The compounds Ba
2CoSi
2O
7,
1, and BaCo
2Si
2O
7,
2, were obtained by heating mixtures of BaCO
3,CoCO
3, andSiO
2 in the proper stoichiometries to 1300
C for 48 h.Both materials were characterized by single-crystalX-ray diffraction and magnetization measurements on powder andpartially oriented single crystals. Each cobaltion in
1 is surrounded by four oxygen atoms derived from the[Si
2O
7]
6- groups inthe form of a distorted tetrahedron.The cobalt ions are bridged by O-Si-O and O-Si-O-Si-Ogroups from the[Si
2O
7]
6- ions inan extendedtwo-dimensional arrangement. The barium ions are arranged inlayers that run parallel to theCo[Si
2O
7] layers.In
2 each cobalt ion is also surrounded by anarrangement of four oxygen atoms derived from theSi
2O
7 groupsin a distorted tetrahedral shape. These tetrahedra are linked intochains through the sharing of one of the oxygenatoms from the Si
2O
7 groups. TheCoO
4 chains are crosslinked via O-Si-O-Si-O bridgesfrom the Si
2O
7groups. The barium ions occupy channels that run parallel to thecrystallographic
c-axis. Curie-Weissbehaviorsand temperature independent paramagnetisms (TIP) coexist in the ranges40-300 K and 100-300 K for
1 and
2, respectively. For both compounds the values of theCurie constant and TIP are consistent with tetrahedralCo(II) ions having three unpaired electrons. While compound
1 remains paramagnetic down to 5 K,
2undergoesa transition into a state having a field-induced weak ferromagneticresponse at
Tc = 21 K. The weakferromagneticproperties below
Tc can be explained by spincanting and spontaneous domain formation. The canting angleisestimated to be about 5
at 5 K. Interestingly,
2could represent the first example among the tetrahedralCo(II)compounds with the transition temperature (
Tc= 21 K) being higher than the zero-field splitting of the
4A
2electronic ground state. Crystal data: for
1, formulaBa
2CoSi
2O
7,
a =8.450(1) Å,
b = 10.729(1) Å,
c =8.474(1) Å,
= 111.365(8)
, monoclinic, space group =
C2/
c,
Z = 4; for
2,formula BaCo
2Si
2O
7,
a = 7.2131(6) Å,
b = 12.781(1) Å,
c = 13.762(1) Å,
= 90.299(8)
, monoclinic, space group =
C2/
c,
Z = 8.