2015
DOI: 10.1016/j.physb.2015.01.005
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Pyroelectric properties and conduction mechanism in solution grown glycine sodium nitrate single crystal

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Cited by 11 publications
(2 citation statements)
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“…The hardness depends on the degree of lattice order of crystalline material, and it is highly influenced by defects and intermolecular forces . The Vicker’s microhardness number (VHN) H v was computed using the formula H v = KP / d 2 , where K = 2 sin­(136°/2), P is the indented load, and d is the average of diagonals Figure shows the variation of microhardness number with applied load for both pure and CV-doped benzophenone crystals along [001].…”
Section: Resultsmentioning
confidence: 99%
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“…The hardness depends on the degree of lattice order of crystalline material, and it is highly influenced by defects and intermolecular forces . The Vicker’s microhardness number (VHN) H v was computed using the formula H v = KP / d 2 , where K = 2 sin­(136°/2), P is the indented load, and d is the average of diagonals Figure shows the variation of microhardness number with applied load for both pure and CV-doped benzophenone crystals along [001].…”
Section: Resultsmentioning
confidence: 99%
“…53 The Vicker's microhardness number (VHN) H v was computed using the formula H v = KP/d 2 , where K = 2 sin(136°/2), P is the indented load, and d is the average of diagonals. 54 Figure 12 shows the variation of microhardness number with applied load for both pure and CV-doped benzophenone crystals along [001]. The microhardness values of the CV-doped crystal are higher as compared to those of pure benzophenone crystal, which is due to the filling of the void space by dye molecules.…”
Section: Resultsmentioning
confidence: 99%