Abstract
Phase transitions in ZTLL ceramics with zirconium content being 65%, titanium content - 35%, are considered. Peculiarities in the ZTLL behaviour are shown to be caused by the existence of an intermediate range between ferroelectric and antiferroelectric states. The state of samples in the range is determined by their prehistory. It is emphasized that phase transitions in ZTLL can be explained in the framework of the existing models.
Citation Formats
Ishchuk, V M, and Zavadskij, Eh A.
Induced phase transformations and nature of metastable states in ZTLL ceramics.
USSR: N. p.,
1987.
Web.
Ishchuk, V M, & Zavadskij, Eh A.
Induced phase transformations and nature of metastable states in ZTLL ceramics.
USSR.
Ishchuk, V M, and Zavadskij, Eh A.
1987.
"Induced phase transformations and nature of metastable states in ZTLL ceramics."
USSR.
@misc{etde_7009201,
title = {Induced phase transformations and nature of metastable states in ZTLL ceramics}
author = {Ishchuk, V M, and Zavadskij, Eh A}
abstractNote = {Phase transitions in ZTLL ceramics with zirconium content being 65%, titanium content - 35%, are considered. Peculiarities in the ZTLL behaviour are shown to be caused by the existence of an intermediate range between ferroelectric and antiferroelectric states. The state of samples in the range is determined by their prehistory. It is emphasized that phase transitions in ZTLL can be explained in the framework of the existing models.}
journal = []
volume = {51:12}
place = {USSR}
year = {1987}
month = {Dec}
}
title = {Induced phase transformations and nature of metastable states in ZTLL ceramics}
author = {Ishchuk, V M, and Zavadskij, Eh A}
abstractNote = {Phase transitions in ZTLL ceramics with zirconium content being 65%, titanium content - 35%, are considered. Peculiarities in the ZTLL behaviour are shown to be caused by the existence of an intermediate range between ferroelectric and antiferroelectric states. The state of samples in the range is determined by their prehistory. It is emphasized that phase transitions in ZTLL can be explained in the framework of the existing models.}
journal = []
volume = {51:12}
place = {USSR}
year = {1987}
month = {Dec}
}