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Garnets molecular field

Al mard (5) has applied the method to the ferrimagnetic garnets, where the ionic distributions are known. He includes, to first order, the temperature dependence of the molecular field constants, n = no(l + yT), that was first formulated by N6el (472). The coefficient 7 10 4 is proportional to the coefficient of thermal ex-... [Pg.90]

Roschmann, P. Hansen, P. (1981). Molecular field coefficients and cation distribution of substituted yttrium iron garnets. Journal of Applied Physics,... [Pg.42]

The Neel theory of antiferromagnetism (a molecular field treatment for three sublattices of the garnet structure), as applied to ferrimagnetism (Neel, 1948), shows that the fields acting at a-, d-, and c-sites, respectively, are... [Pg.570]

Molecular field coefficients for rare earth iron garnets (Brandle and Blank, 1976). [Pg.573]

Figure 48 Molecular percent jadeite (Jd) versus Ca-Tschermak s (CaTs) of clinopyroxenes from eclo-gite xenoliths compared with chnopyroxene from garnet clinopyroxenite xenoliths (Irving, 1974) and from garnet clinopyroxenite layers in massif peridotites (Pearson and Nixon, 1995). Field of high-pressure liquidus chnopyroxenes from Eggins (1992). Data sources as in Figure 47. Figure 48 Molecular percent jadeite (Jd) versus Ca-Tschermak s (CaTs) of clinopyroxenes from eclo-gite xenoliths compared with chnopyroxene from garnet clinopyroxenite xenoliths (Irving, 1974) and from garnet clinopyroxenite layers in massif peridotites (Pearson and Nixon, 1995). Field of high-pressure liquidus chnopyroxenes from Eggins (1992). Data sources as in Figure 47.

See other pages where Garnets molecular field is mentioned: [Pg.90]    [Pg.128]    [Pg.732]    [Pg.125]    [Pg.468]    [Pg.571]    [Pg.738]    [Pg.385]    [Pg.738]    [Pg.651]    [Pg.479]    [Pg.188]   


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Garnet

Garnets garnet

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