摘要:
Techniques are disclosed for optimizing the pattern density in the circuit layout design of a circuit layer. A layer in circuit design is analyzed to define empty regions that can be filled with fill polygons (referred to hereafter as “fill” regions). Next, a pattern of fill polygons is generated. After the fill polygons have been defined, the layout design for the layer is divided into separate areas or “windows,” and a target density for each window is determined. Once this target density for the window has been determined, the fill polygons required to most closely approach this target density are generated and added to the circuit layout design. This process may be repeated with progressively different (e.g., smaller) fill polygons, until each window meets or exceeds both the specified minimum density and complies with the specified maximum density gradient. Additionally, some implementations may allow a user to simultaneously optimize the density of multiple layers of a circuit by adding fill polygons to multiple layers of a circuit design simultaneously. Representations of sections of a multilayer fill structure will then be added to corresponding layers the circuit design until a specified target density is met.
摘要:
Techniques are disclosed for optimizing the pattern density in the circuit layout design of a circuit layer. A layer in circuit design is analyzed to define empty regions that can be filled with fill polygons (referred to hereafter as “fill” regions). Next, a pattern of fill polygons is generated. After the fill polygons have been defined, the layout design for the layer is divided into separate areas or “windows,” and a target density for each window is determined. Once this target density for the window has been determined, the fill polygons required to most closely approach this target density are generated and added to the circuit layout design. This process may be repeated with progressively different (e.g., smaller) fill polygons, until each window meets or exceeds both the specified minimum density and complies with the specified maximum density gradient. Additionally, some implementations may allow a user to simultaneously optimize the density of multiple layers of a circuit by adding fill polygons to multiple layers of a circuit design simultaneously. Representations of sections of a multilayer fill structure will then be added to corresponding layers the circuit design until a specified target density is met.
摘要:
Techniques are disclosed for optimizing the pattern density in the circuit layout design of a circuit layer. A layer in circuit design is analyzed to define empty regions that can be filled with fill polygons (referred to hereafter as “fill” regions). Next, a pattern of fill polygons is generated. After the fill polygons have been defined, the layout design for the layer is divided into separate areas or “windows,” and a target density for each window is determined. Once this target density for the window has been determined, the fill polygons required to most closely approach this target density are generated and added to the circuit layout design. This process may be repeated with progressively different (e.g., smaller) fill polygons, until each window meets or exceeds both the specified minimum density and complies with the specified maximum density gradient. Additionally, some implementations may allow a user to simultaneously optimize the density of multiple layers of a circuit by adding fill polygons to multiple layers of a circuit design simultaneously. Representations of sections of a multilayer fill structure will then be added to corresponding layers the circuit design until a specified target density is met.
摘要:
Techniques are disclosed for optimizing the pattern density in the circuit layout design of a circuit layer. A layer in circuit design is analyzed to define empty regions that can be filled with fill polygons (referred to hereafter as “fill” regions). Next, a pattern of fill polygons is generated. After the fill polygons have been defined, the layout design for the layer is divided into separate areas or “windows,” and a target density for each window is determined. Once this target density for the window has been determined, the fill polygons required to most closely approach this target density are generated and added to the circuit layout design. This process may be repeated with progressively different (e.g., smaller) fill polygons, until each window meets or exceeds both the specified minimum density and complies with the specified maximum density gradient. Additionally, some implementations may allow a user to simultaneously optimize the density of multiple layers of a circuit by adding fill polygons to multiple layers of a circuit design simultaneously. Representations of sections of a multilayer fill structure will then be added to corresponding layers the circuit design until a specified target density is met.
摘要:
A graphical profile map for integrated circuits on a substrate. The graphical profile map includes a depiction of die placement boundaries and shot placement boundaries for the integrated circuits on the substrate. Also included are integrated circuit property information contours, where the contours are not limited to either of the die placement boundaries or the shot placement boundaries. In this manner, three key pieces of information for the integrated circuits are presented, including integrated circuit property information, die placement, and shot placement. Because these three pieces of information are presented in a graphical form, it is much easier to interpret the information. For example, it is much easier to determine which shot and die placements have properties that are at risk, and which shot and die placements have adequate property profiles.
摘要:
A graphical profile map for integrated circuits on a substrate. The graphical profile map includes a depiction of die placement boundaries and shot placement boundaries for the integrated circuits on the substrate. Also included are integrated circuit property information contours, where the contours are not limited to either of the die placement boundaries or the shot placement boundaries. In this manner, three key pieces of information for the integrated circuits are presented, including integrated circuit property information, die placement, and shot placement. Because these three pieces of information are presented in a graphical form, it is much easier to interpret the information. For example, it is much easier to determine which shot and die placements have properties that are at risk, and which shot and die placements have adequate property profiles.
摘要:
A system for analyzing fabrication processes, such as analyzing device yield on a substrate. An input accesses fabrication information, where the fabrication information includes at least one of an dependent variable that is associated with substrate location information, and at least one independent variable that is associated with at least one of the fabrication processes. Desired portions of the substrate information are selected, based on at least one of the independent variable and the dependent variable. A substrate profile is produced, based on the desired portions of the fabrication information.
摘要:
A method for determining an effective fatal defect count based on defects in a plurality of inspected integrated circuits includes acquiring defect information related to defects in the integrated circuits, and assigning defect weight values to each of the defects based on the defect information. The defect weight values are in N number of defect weight value ranges, including a lowest and a highest defect weight value range. For each integrated circuit, a heaviest defect is determined, where the heaviest defect is the defect on each integrated circuit having a highest defect weight value. For each of the N number of defect weight value ranges, a total number T(n) of the heaviest defects having a defect weight value within a defect weight value range n is determined, where n equals one to N. A weighted total defect count TW(n) is determined by weighting the total number T(n) for each of the defect weight value ranges according to a weighting function FP(n) which approaches zero at the lowest defect weight value range and approaches one at the highest defect weight value range. The effective fatal defect count is determined by summing the values of TW(n) for the N number of defect weight value ranges. The defect weight values are preferably assigned to each of the defects based on defect size, where the smallest defects are in the lowest defect weight value range, and the largest defects are in the highest defect weight value range. Since the heaviest only weighting gives more weight to large defects, the effective fatal defect count is weighted more heavily toward larger defects.
摘要:
A method of manufacturing a semiconductor component with a multi-level interconnect system includes providing a substrate (11), fabricating a device (12) in the substrate (11), forming an interconnect layer (15) over the substrate (11), depositing a dielectric layer (20) over the interconnect layer (15), depositing a separate interconnect layer (21) over the dielectric layer (20), etching a via (31) in the separate interconnect layer (21) and in the dielectric layer (20), and depositing a different interconnect layer (40) over the separate interconnect layer (21) and in the via (31) wherein the another interconnect layer (40) electrically couples the interconnect layer (15) and the separate interconnect layer (21).
摘要:
An analog design-rule-check tool analyzes a microdevice design, such as an integrated circuit design, to identify occurrences of geometric elements that share a specified relationship. When the tool identifies such an occurrence of these geometric elements, it will associate or “cluster” these geometric elements together into an identifiable unit. For specified “clusters” of geometric elements, the analog design-rule-check tool will then determine the value of a measurement or measurements required by a user. Once the analog design-rule-check tool has determined the necessary measurement values, it will use those values to evaluate the function describing a model.