Optical film
AssigneeBenQ Materials Corporation
InventorsChen-Kuan Kuo, Kuo-Jui Huang, Wei-Sheng Cheng
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Abstract
An optical film for a cover plate of a flexible display, which is disposed on the display side of the flexible display, is disclosed. The optical film sequentially includes an optical substrate layer adjacent to the flexible display, a first adhesive layer, a polarizing layer, a second adhesive layer and a surface functional film which is disposed on the folding side of the flexible display. The optical film having excellent bending resistance and recovery property can be obtained by adjusting the ratio of the integrated bending modulus of the optical substrate layer, the polarizing layer, and the surface functional film to the total thickness of the optical film.
Claims9
An optical film for a cover plate of a flexible display, which is disposed on a display side of the flexible display sequentially including:
- an optical substrate layer having a thickness in a range of 38 μm to 57 μm adjacent to the flexible display;
- a first adhesive layer having a first thickness t1 in a range of 5 μm to 12 μm, and the first adhesive layer is an acrylic pressure sensitive adhesive having a storage modulus G′ of between 0.5×105 Pa and 1.5×105 Pa;
- a polarizing layer having a thickness in a range of 38 μm to 57 μm;
- a second adhesive layer having a second thickness t2 in a range of 5 μm to 12 μm, and the second adhesive layer is an acrylic pressure sensitive adhesive having a storage modulus G′ of between 3×105 Pa and 4×105 Pa;
- and
- a surface functional film having a thickness in a range of 43 μm to 67 μm which is disposed on a folding side of the flexible display;
- wherein the optical film satisfies the following formula (1):
- 17.49×10−3 (Gpa/μm)≤E′/T≤18.77×10−3 (Gpa/μm) (1)
- wherein T represents a total thickness of the optical film, and the total thickness T is between 152 μm and 191 μm, and E′ is an integrated bending modulus in a range of 2.65 Gpa to 3.58 Gpa obtained by three-point bending test and calculated by the following formula (2):
- E′=L3F/4wt3d (2)
- wherein F represents a stress applied to the optical film in the three-point bending test, L represents a measuring length of the optical film, w represents a measuring width of the optical film, d represents a strain of the optical film, and t represents a total thickness of the optical substrate layer, the polarizing layer and the surface functional film.
Dependencies are inferred from the claim text.