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Crystal determination of a complex between 2,6-dimethoxyflavone and perchloric acid revealed that the inclusion compound contains a water of crystallization that participates in hydrogen bonds connecting the perchloric anion and the carbonyl oxygen of the flavone. The torsion angle between the-benzopyrene and the phenyl rings O(1)C(2)C(1)C(6) is –45, which gives a less twisted molecule than the parent molecule or other inclusion compounds with carboxylic acids. A comparative study with these structures shows that the hydrogen bond forces coplanarity between the-benzopyrone and phenyl rings.  相似文献   
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Crystals of a second triclinic modification of the title compound, 2‐(2,6‐di­methoxy­phenyl)‐4H‐1‐benzo­pyran‐4‐one, C17H14O4, were grown from a hot cyclo­hexane solution. In the mol­ecule, the O—C—C—C torsion angle at the junction between the benzo­pyran and phenyl rings is 67.6 (3)°.  相似文献   
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The 11 adduct of chlorotriphenyltin with 2,6-dimethoxyflavone, (C35H29O4ClSn)Mr=667.78, crystallizes in the triclinic space groupP1 with the following data:a-9.094(2),b=12.369(3),c=14.674(3) Å, =74.78(2), =77.00(2), =73.06(3)°,V=1503.8(4) Å3,Z=2, Mo-K, =9, 8 cm–1,Dc=1.475 g cm–3, F(000)=676,T=293K. The structure was solved by direct-methods and has been refined to a finalR value (l>3(I)) of 0.0301. The flavone coordinates to the tin atom through the carbonyl oxygen atom. The metal center exhibits a trigonal bipyramidal configuration with the three phenyl groups in equatorial positions.  相似文献   
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The MgB2 superconductor, synthesized using solid-state and liquid-phase sintering methods, have been characterized for various properties. The upper critical field, irreversibility line and critical current density have been determined using magnetization data. The current-voltage characteristics recorded under an applied magnetic field revealed the existence of vortex glass transition. The surface analysis using X-ray photoelectron spectroscopy shows that MgB2 is sensitive to atmospheric degradation.  相似文献   
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In this paper, we revisit some quantum mechanical aspects related to the quantum Hall effect. We consider a Landau type model, paying a special attention to the experimental and geometrical features of quantum Hall experiments. The resulting formalism is then used to compute explicitely the Hall conductivity from a Kubo formula.  相似文献   
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