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- the orthogonal coulomb wave function 正交庫侖波函數
- The molecular electronic wave function is perturbed. 分子的電子波函數受到了微擾。
- We now show how to calculate molecular dipole moments from wave function. 我們現在說(shuō)明如何從波函數來(lái)計算分子的偶極矩。
- If so we shall have a wave function that satisfies our new postulate. 如果事實(shí)確是如此，我們就得到了一個(gè)滿(mǎn)足新假設的波函數。
- If so we shall have a wave function that satisfies our new postulate . 如果事實(shí)確是如此，我們就得到了一個(gè)滿(mǎn)足新假設的波函數。
- These wave functions correspond to states of constant energy E. 這些波函數對應于具有恒定能量E的態(tài)。
- The angular part of a continuum wave function is, of course, a spherical harmonic. 連續譜波函數的角度部分當然是球諧函數。
- The parity of the eigenfunction is found by determining what happens to the wave function when r is replaced by -r. 本征函數的宇稱(chēng)可以這樣確定：當r用－r代替時(shí)看波函數的變化。
- These wave functions correspond to states of constant energy E . 這些波函數對應于具有恒定能量e的態(tài)。
- Wave function, Schrodingger equation, infinite deep potential well in one dimension. 波函數;薛定諤方程;一維無(wú)限深勢阱;
- In the quantum world, objects are described by wave functions. 在量子的世界中，物體都是以波函數來(lái)描述。
- Let's have a look at an interesting feature of the ground-state wave function, Eq(6. 120). 讓我們來(lái)看基態(tài)函數(6.;120)式的有趣圖象。
- We start by considering the wave function, ignoring the antisymmetry requirement. 我們先考慮波函數,而暫不顧及它的反對稱(chēng)性要求。
- If desired, the perturbed wave function may be normalized at the end of the calculation. 當需要時(shí)，可在計算最后將微攏波函數歸一化。
- Although the approximate wave function is qualitatively useful, it is gravely lacking in quantitative accuracy. 雖然近似的波函數是定性地有用，然而它嚴重的缺少定量的準確性。
- Use of higher roots of (8. 88) in (8. 85) gives approximation to excited state wave function. 將(8.;88)中的高值根用于(8
- The wave function of an electron in an atom or molecule, indicating the electron's probable location. 軌函數描述原子或分子中某個(gè)電子運動(dòng)函數,它可指出電子的可能位置。
- Let us examine them from the stand point of proper behavior of the wave function. 讓我們從波函數正常性質(zhì)的觀(guān)點(diǎn)來(lái)考查自己。
- Chemical intuition tells us that ionic terms should make substantially less contribution to the wave function than covalent terms. 化學(xué)的直觀(guān)告訴我們離子項對波函數的貢獻比共價(jià)項小得多。
- Applying de Broglie-Bohm interpretation on the wave function, we got the quantum form of two kinds of space-time. 通過(guò)把de Broglie-Bohm 解釋用于波函數,給出了兩類(lèi)黑洞的量子解。
