quantum mechanics造句
造句与例句手机版
- Course 1 makes heavy use of quantum mechanics .
第一种课程大量应用量子力学。 - Quantum mechanics is basically statistical in nature .
量子力学本质上基本是统计性的。 - Quantum mechanics is an unambiguous and quantitative theory .
量子力学是一个明确的和定量的理论。 - These results are derivable from the theory of quantum mechanics .
这些结果是根据量子力学理论推导出来的。 - In quantum mechanics the particle need not have a definite energy .
在量子力学中,粒子并不需要具有确定的能量。 - The results of this section lie at the very heart of quantum mechanics .
本节的结果是量子力学所深切关心的问题。 - Newton mechanics is no more than an approximate version of quantum mechanics .
牛顿力学只是量子力学的一种近似描述。 - We must now see how quantum mechanics accounts for these results .
现在我们就必须看一下量子力学是如何解释这些结果的。 - Our usual vocabulary is not quite a match for the nuances of quantum mechanics .
我们通常的词汇与量子力学的意义不太匹配。 - Quantum mechanics scored first in providing an explanation of atomic structure .
量子力学首先在提供对原子结构的说明中取得成功。 - It's difficult to see quantum mechanics in a sentence. 用quantum mechanics造句挺难的
- In quantum mechanics all particles, not only photons, exhibit wavelike properties .
在量子力学中不仅光子,而且所有粒子都显示波性。 - In quantum mechanics itself there are many constructs that we cannot measure directly .
量子力学本身就存在着许多不能直接测量的概念。 - Relativity and quantum mechanics have radically altered our picture of nature .
相对论和量子力学已经从根本上改变了我们对大自然的看法。 - We now develop the theory of quantum mechanics in a more general fashion than previously .
我们现在以较前更普遍的形式来阐述量子力学理论。 - The relation between quantum mechanics and the mind has been the subject of much speculation .
量子力学和智力之间的关系受到了极大的关注。 - Special relativity and quantum mechanics were two major theories that appeared subsequently .
狭义相对论和量子力学是相继出现的两个主要理论。 - Quantum mechanics and relativity have revealed the boundaries of validity of classical mechanics .
量子力学和相对论,揭示了经典力学的适用范围。 - In this chapter we shall consider some of the basic postulates and theorems of quantum mechanics .
本章我们将阐述量子力学的一些基本假设和原理。 - In the limit of large quantum numbers quantum mechanics goes over into classical mechanics .
在大量子数的极限情况下,从量子力学过渡到经典力学。 - Pauli deduced the principle from spectroscopic data prior to the advent of quantum mechanics .
泡利是在量子力学出现以前,根据原子光谱的数据导出这个原理的。
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