发明名称 TONER
摘要 A toner has toner particles containing a binder resin that comprises a block polymer as a main component, obtained by chemically bonding a crystalline polyester resin with an amorphous polyurethane resin, wherein the binder resin has a specific content of a crystalline polyester resin component, and has a concentration of ester bonds derived from the crystalline polyester resin component of not more than 5.2 mmol/g, and The maximum value EMAX of the flexural elasticity modulus E in a three-point bending test on the toner and the strain energy u for the toner satisfy specific values.
申请公布号 US2015274879(A1) 申请公布日期 2015.10.01
申请号 US201514669445 申请日期 2015.03.26
申请人 CANON KABUSHIKI KAISHA 发明人 Watanabe Shuntaro;Kaya Takaaki;Mori Toshifumi;Aoki Kenji;Kinumatsu Tetsuya;Kosaki Yusuke;Tani Atsushi;Kasuya Takashige
分类号 C08G18/66;C08G18/76;C08G18/75;G03G9/087 主分类号 C08G18/66
代理机构 代理人
主权项 1. A toner comprising a toner particle containing a binder resin, wherein the binder resin comprises a block polymer as a main component, the a block polymer being obtained by chemically bonding a crystalline polyester resin with an amorphous polyurethane resin, wherein; the binder resin comprises from 50.0 mass % to 85.0 mass % of a crystalline polyester resin component, andhas a concentration of ester bonds derived from the crystalline polyester resin component of not more than 5.2 mmol/g, and wherein; in a three-point bending test on a toner specimen obtained by melting the toner and molding the same to a length (1) of 30.0 mm, a width (w) of 13.0 mm and a thickness (t) of 4.0 mm, the test being carried out at a span (L) between specimen support points of 15.0 mm, when the maximum bending stress of the toner specimen determined by formula (1) below from the maximum load FMAX(N) measured at a temperature of 25° C. is σMAX(MPa) σMAX=(3×FMAX×L)/(2×w×t2)   (1)and when the maximum value of the flexural elasticity modulus E of the toner specimen determined by formula (2) below from the slope ΔF/Δs of a load/deflection curve is EMAX(MPa) E=L3/(4×w×t3)×(ΔF/Δs)   (2),EMAX is from 200 MPa to 450 MPa, and the strain energy u per unit volume calculated by formula (3) below from σMAX and EMAX is at least 0.30 MPa u=σMAX2/(2×EMAX)   (3)(where ΔF(N) representing a change in load between any two points selected so that the change in deflection Δs becomes 0.2 mm).
地址 Tokyo JP