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2412 results about "Geometric modeling" patented technology

Geometric modeling is a branch of applied mathematics and computational geometry that studies methods and algorithms for the mathematical description of shapes. The shapes studied in geometric modeling are mostly two- or three-dimensional, although many of its tools and principles can be applied to sets of any finite dimension. Today most geometric modeling is done with computers and for computer-based applications. Two-dimensional models are important in computer typography and technical drawing. Three-dimensional models are central to computer-aided design and manufacturing (CAD/CAM), and widely used in many applied technical fields such as civil and mechanical engineering, architecture, geology and medical image processing.

Methods and computer executable instructions for rapidly calculating simulated particle transport through geometrically modeled treatment volumes having uniform volume elements for use in radiotherapy

Methods and computer executable instructions are disclosed for ultimately developing a dosimetry plan for a treatment volume targeted for irradiation during cancer therapy. The dosimetry plan is available in "real-time" which especially enhances clinical use for in vivo applications. The real-time is achieved because of the novel geometric model constructed for the planned treatment volume which, in turn, allows for rapid calculations to be performed for simulated movements of particles along particle tracks there through. The particles are exemplary representations of neutrons emanating from a neutron source during BNCT. In a preferred embodiment, a medical image having a plurality of pixels of information representative of a treatment volume is obtained. The pixels are: (i) converted into a plurality of substantially uniform volume elements having substantially the same shape and volume of the pixels; and (ii) arranged into a geometric model of the treatment volume. An anatomical material associated with each uniform volume element is defined and stored. Thereafter, a movement of a particle along a particle track is defined through the geometric model along a primary direction of movement that begins in a starting element of the uniform volume elements and traverses to a next element of the uniform volume elements. The particle movement along the particle track is effectuated in integer based increments along the primary direction of movement until a position of intersection occurs that represents a condition where the anatomical material of the next element is substantially different from the anatomical material of the starting element. This position of intersection is then useful for indicating whether a neutron has been captured, scattered or exited from the geometric model. From this intersection, a distribution of radiation doses can be computed for use in the cancer therapy. The foregoing represents an advance in computational times by multiple factors of time magnitudes.
Owner:BATTELLE ENERGY ALLIANCE LLC

Orthopedic surgery operation simulation system on the basis of force feedback

The present invention provides an orthopedic surgery operation simulation system on the basis of force feedback, relating to the field of the virtual operation system development technology. The objective of the present invention is to allow users to truly sense biomechanical characteristics of human tissues so that the effect of operation training and the success rate of operations are improved. The orthopedic surgery operation simulation system comprises a virtual orthopedic operation simulation subsystem, an input module, a force feedback module and a display module. The virtual orthopedic operation simulation subsystem is configured to realize geometric modeling, mesh generation, biomechanics modeling and calculation thereof, collision detection, cutting and stitching and dynamic state visualization, force feedback calculation and the like of the human tissues required in the operation simulation process. According to the scheme of the invention, geometric modeling, mesh generation, biomechanics modeling and calculation thereof, deformation cutting, force feedback calculation and the like of virtual human tissues may be realized through independent programming on the basis of a visual studio development platform. The cost and the complexity of an operation system may be reduced.
Owner:HARBIN UNIV OF SCI & TECH

Method for acquiring fine distribution of reactor core three dimensional neutron flux density of reactor

A method for acquiring fine distribution of the reactor core three dimensional neutron flux density of a reactor comprises the following steps: 1, carrying out geometric modeling to a reactor core, dividing computational domain, dispersing angle space, generating characteristic line, appointing materials for all computing regions, obtaining macroscopic section parameters and setting initial values for neutron flux density flux of a computed region, terminal condition of reactor and characteristic value; 2, calculating coefficient matrix required by the matrix method of each sub region and a part which is positioned at the right end and cannot be changed with the iterative computation; 3, seeking the density of thicknet neutron flux and correcting the density of one-dimensional and two dimensional thinnet neutron flux; 4, seeking the density of one-dimensional neutron flux of each lattice cell; 5, iterative solution of the density of the two dimensional thinnet neutron flux of each layer; and 6, updating three dimensional thicknet parameters, judging whether a characteristic value and the density of a three dimensional neutron flux are in convergence or not, if in convergence, turning to the step 3 for continuous iteration under convergence is achieved, namely, fine distribution of three dimensional neutron flux density can be obtained; and the fine distribution of the reactor core three dimensional neutron flux density of a reactor can be obtained quickly.
Owner:XI AN JIAOTONG UNIV

System and method for finding the distance from a moving query point to the closest point on one or more convex or non-convex shapes

The present invention is a computer system and method for determining the closest point on a shape (2 dimensional or 3 dimensional surface) to any general query point. The system has one or more central processing units (CPUs), one or more memories, and one or more geometric model portions stored in one or more of the memories. The geometric model portions have a plurality of line segments (polygons), each of the line segments (polygons) being between a first and a second endpoint (having a polygon boundary). The line segments and end points (polygons and polygon boundaries) are connected to form a shape (in 3 dimensions, a surface) with one or more parameters. Parameters can include geometric position, time, temperature, pressure, flow, color, texture, or any other descriptive value. A multiresolution process that creates one or more models of the shape (surface). The models having a hierarchy of resolutions. Each model has one or more model line segments (model polygons) that approximate one or more of the line segments (polygons). Each model line segment (model polygons) is associated with an error. A distance process, for every model line segment (polygon), determines a distance between a closest point on one or more of the model line segments and a query point. The distance represents one or a combination of two or more of the parameters. The process further determines a confidence level in terms of an upper bound and a lower bound of an envelope enclosing the segment (polygon). The closest point is within the envelope-the upper bound representing an upper limit of the parameter in the envelope determined by an upper error of the respective model containing the model line segment and the lower bound representing a lower limit of the parameter in the envelope determined by a lower error of the respective model. A priority process orders the model line segments (polygons) according to their respective lower bounds and if a maximum error for every one of the model line segments is less than a threshold. The priority process also selects the smallest distance as the minimum distance between the query point and the shape.
Owner:UNILOC 2017 LLC

Method for planning smooth and non-interference tool route of 5-axis numerical control machining

The utility model relates to a five-axle digital controlled tool path planning method of which the processing is smooth and free of interference as well as the analysis on the producibility of the components. Firstly, the geometrical models for the cutting tools, the work pieces and the obstacles are established. Along the negative direction of the scattered reference direction, griding the obstacle and the disc of the cutting tool turning circle cylindrical surface at the cutter spacing point. Based on the test in depth, the visual information can be obtained to judge the accessibility of the cutting tool along the scattered reference direction. Also, the directional cone for the attainability of the cutting tool can be planned at the cutting tool contact. Based on the continuity constraint of the direction and the restriction of the processing surroundings, the cone for the feasible direction can be calculated and the producibility can be judged. If the producibility is available, the smooth and the non-interference tool path can be planed in the directional cone as per the principle of the minimum change of direction in the tool path so as to output the tool path document. The utility model has a high computational efficiency and a simple programming, so as to be suitable to the wantonly rendered geometrical models such as the polygon grid and the free curved surface. Also, the interference of the clip and the toolbar can be avoided.
Owner:CHENGDU USEFUL TECH CO LTD
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