡利不相容原理的前提下，我们导出了任意单粒子哈密顿量的多粒子、多空穴能态密度的精确的、一般的公式。

• the poison tree fruit has also taken exception of the exclusion principle and mode.

  对于毒树之果也采取原则加例外的排除模式。

• and once they start to become part of one system, pauli exclusion principle kicks in.

  一旦他们开始成为体系的一部分，泡利不相容原理起作用了。

• the first one is the pauli exclusion principle which was enunciated by wolfgang pauli.

  第一部分是泡利不相容原则，由沃尔夫冈，泡利做了详尽阐释。

• his exclusion principle states that no two electrons in an atom can exist in the same quantum state.

  他的不相容原理规定：一个原子中不能有两个电子处于同一量子态。

• due to quantum constraints, the atoms sit at a fixed distance from one another (they can」t get any closer as the pauli exclusion principle forbids it).

  由量子力学的约束条件，原子间保持一个固定的距离（它们不能待得比泡利不相容原理所能允许的更近）。