Electrical rules checker system and method using tri-state...

Computer-aided design and analysis of circuits and semiconductor – Nanotechnology related integrated circuit design

Reexamination Certificate

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C716S030000

Reexamination Certificate

active

06718522

ABSTRACT:

BACKGROUND OF THE INVENTION
1. Field of the Invention
The present invention generally relates to computer-aided circuit design systems, and more particularly to an electrical rules checker system and method for evaluating a netlist of an integrated circuit to identify element tri-state logic conditions.
2. Discussion of the Related Art
Integrated circuits (ICs) are electrical circuits comprised of transistors, resistors, capacitors, and other components on a single semiconductor “chip” in which the components are interconnected to perform a variety of functions. Typical examples of ICs include, for example, microprocessors, programmable logic devices (PLDs), electrically erasable programmable memory devices (EEPROMs), random access memory devices (RAMs), operational amplifiers and voltage regulators. A circuit designer typically designs the IC by creating a circuit schematic indicating the electrical components and their interconnections. Often, designs are simulated by computer to verify functionality and to ensure that performance goals are satisfied.
In the world of electrical device engineering, the design and analysis work involved in producing electronic devices is often performed using electronic computer aided design (E-CAD) tools. As will be appreciated, electronic devices include electrical analog, digital, mixed hardware, optical, electromechanical, and a variety of other electrical devices. The design and subsequent simulation of any circuit board, very large scale integration chip, or other electrical device via E-CAD tools allows a product to be thoroughly tested and often eliminates the need for building a prototype. Thus, today's sophisticated E-CAD tools may enable the circuit manufacturer to go directly to the manufacturing stage without having to perform costly, time consuming prototyping.
In order to perform the simulation and analysis of a hardware device, E-CAD tools utilize an electronic representation of the hardware device. A “netlist” is one common representation of a hardware device. As will be appreciated by those skilled in the art of hardware device design, a “netlist” is a detailed circuit specification used by logic synthesizers, circuit simulators and other circuit design optimization tools. A netlist typically comprises a list of circuit components and the interconnections between those components.
The two forms of a netlist are the flat netlist and the hierarchical netlist. Often, a netlist will contain a number of circuit “modules” which are used repetitively throughout the larger circuit. A flat netlist will contain multiple copies of the circuit modules essentially containing no boundary differentiation between the circuit modules and other components in the device. By way of analogy, one graphical representation of a flat netlist is simply the complete schematic of the circuit device.
In contrast, a hierarchical netlist will only maintain one copy of a circuit module, which may be used in multiple locations. By way of analogy, one graphical representation of a hierarchical netlist would show the basic and/or non-repetitive devices in schematic form and the more complex and/or repetitive circuit modules would be represented by “black boxes.” As will be appreciated by those skilled in the art, a black box is a system or component whose inputs, outputs, and general function are known, but whose contents are not shown. These “black box” representations, hereinafter called “modules,” will mask the complexities therein, typically showing only input/output ports.
An IC design can be represented at different levels of abstraction, such as at the Register-Transfer level (RTL) and the at logic level, using a hardware description language (HDL). VHDL and Verilog are examples of HDL languages. At any abstraction level, an IC design is specified using behavioral or structural descriptions, or a mix of both. At the logical level, the behavioral description is specified using Boolean equations. The structural description is represented as a netlist of primitive cells. Examples of primitive cells are, among others, full-adders, logic gates, latches, and flip flops.
Set forth above is some very basic information regarding integrated circuits and other circuit schematics that are represented in netlists. Systems are presently known that use the information provided in netlists to evaluate circuit timing and other related parameters. More specifically, systems are known that perform a timing analysis of circuits using netlist files. Although the operational specifics may vary from system to system, generally such systems operate by identifying certain critical timing paths, then evaluating the circuit to determine whether timing violations may occur through the critical paths. As is known, timing specifications may be provided to such systems by way of a configuration file.
One such system known in the prior art is marketed and commercially available under the name PathMill, by EPIC Design Technology, Inc., U.S.A. PathMill is a transistor-based analysis tool used to find critical paths and to verify timing in semiconductor designs. Using static and mixed-level timing analysis, the PathMill system processes transistors, gates, and timing models. It also calculates timing delays, performs path searches, and checks timing requirements. As is known, the PathMill system can analyze combinational designs containing gates, and sequential designs containing gates, latches, flip-flops, and clocks. Combinational designs are generally measured through the longest and shortest paths.
Illustrated in
FIG. 1
is a block diagram of a prior art static timing analyzer system that illustrates the basic informational flow in such a system and that is generally denoted by reference numeral
2
. Specifically, and as previously mentioned, one such system
2
is marketed under the name PathMill.
FIG. 1
is a diagram that illustrates the informational flow in such a system
2
. At the center of the diagram is a static timing analyzer
10
, (i.e., the PathMill program). Surrounding this block
10
are a number of other blocks that represent various input and output files and/or information.
More particularly, the static timing analyzer
10
may utilize a configuration file
12
, a file of timing models
14
, one or more netlist files
16
, a technology file
18
, and a parasitic file
20
, for various input information. In addition, the static timing analyzer
10
may generate a number of different output files or other output information, including a critical path report
22
, a runtime log file
24
, an error report
26
, a software interface file
28
, and a SPICE netlist
30
. When started, the static timing analyzer
10
first processes the input netlist file(s)
16
, the technology file
18
, and the configuration files
12
. The information from these files is subsequently used for performing path analyses. Since the static timing analyzer
10
, (i.e., the PathMill program) is publicly available and marketed, its function and operation are well known, and therefore need not be discussed in detail herein.
While tools such as these are useful for the design verification process after layout, there are various shortcomings in the static timing analyzer
10
, (i.e., the PathMill program) and other similar products. These shortcomings include, but are not limited to, the ability to identify the probable identity of unknown logic gates or particular combinations of logic gates of the circuit. This is because of the pervasive problems in rules checking programs that are unable to determine all of the time whether certain parts of a design are actually certain types of structures. With this uncertainty, the rules checker program cannot completely certify the circuit design. More specifically, there is sometimes a need to identify combinations of gates that are configured in such a manner that may lead to operational uncertainty or performance problems. There are various reasons why such probable gate identification may be desirable, which will be appreciated by those skilled

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