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1.For the congruently addition compound dissociation equilibrium Δ_rG_m~θ=R(1.651 64T-0.007 87T~2)J·mol~(-1),Δ_rH_m~θ=3 415.34 J·mol~(-1),Δ_rS_m~θ=13.675±0.003 J·mol~(-1)K~(-1).
mol-1.该体系相合熔点化合物的离解平衡ΔrGmθ=R(1.65164T-0.007 87T2)J. mol-1,ΔrHmθ=3 415.34 J.收藏指正
2.Because of secondary dissociation of sulfuric acid in the system,the concentrations of hydrogen ions in equilibrium system were determined by mathematic iterative technique. The standard electrode of AgCl-Ag in the pure water was determined according to the method of Bates.
由于体系中存在硫酸的二级解离,应用数学迭代方法确定平衡体系中氢离子的浓度,AgCl-Ag电极的标准电极电势应用Bates方法确定,根据测得电池的电动势数据计算了混合溶液中HCl的活度系数γA。收藏指正
3.The equilibrium structure and dissociation energy of DBr molecule at the ground state are calculated and optimized using quantum chemistry methods CCSDand QCISD at the 6-311++G** and TZV basis set. The equilibrium nuclear distance is agree with experiment data.
用量子化学计算方法CCSD和QCISD,分别在基组6-311++G**和TZV下,优化计算了DBr分子基态的平衡结构和离解能,得到的平衡核间距与实验值基本吻合.收藏指正
4.Under the conditions of the temperature of 270.9-278.2K and the pressure of 2. 47 4. 31MPa, equilibrium temperature and pressure of methane hydrate dissociation in three sediment systems with average pore radii 53.2nm, 27.2nm, and 15. 5nm are measured, respectively. The results demonstrate that the average pore size of nature-like sediments has effects on phase equilibrium conditions of methane hydrate.
在温度为270.9~278.2K、压力为2.47~4.31MPa条件下,分别对平均孔径为53.2nm、27.2nm和15.5nm的沉积物体系中甲烷水合物的分解平衡温度和压力条件(即相平衡)进行了测定,结果表明,近自然沉积物的平均孔径大小会影响甲烷水合物的相平衡条件。收藏指正
5.The equilibrium structure and dissociation energy of NaH molecule at the ground state are calculated and optimized using quantum chemistry methods,CCSD(T)and QCISD(T) at the following basis sets:6-311++G(3DF,2PD), 6-311++G(3DF,2P),aug-cc-pvtz and cc-pvtz. The equilibrium nuclear distance agrees with experiment data.
用量子化学计算方法与基组CCSD(T)/6-311++G(3DF,2PD)、QCISD(T)/6-311++G(3DF,2P)、QCISD(T)/aug-cc-pvtz和CCSD(T)/cc-pvtz,优化计算了NaH分子基态的平衡结构和离解能,得到的平衡核间距与实验值基本吻合。收藏指正
6.Using the QCIDS and basis 6-311++G( 3df,3pd) , the present work has optimized the equilibrium geometry for the ground state 2A 1 of AlH 2, which is C 2v H Al H,whose angle, equilibrium nuclear distance and dissociation energy are 118.6766°, 1.592?
使用多体项展式理论方法,导出了基态AlH2分子的分析势能函数,该势能表面准确地再现了AlH2(C2v)平衡结构,然后根据势能函数等值图讨论了H+AlH反应和Al+H2反应的势能面静态特征。收藏指正
7.Two kinds of the equilibrium structures, linear ArHF and ArFH, have been optimized, and equilibrium geometries and dissociation energies for these Van der waals complexes have been calculated using Gaussian92 program with CID/6 - 311G * method. Force constants for two kinds of the complexes have been calculated using the program with MP2/6 - 311G* method.
利用Gaussian92程序和CID/6—311G*方法优化得到ArHF和ArFH两种线性平衡结构,计算出了这两种弱结合分子的结构参数和离解能,并使用该程序和MP2/6—311G*?方法计算得到它们的力常数。收藏指正
8.The equilibrium structure and dissociation energy of TF molecule at the ground state are calculated and optimized using quantum chemistry methods CCSD(T)and QCISD(T) at the 6-311++G** and cc-pvdz basis set.
电子相关耦合族方法CCSD(T)和QCISD(T)以及基组6-311++G**和cc-pvdz是目前最可靠的单参考组态方法。 利用其对TF分子的基态进行优化计算,使优化的平衡间距分别为0.091 599 872 nm,0.091 971 495nm,0.091 623 623 nm,0.091 978 183 nm。收藏指正
9.It was noted that the binding between NE2 protein and 8H3 can be enhanced by the pre-binding of 8C11. The equilibrium dissociation constants (KD) of these three MAbs and their Fab fragments were determined by BIAcore biosensor.
利用Biacore生物传感器测定这3株MAb及其Fab的亲和常数(KD),8C11和13D8的KD值均为20nmol/L左右,其Fab片段的KD值较完整抗体有数十倍的提高,可解释为完整抗体的二价效应;收藏指正
10.The present paper is to provide the calculated results of equilibrium geometry, saddle point, energy, dissociation energy, vibration frequency and harmonic force field based on ab inition ca culations using CID / 6-31G~* and HF/6-311G~(**) methods for ground state N_2H~+.
本文用CID/6-31G~*和HF/6-311G~(**)方法,计算了基态N_2H~+离子的几何构型,鞍点,能量,力常数,振动频率以及离解能。收藏指正
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