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公开(公告)号:US20220243054A1
公开(公告)日:2022-08-04
申请号:US17597791
申请日:2020-05-18
Applicant: Bridgestone Americas Tire Operations, LLC
Inventor: Jared J. Griebel , Hyeonjae Kim
Abstract: Disclosed herein are polymeric blends suitable for use in non-pneumatic tires, processes for preparing the polymeric blends, and non-pneumatic tires and components thereof incorporating the polymeric blend. The polymeric blends include a thermoplastic polyester elastomer, a high temperature thermoplastic polymer, a compatibilizer resin, a delayed crosslinking agent, and an activator.
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公开(公告)号:US20220243052A1
公开(公告)日:2022-08-04
申请号:US17597792
申请日:2020-05-18
Applicant: Bridgestone Americas Tire Operations, LLC
Inventor: Jared J. Griebel , Hyeonjae Kim , Bret J. Chisholm
IPC: C08L67/02 , C08G63/183 , C08G63/189 , C08G63/66 , C08G63/91 , C08K5/1515 , C08G77/20 , C08G77/28 , C08K5/5425 , C08J3/12 , B60C7/14
Abstract: Disclosed herein are polymeric blends suitable for use in non-pneumatic tires, processes for preparing the polymeric blends, and non-pneumatic tires and components thereof incorporating the polymeric blend. The polymeric blends include a thermoplastic polyester elastomer and a crosslinking compound.
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公开(公告)号:US20190001599A1
公开(公告)日:2019-01-03
申请号:US15737844
申请日:2016-06-27
Applicant: Bridgestone Americas Tire Operations, LLC
Inventor: Robert W. Asper , Adam K. Nesbitt , Jason R. Barr , Hans R. Dorfi , John R. Lewis , Hyeonjae Kim
IPC: B29D30/06
Abstract: A tire mold has a cavity with a flexible bladder disposed in a central portion of the cavity. The tire mold further includes a first ring connected to a first end of the flexible bladder, and a second ring connected to a second end of the flexible bladder. At least one of the first and second rings is configured to move between a first position and a second position. The flexible bladder is stretched to a maximum axial length when the first and second rings are in a first position. When the first and second rings are in the first position the sum of the first axial length and second axial length is greater than a space between the first ring and the second ring.
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