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The crystalline structures and magnetic and thermodynamic properties of a Gd4Ga2O9 single crystal grown with the optical floating zone technique have been investigated. Gd4Ga2O9 crystallizes in a monoclinic structure with the space group P21/c at room temperature. Temperature-dependent magnetic susceptibility measurements along the three crystallographic axes reveal a paramagnetic (PM) behavior between 2 and 300 K. A Curie–Weiss (CW) law fit was carried out and the CW temperature θCW and magnetic frustration parameter f were calculated; these suggest antiferromagnetic (AFM) interactions between Gd3+ spins and a strong magnetic frustration. The field dependence of the magnetization at 2 K further confirms the magnetic frustration characteristics. A distinct λ-shaped peak at 1.4 K in the heat capacity curves suggests a transition from the PM to AFM phase. The magnetic entropy is contributed solely by Gd3+ ions.

Supporting information

cif

Crystallographic Information File (CIF) https://doi.org/10.1107/S1600576721009845/jl5026sup1.cif
Contains datablocks global, I

hkl

Structure factor file (CIF format) https://doi.org/10.1107/S1600576721009845/jl5026Isup2.hkl
Contains datablock I

txt

Text file https://doi.org/10.1107/S1600576721009845/jl5026sup3.txt
Original X-ray powder diffraction data

CCDC reference: 2089717

Computing details top

Program(s) used to refine structure: FULLPROF.

(I) top
Crystal data top
Gd4Ga2O9β = 108.496 (5)°
Mr = 912.44V = 878.48 (15) Å3
Monoclinic, P21/cZ = 4
Hall symbol: -P 2ybcDx = 6.899 Mg m3
a = 7.5536 (7) ÅCu Kα radiation, λ = 1.540560 Å
b = 10.7646 (11) ÅT = 300 K
c = 11.3923 (11) Å
Data collection top
Rigaku Smartlab
diffractometer
2θmin = 10.065°, 2θmax = 90.065°, 2θstep = 0.020°
Scan method: step
Refinement top
Rp = 4.7294001 data points
Rwp = 5.99433 parameters
Rexp = 2.4380 restraints
RBragg = 10.197
Fractional atomic coordinates and isotropic or equivalent isotropic displacement parameters (Å2) top
xyzUiso*/Ueq
Ga10.206 (7)0.167 (4)0.130 (3)0.028 (9)*
Ga20.644 (6)0.164 (4)0.105 (3)0.028 (9)*
Gd10.524 (4)0.106 (2)0.7796 (18)0.036 (2)*
Gd20.026 (4)0.088 (2)0.812 (2)0.036 (2)*
Gd30.342 (4)0.123 (2)0.439 (2)0.036 (2)*
Gd40.841 (3)0.114 (3)0.416 (2)0.036 (2)*
O10.765450.252840.759530.03800*
O20.224620.224220.738710.03800*
O30.249200.012960.173230.03800*
O40.156190.197410.953370.03800*
O50.384830.246130.087580.03800*
O60.644100.222130.933960.03800*
O70.705110.025860.137630.03800*
O80.066350.01940.378590.03800*
O90.511230.047660.385430.03800*
Geometric parameters (Å, º) top
Ga1—O2i1.68 (4)O2—O42.6707 (2)
Ga1—O31.73 (4)O2—O5iv2.4192 (2)
Ga1—O4ii1.95 (3)O3—Ga11.73 (4)
Ga1—O51.79 (5)O3—Gd1iii2.07 (3)
Ga2—O1i1.93 (3)O3—Gd2vi2.40 (3)
Ga2—O52.10 (5)O3—O1iii2.9731 (3)
Ga2—O6ii2.05 (4)O3—O2i2.9467 (3)
Ga2—O71.57 (4)O3—O52.9893 (2)
Gd1—O12.48 (3)O3—O92.6202 (2)
Gd1—O22.51 (3)O4—Ga1viii1.95 (3)
Gd1—O3iii2.07 (3)O4—Gd21.98 (2)
Gd1—O5iv2.64 (2)O4—Gd3iv2.43 (3)
Gd1—O62.11 (2)O4—O22.6707 (2)
Gd1—O7iii2.63 (3)O4—O5viii1.9799 (2)
Gd1—O9iii2.45 (2)O4—O7iii2.9390 (2)
Gd2—O1v2.57 (3)O5—Ga11.79 (5)
Gd2—O22.42 (3)O5—Ga22.10 (5)
Gd2—O3vi2.40 (3)O5—Gd1i2.64 (2)
Gd2—O41.98 (2)O5—Gd3i2.15 (2)
Gd2—O7iii2.29 (3)O5—O1i2.9206 (3)
Gd2—O8vi2.19 (2)O5—O2i2.4192 (2)
Gd3—O2i2.72 (2)O5—O32.9893 (2)
Gd3—O4i2.43 (3)O5—O4ii1.9799 (2)
Gd3—O5iv2.15 (2)O6—Ga2viii2.05 (4)
Gd3—O6i2.84 (3)O6—Gd12.11 (2)
Gd3—O82.50 (3)O6—Gd3iv2.84 (3)
Gd3—O91.78 (3)O6—Gd4iv2.36 (3)
Gd3—O9iii2.68 (2)O6—O12.4605 (2)
Gd4—O1i2.22 (3)O6—O9iv2.6650 (2)
Gd4—O6i2.36 (3)O7—Ga21.57 (4)
Gd4—O8vii2.37 (3)O7—Gd1iii2.63 (3)
Gd4—O8iii2.44 (2)O7—Gd2iii2.29 (3)
Gd4—O92.51 (2)O7—O1i2.7221 (2)
O1—Ga2iv1.93 (3)O7—O4iii2.9390 (2)
O1—Gd12.48 (3)O8—Gd2vi2.19 (2)
O1—Gd2vii2.57 (3)O8—Gd32.50 (3)
O1—Gd4iv2.22 (3)O8—Gd4v2.37 (3)
O1—O3iii2.9731 (3)O8—Gd4iii2.44 (2)
O1—O5iv2.9206 (3)O9—Gd1iii2.45 (2)
O1—O62.4605 (2)O9—Gd31.78 (3)
O1—O7iv2.7221 (2)O9—Gd3iii2.68 (2)
O2—Ga1iv1.68 (4)O9—Gd42.51 (2)
O2—Gd12.51 (3)O9—O32.6202 (2)
O2—Gd22.42 (3)O9—O6i2.6650 (2)
O2—Gd3iv2.72 (2)O9—O9iii2.8595 (2)
O2—O3iv2.9467 (3)
O2i—Ga1—O3119.6 (19)Gd2—O2—O3iv139.6 (12)
O2i—Ga1—O4ii125.9 (17)Gd2—O2—O445.5 (8)
O2i—Ga1—O588 (2)Gd2—O2—O5iv145.9 (15)
O3—Ga1—O4ii114.3 (17)Gd3iv—O2—O3iv66.5 (7)
O3—Ga1—O5116 (2)Gd3iv—O2—O453.5 (7)
O4ii—Ga1—O564 (2)Gd3iv—O2—O5iv114.4 (10)
O1i—Ga2—O592.9 (16)O3iv—O2—O4112.432 (13)
O1i—Ga2—O6ii125.7 (15)O3iv—O2—O5iv66.874 (9)
O1i—Ga2—O7101.8 (18)O4—O2—O5iv162.125 (19)
O5—Ga2—O6ii93.6 (16)Ga1—O3—Gd1iii137 (3)
O5—Ga2—O7128 (2)Ga1—O3—Gd2vi111 (3)
O6ii—Ga2—O7115.3 (19)Ga1—O3—O1iii167 (3)
O1—Gd1—O2107.8 (9)Ga1—O3—O998 (2)
O1—Gd1—O3iii81.1 (10)Gd1iii—O3—Gd2vi111 (2)
O1—Gd1—O5iv69.5 (8)Gd1iii—O3—O1iii55.4 (10)
O1—Gd1—O664.2 (8)Gd1iii—O3—O2i129.9 (12)
O1—Gd1—O7iii164.4 (9)Gd1iii—O3—O5105.3 (11)
O1—Gd1—O9iii105.3 (8)Gd1iii—O3—O961.8 (9)
O2—Gd1—O3iii170.6 (10)Gd2vi—O3—O1iii56.0 (9)
O2—Gd1—O5iv56.0 (8)Gd2vi—O3—O2i107.0 (11)
O2—Gd1—O688.7 (8)Gd2vi—O3—O5143.0 (13)
O2—Gd1—O7iii71.6 (9)Gd2vi—O3—O9114.7 (12)
O2—Gd1—O9iii109.1 (8)O1iii—O3—O2i148.02 (2)
O3iii—Gd1—O5iv131.9 (8)O1iii—O3—O5159.52 (2)
O3iii—Gd1—O692.8 (9)O1iii—O3—O988.765 (11)
O3iii—Gd1—O7iii99.1 (10)O2i—O3—O548.096 (7)
O3iii—Gd1—O9iii70.2 (9)O2i—O3—O973.703 (9)
O5iv—Gd1—O6106.6 (7)O5—O3—O986.828 (11)
O5iv—Gd1—O7iii119.2 (8)Ga1viii—O4—Gd2128 (2)
O5iv—Gd1—O9iii81.6 (7)Ga1viii—O4—Gd3iv106 (3)
O6—Gd1—O7iii100.3 (8)Ga1viii—O4—O2159 (2)
O6—Gd1—O9iii161.7 (7)Ga1viii—O4—O5viii54.1 (17)
O7iii—Gd1—O9iii89.3 (8)Ga1viii—O4—O7iii105 (2)
O1v—Gd2—O290.9 (9)Gd2—O4—Gd3iv124.4 (17)
O1v—Gd2—O3vi73.3 (9)Gd2—O4—O260.7 (10)
O1v—Gd2—O485.8 (8)Gd2—O4—O5viii150.5 (13)
O1v—Gd2—O7iii169.0 (9)Gd2—O4—O7iii51.0 (9)
O1v—Gd2—O8vi91.3 (8)Gd3iv—O4—O264.3 (8)
O2—Gd2—O3vi160.4 (10)Gd3iv—O4—O5viii57.3 (8)
O2—Gd2—O473.8 (9)Gd3iv—O4—O7iii110.4 (10)
O2—Gd2—O7iii79.2 (10)O2—O4—O5viii107.679 (17)
O2—Gd2—O8vi84.3 (9)O2—O4—O7iii64.608 (9)
O3vi—Gd2—O4115.4 (9)O5viii—O4—O7iii99.659 (12)
O3vi—Gd2—O7iii117.3 (10)Ga1—O5—Ga2122 (4)
O3vi—Gd2—O8vi84.5 (9)Ga1—O5—Gd1i102 (3)
O4—Gd2—O7iii86.7 (9)Ga1—O5—Gd3i126 (3)
O4—Gd2—O8vi157.8 (8)Ga1—O5—O1i119 (3)
O7iii—Gd2—O8vi92.6 (9)Ga1—O5—O4ii62 (2)
O2i—Gd3—O4i62.2 (8)Ga2—O5—Gd1i94 (2)
O2i—Gd3—O5iv101.1 (7)Ga2—O5—Gd3i105 (2)
O2i—Gd3—O6i71.3 (7)Ga2—O5—O2i131 (3)
O2i—Gd3—O896.9 (7)Ga2—O5—O391 (2)
O2i—Gd3—O993.9 (11)Ga2—O5—O4ii121 (2)
O2i—Gd3—O9iii170.5 (6)Gd1i—O5—Gd3i100.3 (13)
O4i—Gd3—O5iv50.9 (8)Gd1i—O5—O1i52.6 (7)
O4i—Gd3—O6i91.1 (8)Gd1i—O5—O2i59.2 (8)
O4i—Gd3—O893.3 (9)Gd1i—O5—O3108.9 (9)
O4i—Gd3—O9152.0 (11)Gd1i—O5—O4ii145.1 (11)
O4i—Gd3—O9iii127.2 (8)Gd3i—O5—O1i113.4 (10)
O5iv—Gd3—O6i73.1 (8)Gd3i—O5—O2i119.4 (13)
O5iv—Gd3—O8121.5 (8)Gd3i—O5—O3145.8 (12)
O5iv—Gd3—O9128.7 (11)Gd3i—O5—O4ii71.8 (10)
O5iv—Gd3—O9iii86.4 (7)O1i—O5—O2i97.493 (14)
O6i—Gd3—O8163.5 (8)O1i—O5—O398.664 (12)
O6i—Gd3—O965.9 (11)O1i—O5—O4ii161.97 (2)
O6i—Gd3—O9iii105.8 (7)O2i—O5—O365.030 (9)
O8—Gd3—O9104.7 (11)O2i—O5—O4ii94.232 (13)
O8—Gd3—O9iii84.0 (7)O3—O5—O4ii73.999 (9)
O9—Gd3—O9iii76.8 (11)Ga2viii—O6—Gd1119 (2)
O1i—Gd4—O6i65.0 (10)Ga2viii—O6—Gd3iv85.3 (19)
O1i—Gd4—O8vii105.3 (10)Ga2viii—O6—Gd4iv120 (3)
O1i—Gd4—O8iii164.3 (9)Ga2viii—O6—O1157 (2)
O1i—Gd4—O994.7 (9)Ga2viii—O6—O9iv111.6 (19)
O6i—Gd4—O8vii168.2 (10)Gd1—O6—Gd3iv103.2 (15)
O6i—Gd4—O8iii103.1 (9)Gd1—O6—Gd4iv119.1 (18)
O6i—Gd4—O966.4 (9)Gd1—O6—O165.1 (9)
O8vii—Gd4—O8iii85.2 (9)Gd1—O6—O9iv110.1 (10)
O8vii—Gd4—O9122.8 (9)Gd3iv—O6—Gd4iv95.5 (16)
O8iii—Gd4—O989.1 (8)Gd3iv—O6—O1116.4 (13)
Ga2iv—O1—Gd1103 (2)Gd4iv—O6—O154.8 (9)
Ga2iv—O1—Gd2vii130 (2)Gd4iv—O6—O9iv59.5 (9)
Ga2iv—O1—Gd4iv111 (2)O1—O6—O9iv85.399 (9)
Ga2iv—O1—O3iii130 (2)Ga2—O7—Gd1iii115 (3)
Ga2iv—O1—O5iv45.9 (14)Ga2—O7—Gd2iii138 (3)
Ga2iv—O1—O6127 (2)Ga2—O7—O4iii143 (3)
Gd1—O1—Gd2vii94.1 (17)Gd1iii—O7—Gd2iii104.6 (19)
Gd1—O1—Gd4iv110.3 (17)Gd1iii—O7—O1i108.2 (10)
Gd1—O1—O5iv57.8 (8)Gd1iii—O7—O4iii91.9 (11)
Gd1—O1—O650.7 (8)Gd2iii—O7—O1i110.6 (11)
Gd1—O1—O7iv126.6 (11)O1i—O7—O4iii151.031 (18)
Gd2vii—O1—Gd4iv106.0 (18)Gd2vi—O8—Gd3117.1 (15)
Gd2vii—O1—O3iii50.7 (8)Gd2vi—O8—Gd4v111.3 (18)
Gd2vii—O1—O5iv132.5 (11)Gd2vi—O8—Gd4iii135.5 (16)
Gd2vii—O1—O6100.0 (12)Gd3—O8—Gd4v99.4 (17)
Gd2vii—O1—O7iv135.5 (11)Gd3—O8—Gd4iii91.9 (15)
Gd4iv—O1—O3iii115.8 (14)Gd4v—O8—Gd4iii94.8 (16)
Gd4iv—O1—O5iv119.0 (11)Gd1iii—O9—Gd3131 (2)
Gd4iv—O1—O660.3 (10)Gd1iii—O9—Gd3iii91.7 (11)
Gd4iv—O1—O7iv78.7 (10)Gd1iii—O9—Gd499.2 (14)
O3iii—O1—O5iv93.858 (11)Gd1iii—O9—O348.0 (7)
O3iii—O1—O666.969 (9)Gd1iii—O9—O6i136.7 (10)
O3iii—O1—O7iv163.69 (2)Gd1iii—O9—O9iii115.7 (10)
O5iv—O1—O690.145 (13)Gd3—O9—Gd3iii103.2 (18)
O5iv—O1—O7iv71.616 (9)Gd3—O9—Gd4128 (2)
O6—O1—O7iv118.988 (13)Gd3—O9—O388.0 (13)
Ga1iv—O2—Gd1111 (3)Gd3—O9—O6i76.6 (14)
Ga1iv—O2—Gd2139 (3)Gd3—O9—O9iii66.1 (12)
Ga1iv—O2—Gd3iv97 (2)Gd3iii—O9—Gd486.2 (14)
Ga1iv—O2—O4139 (3)Gd3iii—O9—O3127.1 (9)
Ga1iv—O2—O5iv47.6 (19)Gd3iii—O9—O6i116.2 (9)
Gd1—O2—Gd2104.5 (19)Gd4—O9—O3126.6 (10)
Gd1—O2—Gd3iv96.7 (14)Gd4—O9—O6i54.1 (8)
Gd1—O2—O3iv114.1 (10)Gd4—O9—O9iii108.6 (11)
Gd1—O2—O4101.6 (12)O3—O9—O6i116.649 (13)
Gd1—O2—O5iv64.8 (8)O3—O9—O9iii123.017 (19)
Gd2—O2—Gd3iv98.6 (14)O6i—O9—O9iii105.771 (12)
Symmetry codes: (i) x, y+1/2, z1/2; (ii) x, y, z1; (iii) x+1, y, z+1; (iv) x, y+1/2, z+1/2; (v) x1, y, z; (vi) x, y, z+1; (vii) x+1, y, z; (viii) x, y, z+1.
 

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