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More on shear modulus collapse of lattices at high pressure

机译:有关高压下晶格的剪切模量崩溃的更多信息

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In his recent paper, Shear modulus collapse of lattices at high pressure, J. Phys. Cond. Matt. 16 (2004) L125, V.V. Kechin claims that the zero temperature shear modulus of a metallic solid vanishes at a high critical pressure, and the critical pressures for this shear modulus collapse lie in the range 0-250 Mbar for elemental metals. Here we demonstrate that Kechin's arguments contain an erroneous assumption, and therefore, do not prove that all metals become mechanically unstable at high pressures. Ab initio calculations and experimental results on a number of solids are analyzed to confirm our conclusion.
机译:在他最近的论文中,高压下晶格的剪切模量崩溃,J。Phys。条件。马特16(2004)L125,V.V. Kechin声称,金属固体的零温度剪切模量会在高临界压力下消失,而这种剪切模量崩溃的临界压力在元素金属的0-250 Mbar范围内。在这里,我们证明Kechin的论点包含错误的假设,因此,不能证明所有金属在高压下都变得机械不稳定。从头算计算和对多种固体的实验结果进行了分析,以证实我们的结论。

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