Patents by Inventor Santosh Tripathi

Santosh Tripathi has filed for patents to protect the following inventions. This listing includes patent applications that are pending as well as patents that have already been granted by the United States Patent and Trademark Office (USPTO).

  • Publication number: 20240055305
    Abstract: Embodiments described herein may be related to apparatuses, processes, systems, and/or techniques for analyzing a wafer for defects using cross-section analysis by applying a sacrificial layer on a surface of the wafer prior to forming a cavity into the wafer for analysis. In embodiments, an epoxy material may be placed into the cavity after analysis, and a capping layer placed on top of the epoxy material. The sacrificial layer, which may contain dislodged particles or debris from the formation of the cavity on its surface, is then removed, providing a clean surface on the wafer. The wafer may then be reintroduced into the manufacturing line for further processing. Other embodiments may be described and/or claimed.
    Type: Application
    Filed: August 12, 2022
    Publication date: February 15, 2024
    Inventors: Santosh TRIPATHI, Tuyen TRAN
  • Publication number: 20230101629
    Abstract: Various embodiments disclosed relate to methods of making omni-directional semiconductor interconnect bridges. The present disclosure includes semiconductor assemblies including a mold layer having mold material, a first filler material dispersed in the mold material, and a second filler material dispersed in the mold material, wherein the second filler material is heterogeneously dispersed.
    Type: Application
    Filed: September 24, 2021
    Publication date: March 30, 2023
    Inventors: Bohan Shan, Dingying Xu, Kristof Darmawikarta, Srinivas Venkata Ramanuja Pietambaram, Hongxia Feng, Gang Duan, Jung Kyu Han, Xiaoying Guo, Jeremy D. Ecton, Santosh Tripathi, Bai Nie, Haobo Chen, Kyle Jordan Arrington, Yue Deng, Wei Wei
  • Publication number: 20230080278
    Abstract: An integrated circuit includes a first die and a second die. The second die is embedded or otherwise contained in a layered interconnect structure of the first die. The second die can be an IC die or it can be an electrically inactive element, such as a heat spreader. A portion of the layered interconnect structure is laterally adjacent to the second die. A first part of the second die can be electrically connected to a second part of the second die via the interconnect structure of the first die. The second die can be operatively coupled to the first die using electrical connections between the second die and one or more interconnect layers above or below the second die, or to devices of the first die. A method of fabricating an interconnect structure with one or more embedded dies is also disclosed.
    Type: Application
    Filed: September 15, 2021
    Publication date: March 16, 2023
    Applicant: Intel Corporation
    Inventor: Santosh Tripathi
  • Patent number: 8334976
    Abstract: A coherent confocal microscope and methods for measuring elements of the non-linear susceptibility of a nanoparticle, including, more particularly, all of the elements of the second-order susceptibility tensor of a single nanoparticle under permutation and Kleinman symmetry. Using a high numerical aperture lens, two-dimensional scanning and a vector beam shaper, the second-order nonlinear susceptibility is derived from a single confocal image. A forward model for the problem is presented and a computationally efficient data processing method robustly solves the inverse problem.
    Type: Grant
    Filed: June 6, 2011
    Date of Patent: December 18, 2012
    Assignee: The Board of Trustees of the University of Illinois
    Inventors: Paul Scott Carney, Kimani C. Toussaint, Brynmor J. Davis, Santosh Tripathi
  • Publication number: 20110267617
    Abstract: A coherent confocal microscope and methods for measuring elements of the non-linear susceptibility of a nanoparticle, including, more particularly, all of the elements of the second-order susceptibility tensor of a single nanoparticle under permutation and Kleinman symmetry. Using a high numerical aperture lens, two-dimensional scanning and a vector beam shaper, the second-order nonlinear susceptibility is derived from a single confocal image. A forward model for the problem is presented and a computationally efficient data processing method robustly solves the inverse problem.
    Type: Application
    Filed: June 6, 2011
    Publication date: November 3, 2011
    Applicant: The Board of Trustees of the university of Illinois
    Inventors: Paul Scott Carney, Kimani C. Toussaint, Brynmor J. Davis, Santosh Tripathi