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1.
合成了无水乳酸配合物(NH4)2[Sr(C3H5O3)4]。用X射线单晶衍射仪对该配合物的晶体结构进行了表征,确定了其组成、空间结构和配位方式。绘制了配合物的Hirshfeld表面和2D指纹图,揭示了分子间的相互作用以及该配合物具有多个配位位点和较强的配位活性。根据相关的晶体数据计算出了该配合物的晶格能及其对应阴离子的摩尔体积,计算得到该配合物的晶格能为2 742.9 kJ·mol-1。用等温环境反应-溶解量热计测量了该配合物在298 K超纯水溶剂中的溶解焓。根据Pitzer电解质溶液理论,在298 K下获得了该配合物的无限稀释摩尔溶解焓ΔsHm和Pitzer参数,确定该配合物的ΔsHm为(114.01±0.04) kJ·mol-1。计算了该配合物的表观相对摩尔焓(ΦL)以及不同浓度下溶质和溶剂的相对偏摩尔焓(L1L2)。最后,根据晶格能和ΔsHm设计了热化学循环,并计算出了阴离子的水合焓值。热重和微商热重曲线进一步揭示了该配合物的结构。  相似文献   

2.
合成了无水乳酸配合物(NH4)2[Sr(C3H5O3)4]。用X射线单晶衍射仪对该配合物的晶体结构进行了表征,确定了其组成、空间结构和配位方式。绘制了配合物的Hirshfeld表面和2D指纹图,揭示了分子间的相互作用以及该配合物具有多个配位位点和较强的配位活性。根据相关的晶体数据计算出了该配合物的晶格能及其对应阴离子的摩尔体积,计算得到该配合物的晶格能为2742.9 kJ·mol-1。用等温环境反应-溶解量热计测量了该配合物在298 K超纯水溶剂中的溶解焓。根据Pitzer电解质溶液理论,在298 K下获得了该配合物的无限稀释摩尔溶解焓△sHm和Pitzer参数,确定该配合物的△sHm为(114.01±0.04) kJ·mol-1。计算了该配合物的表观相对摩尔焓(ΦL)以及不同浓度下溶质和溶剂的相对偏摩尔焓(L1L2)。最后,根据晶格能和△sHm设计了热化学循环,并计算出了阴离子的水合焓值。热重和微商热重曲线进一步揭示了该配合物的结构。  相似文献   

3.
利用2,2''-(1,4-亚苯基)二(亚苯基)二(硫基)苯二羧酸(H2L1)和2,2''-(2,3,5,6-四甲基-1,4-亚苯基)二(亚甲基)二(硫基)苯二甲酸(H2L2)2个柔性二羧酸分别与镧系金属盐反应,通过溶剂热方法合成了3个配位聚合物:{[(NH2(CH3)2][Nd(L1)2(DMF)]·2DMF}n(1)和{[Ln(L2)1.5(H2O)(DMF)2]·2DMF}n[Ln=Ce(2),Pr(3)]。利用元素分析、红外、粉末X射线衍射、热重分析等对配合物进行了表征。X射线单晶衍射分析表明:3个配合物均为二维的层状结构,并且2个配体在配合物中表现出不同的构象。(L1)2-在配合物1中表现出顺式和反式2种构象,(L22)2-在配合物23中仅表现出反式构象。此外,对配合物的热稳定性和荧光性质也进行了研究。  相似文献   

4.
合成了四氯合锌酸正九烷铵复合物(C9H19NH3)2ZnCl4(s) (C9Zn(s)), 并使用X射线单晶衍射、化学分析以及元素分析确定了其晶体结构和化学组成. 利用其晶体学数据推导了C9Zn(s)的晶格能UPOT=952.94 kJ·mol-1. 在298.15 K下, 利用恒温环境溶解-反应热量计测定了C9Zn(s)在不同质量摩尔浓度下的摩尔溶解焓. 在Pitzer电解质溶液理论基础上确定了C9Zn(s)的无限稀释摩尔溶解焓ΔsΗm=20.09 kJ·mol-1, 以及Pitzer焓参数组合(4βC9H19NH3,Cl(0)L+2βZn,Cl(0)LC9H19NH3,ZnL)和(2βC9H19NH3,Cl(1)LZn,Cl(1)L)的值.  相似文献   

5.
利用精密绝热热量仪测定了化合物配合物Zn(Met)3(NO3)2·H2O (s) (Met=L-α-蛋氨酸)在78-371 K温区的摩尔热容. 通过热容曲线解析, 得到了该配合物的起始脱水温度为TD=325.10 K. 将该温区的摩尔热容实验值用最小二乘法拟合得到了摩尔热容(Cp)对约化温度(T)的多项式方程, 由此计算得到了配合物的舒平热容值和热力学函数值. 基于设计的热化学循环, 选择100 mL of 2 mol·L-1 HCl为量热溶剂, 利用等温环境溶解-反应热量计, 得到了298.15 K配合物的标准摩尔生成焓为ΔfHm0[Zn(Met)3(NO3)2·H2O(s),s]=-(1472.65±0.76) J·mol-1.  相似文献   

6.
以高氯酸钐和缬氨酸为原料在蒸馏水中合成了一种稀土高氯酸盐-缬氨酸配合物[Sm2(L-α-Val)4(H2O)8](ClO4)6。利用TG/DTG、化学和元素分析、FTIR等技术表征了配合物的结构,确定其组成为:[Sm2(L-α-Val)4(H2O)8](ClO4)6。用精密绝热量热仪测量了它在78~371 K温区的热容,用最小二乘法将该温区的热容对温度进行拟合,得到了热容随温度变化的多项式方程。用此方程进行数值积分,得到每隔5 K的舒平热容值和相对于298.15 K的热力学函数值。根据TG/DTG结果,推测了该配合物的热分解机理。另外,依据Hess定律,通过设计合理的热化学循环,利用等温环境溶解-反应热量计分别测量量热反应的反应物和产物在所选溶剂中的溶解焓,从而确定反应的反应焓为:ΔrHm?=(24.83±0.85) kJ·mol-1。最后,利用反应的反应焓和其它反应物和产物已知的热力学数据计算出配合物的标准摩尔生成焓为:-(8 010.01± 3.90) kJ·mol-1。  相似文献   

7.
合成了高氯酸镨和咪唑(C3H4N2), DL-α-丙氨酸(C3H7NO2)混配配合物晶体. 经傅立叶变换红外光谱、化学分析和元素分析确定其组成为[Pr(C3H7NO2)2(C3H4N2)(H2O)](ClO4)3. 使用具有恒温环境的溶解-反应量热计, 以2.0 mol•L-1 HCl为量热溶剂, 在T=(298.150±0.001) K时测定出化学反应PrCl3•6H2O(s)+2C3H7NO2(s)+C3H4N2(s)+3NaClO4(s)=[Pr(C3H7NO2)2(C3H4N2)(H2O)](ClO4)3(s)+3NaCl(s)+5H2O(1)的标准摩尔反应焓为ΔrHmө=(39.26±0.11) kJ•mol-1. 根据盖斯定律, 计算出配合物的标准摩尔生成焓为ΔfHmө{[Pr(C3H7NO2)2(C3H4N2)(H2O)](ClO4)3(s), 298.150 K}=(-2424.2±3.3) kJ•mol-1. 采用TG-DTG技术研究了配合物在流动高纯氮气(99.99%)气氛中的非等温热分解动力学, 运用微分法(Achar-Brindley-sharp和Kissinger法)和积分法(Satava-Sestak和Coats-Redfern法)对非等温动力学数据进行分析, 求得分解反应的表观活化能E=108.9 kJ•mol-1, 动力学方程式为dα/dt=2(5.90×108/3)(1-α)[-ln(1-α)]-1exp(-108.9×103/RT).  相似文献   

8.
在298.15 K下利用等温环境溶解反应热量计测定了离子液体C3MIBF4(四氟硼酸1-甲基-3-丙基咪唑)和C5MIBF4(四氟硼酸1-甲基-3-戊基咪唑)不同浓度水溶液的摩尔溶解焓(ΔsHm). 借助Pitzer电解质溶液理论, 得到了它们的标准摩尔溶解焓 和Pitzer焓参数: 和 , 并计算了表观相对摩尔焓. 根据Glasser理论计算了离子液体晶格能, 进而估算了离子液体C5MIBF4和C3MIBF4中正离子的水化焓分别为-171 kJ•mol-1 (C5MI)和-207 kJ•mol-1 (C3MI).  相似文献   

9.
在298.15 K下利用等温环境溶解反应热量计测定了离子液体C3MIBF4(四氟硼酸1-甲基-3-丙基咪唑)和C5MIBF4(四氟硼酸1-甲基-3-戊基咪唑)不同浓度水溶液的摩尔溶解焓(ΔsHm). 借助Pitzer电解质溶液理论, 得到了它们的标准摩尔溶解焓 和Pitzer焓参数: 和 , 并计算了表观相对摩尔焓. 根据Glasser理论计算了离子液体晶格能, 进而估算了离子液体C5MIBF4和C3MIBF4中正离子的水化焓分别为-171 kJ•mol-1 (C5MI)和-207 kJ•mol-1 (C3MI).  相似文献   

10.
合成了高氯酸镨和咪唑(C3H4N2), DL-α-丙氨酸(C3H7NO2)混配配合物晶体. 经傅立叶变换红外光谱、化学分析和元素分析确定其组成为[Pr(C3H7NO2)2(C3H4N2)(H2O)](ClO4)3. 使用具有恒温环境的溶解-反应量热计, 以2.0 mol•L-1 HCl为量热溶剂, 在T=(298.150±0.001) K时测定出化学反应PrCl3•6H2O(s)+2C3H7NO2(s)+C3H4N2(s)+3NaClO4(s)=[Pr(C3H7NO2)2(C3H4N2)(H2O)](ClO4)3(s)+3NaCl(s)+5H2O(1)的标准摩尔反应焓为ΔrHmө=(39.26±0.11) kJ•mol-1. 根据盖斯定律, 计算出配合物的标准摩尔生成焓为ΔfHmө{[Pr(C3H7NO2)2(C3H4N2)(H2O)](ClO4)3(s), 298.150 K}=(-2424.2±3.3) kJ•mol-1. 采用TG-DTG技术研究了配合物在流动高纯氮气(99.99%)气氛中的非等温热分解动力学, 运用微分法(Achar-Brindley-sharp和Kissinger法)和积分法(Satava-Sestak和Coats-Redfern法)对非等温动力学数据进行分析, 求得分解反应的表观活化能E=108.9 kJ•mol-1, 动力学方程式为dα/dt=2(5.90×108/3)(1-α)[-ln(1-α)]-1exp(-108.9×103/RT).  相似文献   

11.
The enthalpies of solution in water for five new light rare earth ternary complexes RE(Gly)4Im(ClO4)3 2H2O (RE = La, Pr, Nd, Sm, Eu; Gly‐glycine; Im‐imidazole) were measured by means of a Calvet microcalorimeter. The empirical formula of enthalpy of solution (ΔsolH), relative apparent molar enthalpy (πLi), relative partial molar enthalpy (Li) and enthalpy of dilution (ΔdllH1,2) were drawn up by the data of enthalpies of solution of these complexes. From three plots of the values of standard enthalpy of solution Δsol H?, πLi, Li) versus the values of ionic radius (r) of the light rare earth elements, the grouping effect of lanthanide was observed, showing that the coordination bond between rare earth ion and ligand possesses a certain extent of the property of a covalent bond. The standard enthalpies of solution in water of similar complexes, Ce(Gly)4Im(ClO4)3.2H2O were estimated according to the plot of ΔsolH?, versus r.  相似文献   

12.
Introduction Since Anghileri firstly reported that complex of LaCl3 with glycine had the antitumor function in 1975,1 coordination compounds of rare earth with amino acid have attracted increasing attention.2-4 People have found that some compounds of rare earth with amino acids possess disinfection, elimination of inflammation, de-crease of the level of blood sugar and anti-cruor func-tions. Imidazole is a wreath compound, and presents unique biological activities. Ternary coordination com-…  相似文献   

13.
0IntroductionTherearemanykindsofhydratedcalciumbo-rates,bothnaturalandsynthetic.Someofthemarematerialsusedinglass,potteryandporcelainenamelindustry,especiallyinunalkaliglassindustry.4CaO·5B2O3·7H2O,calledpriceite,isacalciumboratemin-eral,notfoundinCaO-B…  相似文献   

14.
Saturation molalities m(sat) in H2O(l) have been measured for the substances cytidine(cr), hypoxanthine(cr), thymidine(cr), thymine(cr), uridine(cr), and xanthine(cr) by using h.p.l.c. The states of hydration were established by performing Karl-Fischer analyses on samples of these substances, which had been allowed to equilibrate with their respective aqueous saturated solutions for several days at T≈298 K and then dried with air at T≈296 K for ≈24 h. The crystalline forms of the substances were identified by comparison of the results of X-ray diffraction measurements with results from the literature. Also, molar enthalpies of solution ΔsolHm(cal) for these substances were measured by using an isoperibol solution calorimeter. A self-association (stacking) model was used to estimate values of the activity coefficients γ and relative apparent molar enthalpies Lφ for these substances. These γ and Lφ values were used to adjust the measured values of m(sat) and ΔsolHm(cal) to the standard state and thus obtain values of the standard molar Gibbs free energy ΔsolGm and enthalpy changes ΔsolHm for the dissolution reactions of these substances. The values of the pKs and of the standard molar enthalpies of the ionization reactions were also used to account for speciation of the substances in the calculations of ΔsolGm and ΔsolHm. Values of standard molar enthalpies of formation ΔfHm, standard molar Gibbs free energies of formation ΔfGm, and standard partial molar entropies S2,m for the aqueous species of hypoxanthine and xanthine were calculated. A detailed summary and comparison of thermodynamic results from the literature for these substances is presented.  相似文献   

15.
A new ionic liquid, PMIInCl4, was prepared by mixing 1-methyl-3-pentylimidazolium chloride (PMIC) with InCl3. The molar enthalpies of solution of PMIC and PMIInCl4 in water to form solutions at various molalities were determined at 298.15 K using an isoperibol calorimeter. Using Pitzer's electrolyte solution model, the molar enthalpies of solution of PMIC and PMIInCl4 at infinite dilution, Δsol H^m, and Pitzer's ion-interaction parameters βMX (0)L, βMX (1)L and CMX ϕL, were derived. The values of the apparent relative molar enthalpy L and relative partial molar enthalpy of the solutes (PMIC and PMIInCl4), , were subsequently calculated. Using the values of Δsol H^m of PMIC, PMIInCl4 and InCl3, the enthalpy change, Δr<H=−38.19kJ·;mol-1, was calculated for the reaction PMIC + InCl3 → PMIInCl4  相似文献   

16.
Based on the advantages of energetic complexes and cocrystallization, a novel energetic complex cocrystal [Mn(SCZ)3](TNR) (H2O)?·?[Mn(SCZ)2(H2O)(TNR)](H2O) (SCZ: semicarbazide, TNR: 2,4,6-trinitroresorcinol) was synthesized through a one-step reaction. This cocrystal contains equal units of [Mn(SCZ)2(H2O)(TNR)](H2O) and [Mn(SCZ)3]TNR(H2O). The molecules of the two units arrange mutually crosswise in the cocrystal and the benzene rings of TNR can form one-dimensional self-assemblies through π-π stacking. The thermal decomposition of the cocrystal is complicated with one endothermic process and three exothermic processes in the DSC curve. The complex [Mn(SCZ)2(H2O)(TNR)]?·?3(H2O) was synthesized and the temperature of the major exothermic peak of the cocrystal is higher than observed for this complex.  相似文献   

17.
A new magnesium borate Mg2[B2O4(OH)2]·H2O has been synthesized by the method of phase transformation of double salt at hydrothermal condition and characterized by XRD, IR, TG and DSC. The enthalpy of solution of Mg2[B2O4(OH)2]·H2O in 0.9764 mol L–1 HCl was determined. With the incorporation of the enthalpies of solution of H3BO3 in HCl (aq), of MgO in (HCl+H3BO3) (aq), and the standard molar enthalpies of formation of MgO(s), H3BO3(s), and H2O(l), the standard molar enthalpy of formation of –(3185.78±1.91) kJ mol–1 of Mg2[B2O4(OH)2]·H2O was obtained.This revised version was published online in November 2005 with corrections to the Cover Date.  相似文献   

18.
For measuring solution enthalpies of the strong hygroscopic double chlorides, an isoperibol solution calorimeter was built. Samples of 2–5 g could be solved to a molar dilution 1 : 3000. The temperature difference between reaction vessel and thermostat was measured by a thermopile; the temperature of the thermostat was constant to 2 · 10?4°C. From the molar enthalpies of solution (ΔHL), enthalpies for the reactions nACl + MCl2 = AsMCl(s + 2) were calculated: ΔHPR = ? ΔHL (double chloride) + ΔHL(n Cl) + ΔHL(MCL2) These values are relatively small: about ? 50 kJ for the Cs-compounds, nearly zero for the K- and Na-compounds.  相似文献   

19.
T-jump/FT-IR spectroscopy was used to study the rapid thermal decomposition activity of [Pb2(TNR)2(CHZ)2(H2O)2]·4H2O and Cd(CHZ)2(TNR)(H2O) under 0.1 MPa Ar atmosphere. The results show that the main gaseous products of [Pb2(TNR)2(CHZ)2(H2O)2]·4H2O are NH3, H2O and HONO, while CO and NO are the major gaseous products of flash pyrolysis of Cd(CHZ)2(TNR)(H2O). Thus Cd(CHZ)2(TNR)(H2O) is not an eco-friendly and chemically compatible primary explosive. Both compounds liberate volatile metal carbonate, oxide and isocyanate compounds. The combustion temperature and products of the two compounds were calculated by Real code. The results of theoretical calculation show that the combustion temperature of [Pb2(TNR)2(CHZ)2(H2O)2].4H2O is higher than that of Cd(CHZ)2(TNR)(H2O), there is no HNCO in the combus- tion products and the amount of NO is less than the experiment result from T-jump/FTIR.  相似文献   

20.
Saturation molalities m(sat) in H2O(l) have been measured for the substances adenosine(cr), guanosine · 2H2O(cr), inosine(cr), and xanthosine · 2H2O(cr) over the temperature range T=287.91 K to T=308.18 K by using h.p.l.c. The indicated states of hydration of these substances were established by performing Karl–Fischer analyses of samples of these substances which had been equilibrated over H2O(l) and of samples obtained by passing air over the wet crystals (air dried samples). The crystalline phases of these substances were identified by comparison of the results of X-ray diffraction measurements with results from the literature. Molar enthalpies of solution ΔsolHm for adenosine(cr) and inosine(cr) were measured by using an isoperibol solution calorimeter. A “stacking” or “self-association” model was used to estimate values of the activity coefficients γ and relative apparent molar enthalpies Lφ for these substances. These γ and Lφ values were used to adjust the measured values of m(sat) and ΔsolHm to the standard state and obtain values of the standard molar Gibbs free energy and enthalpy changes ΔsolGm and ΔsolHm, respectively, for the dissolution reactions of these substances. Values of ΔsolHm calculated from the temperature dependence of values of ΔsolGm were in good agreement with the values of ΔsolHm obtained by using calorimetry.  相似文献   

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