BP has patented a method for rock sample analysis involving digital imaging, SEM imaging, and image processing to determine material properties. The method includes generating 3D digital models and determining pore size distribution based on image intensity values. GlobalData’s report on BP gives a 360-degree view of the company including its patenting strategy. Buy the report here.

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According to GlobalData’s company profile on BP, Selective catalytic ammoxidation was a key innovation area identified from patents. BP's grant share as of January 2024 was 72%. Grant share is based on the ratio of number of grants to total number of patents.

Rock sample analysis using sem imaging for pore size determination

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Source: United States Patent and Trademark Office (USPTO). Credit: BP Plc

A recently granted patent (Publication Number: US11885757B2) discloses a method and system for analyzing rock samples using scanning electron microscope (SEM) imaging. The method involves generating two-dimensional (2D) SEM images of physical faces of a rock sample, applying a cross-correlation function to these images to create a three-dimensional (3D) digital model volume, and determining the probability distribution of pore size based on image intensity values. The resolution of the 3D digital model volume is finer than that of the digital image volume, and different axial orientations of SEM images can be analyzed. Additionally, the system can compare rock samples from different geographic regions, generate multiple 3D digital model volumes for various rock fabrics, and perform direct numerical simulations to determine pore size probability distributions.

Furthermore, the patent includes a non-transitory, computer-readable medium with encoded instructions for executing the analysis process. These instructions enable the processor to receive 2D SEM images, apply cross-correlation functions to generate 3D digital model volumes, and determine pore size probability distributions based on image intensity values. Similar to the method, the medium allows for analyzing rock samples from different geographic regions, generating multiple 3D digital model volumes for various rock fabrics, and updating pore size probability distributions based on aggregated results. The patent showcases an innovative approach to rock sample analysis using SEM imaging and digital modeling, offering a comprehensive method for understanding pore size distributions in different types of rock fabrics.

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GlobalData’s Patent Analytics tracks patent filings and grants from official offices around the world. Textual analysis and official patent classifications are used to group patents into key thematic areas and link them to specific companies across the world’s largest industries.