Cadence Design Systems, Inc.

Utpal Bhattacharya

Tarun Beri

Vikas Kohli

Rahul Verma

Sanjay Gupta

Parag Choudhary

Abha Jain

Alok Tripathi

Mohd Vaseem

The present disclosure relates to a computer-implemented method for visualization in an electronic design. The method may include providing an electronic design and receiving a selection of at least one pin associated with the electronic design at a first graphical user interface. The method may further include generating a stub for each of the selected pins at the first graphical user interface. The method may also include providing a second graphical user interface configured to allow for the assignment of a signal name to each stub. The method may include extending the stub for each of the selected pins to reach a target destination associated with the electronic design. The method may also include displaying the signal name for each stub on at least one of the first graphical user interface and the second graphical user interface.

System and method for connecting components in an electronic design

A system for extracting a layout from an object in a fabric includes means for providing fabric data to a rule-based layout extraction engine; means for maintaining a layout extraction rule to select a layout object from the fabric data; means for maintaining a binding rule to bind the layout object to a solver; means for maintaining a boundary rule to specify a boundary condition for a solver; and means for executing the solver on the layout object to generate a model of the object.

Method and apparatus for rule-based automatic layout parasitic extraction in a multi-technology environment

An improved approach for automatically generating physical layout constraints and topology that are visually in-sync with the logic schematic created for simulation is described. The present approach is also directed to an automatic method for transferring topology from logic design to layout.

Method and system for schematic-visualization driven topologically-equivalent layout design in RFSiP

A method of connecting an interface to a fabric of an electronic device, the interface having a plurality of nets to be connected to corresponding connectors in the fabric includes associating with each of the connectors in the fabric a first variable indicating that the connector belongs to the interface; associating with each of the connectors in the fabric a second variable indicating a number of higher numbered adjacent connectors for the connector in the interface; connecting each of the nets in the interface to a corresponding one of the connectors in the fabric such that the second variable has a non-zero value at exactly one of the corresponding connectors in the interface.

Method and system for optimally connecting interfaces across multiple fabrics

A method of specifying system level constraints for connecting an interface of an electronic device between first and second fabrics includes specifying one or more first condition relating to a placement of the interface, specifying one or more second condition relating to a connection of a net in the interface between the first and second fabrics, generating one or more first equation expressing the first condition as a function of the location of the connectors, generating one or more second equation expressing the second condition as a function of the location of connectors, generating one or more third equation expressing an optimality criterion for the interface, and outputting the one or more first equation, the one or more second equation and the one or more third equation to a data file in a computer readable format.

Method and system for specifying system level constraints in a cross-fabric design environment

A system for connecting an interface of an electronic device between first and second fabrics includes a constraint generator that associates first and second conditions with the interface, a first equation solver that solves one or more first equation to select a first plurality of connectors in the first fabric and a second plurality of connectors in the second fabric that satisfy the first condition based on an optimality criterion for the interface; and a second equation solver that solves one or more second equation to select one of the first plurality of connectors in the fabric and one of the second plurality of connectors in the second fabric that satisfy the second condition based on the optimality criterion for the interface.

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Noida, India

Utpal Bhattacharya