Process for breaking out an inner shape in a glass sheet
US-2017355634-A1 · Dec 14, 2017 · US
US10745313B2 · US · B2
| Field | Value |
|---|---|
| Publication number | US-10745313-B2 |
| Application number | US-201616340388-A |
| Country | US |
| Kind code | B2 |
| Filing date | Dec 23, 2016 |
| Priority date | Oct 10, 2016 |
| Publication date | Aug 18, 2020 |
| Grant date | Aug 18, 2020 |
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The present invention provides a method for micro-grinding tip-accurately induced brittle fracture forming of a curved mirror surface. The method includes the steps of: grinding a surface of an optical glass material by means of a V-shaped tip of a diamond grinding wheel to form a V-shaped microgroove having a groove micro-tip; setting two supporting points with a distance of L therebetween on one side of the optical glass material where the microgroove is machined, providing a loading pressing head having a horizontal deviation distance of l between a loading point and the groove micro-tip on the other side of the optical glass material, and allowing the loading pressing head to perpendicularly apply a loading force F onto the optical glass material with a loading speed of v, and forming a penetrated smooth curved mirror surface within 0.3 millisecond via the loading point of the loading force F and under induction of the groove micro-tip.
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What is claimed is: 1. A method for grinding tip-accurately induced brittle fracture forming of a curved mirror surface, comprising: grinding a surface of a workpiece, which is a rectangle plate, by means of a V-shaped tip of a diamond grinding wheel to form a V-shaped groove having a groove tip; and setting two supporting points with a distance of L therebetween on one side of the workpiece where the V-shaped groove is machined, providing a loading pressing head having a horizontal deviation distance of 1 between a loading point and the groove tip on the other side of the workpiece, and allowing the loading pressing head to perpendicularly apply a loading force F onto the workpiece at a loading speed of v, and forming a penetrated smooth curved surface via the loading point of the loading force F and under induction of the groove tip, wherein the loading force F is: F = 22.1 B ( W - h v ) 2 ( 0.3333 r v + 0.0104 ) 0.4552 Lr v 0.4552 ( 1 + 0.54 ( 1 + 0.0104 0.3333 r v ) - 0.8897 ) , wherein B represents a workpiece width parallel to a longitudinal direction of the V-shaped groove, W represents a workpiece thickness parallel to a direction of the loading force, h v represents a groove depth, r v represents a groove tip radius, and L represents a supporting point distance. 2. The method for grinding tip-accurately induced brittle fracture forming of a curved mirror surface according to claim 1 , wherein the loading speed v is less than 50 mm/min. 3. The method for grinding tip-accurately induced brittle fracture forming of a curved mirror surface according to claim 2 , wherein when an included angle θ formed between a central line of the V-shaped groove and the surface of the workpiece is 90°, if the horizontal deviation distance 1 between the loading point of the loading pressing head and the groove tip is equal to the workpiece thickness W, a convex circular arc-shaped curved surface with a radius R of the workpiece thickness is formed; and if the horizontal deviation distance 1 between the loading point and the groove tip is less than the workpiece thickness W, a convex circular arc-shaped curved surface with a radius R = W 2 2 l is formed. 4. The method for grinding tip-accurately induced brittle fracture forming of a curved mirror surface according to claim 2 , wherein when an included angle θ formed between a central line of the V-shaped groove and the surface of the workpiece is less than 90° and an intersection between the central line and a plane where the loading point of the workpiece is located is at a to-be-stripped portion of the workpiece, if the horizontal deviation distance l = 1 + cos θ sin θ W , a convex circular arc-shaped curved surface with a radius R = 2 W cos 2 θ + W cos θ sin 2 θ is formed, and if the horizontal deviation distance
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