摘要:
A thermally aware design automation suite integrates system-level thermal awareness into design of semiconductor chips, performing fine-grain static and/or transient thermal simulations of the chips based on thermal models and boundary conditions. The thermal simulations are performed in accordance with one or more grids, with boundaries and/or resolutions being determined by adaptive and/or hierarchical multi-dimensional techniques. The adaptive grid techniques include material-boundary, rate-of-change, and convergence-information heuristics. For example, a finer grid is used in a region having higher temperature gradients compared to a region having lower temperature gradients. The hierarchical grid techniques are based on critical, intermediate, and boundary regions specified manually or automatically, each region having a respective grid resolution. For example, a critical region is analyzed according to a grid that is finer than a grid of an intermediate region, and resolution of a grid of a boundary region is adapted to boundary conditions.
摘要:
Transient thermal simulation of semiconductor chips uses region-wise variable spatial grids and variable temporal intervals, enabling spatio-temporal thermal analysis of semiconductor chips. Temperature rates of change across a die and/or package of an integrated circuit are computed and tracked versus time. Critical time interval(s) for temperature evaluation are determined. Temperatures of elements, components, devices, and interconnects are updated based on a 3D full chip temperature analysis. Respective power dissipations are updated, as a function of the temperatures, with an automated interface to one or more circuit simulation tools. Subsequently new temperatures are determined as a function of the power dissipations. User definable control and observation parameters enable flexible and efficient transient thermal analysis. The parameters relate to power sources, monitoring, reporting, error tolerances, and output snapshots. Viewing of waveform plots and 3D spatial variations of temperature enable efficient communication of results of the thermal analysis with designers of integrated circuits.
摘要:
A thermally aware design automation suite integrates system-level thermal awareness into design of semiconductor chips, performing fine-grain static and/or transient thermal simulations of the chips based on thermal models and boundary conditions. The thermal simulations are performed in accordance with one or more grids, with boundaries and/or resolutions being determined by adaptive and/or hierarchical multi-dimensional techniques. The adaptive grid techniques include material-boundary, rate-of-change, and convergence-information heuristics. For example, a finer grid is used in a region having higher temperature gradients compared to a region having lower temperature gradients. The hierarchical grid techniques are based on critical, intermediate, and boundary regions specified manually or automatically, each region having a respective grid resolution. For example, a critical region is analyzed according to a grid that is finer than a grid of an intermediate region, and resolution of a grid of a boundary region is adapted to boundary conditions.
摘要:
In a first variation, a thermally aware design automation suite integrates system-level thermal awareness into design of semiconductor chips, performing fine-grain thermal simulations of the chips based on thermal models and boundary conditions. The suite uses results of the simulations to modify thermally significant structures to achieve desired thermal variations across a chip, meet design assertions on selected portions of the chip, and verify overall performance and reliability of the chip over designated operating ranges and manufacturing variations. In a second variation, a discretization approach models chip temperature distributions using heuristics to adaptively grid space in three dimensions. Adaptive and locally variable grid spacing techniques are used to efficiently and accurately converge for steady state and/or transient temperature solutions. The modeling optionally reads a mesh initialization file specifying selected aspects and parameters associated with controlling use and behavior of the variable grid spacing techniques.
摘要:
A method and apparatus for using full-chip thermal analysis of semiconductor chip designs to compute thermal conductivity is disclosed. One embodiment of a novel method for analyzing the conductivity of a semiconductor chip design that comprises a plurality of physical layers includes defining at least one thermal layer within the plurality of physical layers, where the thermal layer(s) represents a variance in thermal conductivity relative to a remainder of the semiconductor chip design, and computing a thermal conductivity of the thermal layer(s). As the thermal layer(s) represents variances in thermal conductivity over the semiconductor chip design, the thermal layer(s) does not necessarily correspond one-to-one to the physical layers of the semiconductor chip design. Thus, the thermal conductivities within the semiconductor chip design can be computed from the thermal layers.
摘要:
A method and apparatus for using full-chip thermal analysis of semiconductor chip designs to compute thermal conductivity is disclosed. One embodiment of a novel method for analyzing the conductivity of a semiconductor chip design that comprises a plurality of physical layers includes defining at least one thermal layer within the plurality of physical layers, where the thermal layer(s) represents a variance in thermal conductivity relative to a remainder of the semiconductor chip design, and computing a thermal conductivity of the thermal layer(s). As the thermal layer(s) represents variances in thermal conductivity over the semiconductor chip design, the thermal layer(s) does not necessarily correspond one-to-one to the physical layers of the semiconductor chip design. Thus, the thermal conductivities within the semiconductor chip design can be computed from the thermal layers.
摘要:
In a first variation, a thermally aware design automation suite integrates system-level thermal awareness into design of semiconductor chips, performing fine-grain thermal simulations of the chips based on thermal models and boundary conditions. The suite uses results of the simulations to modify thermally significant structures to achieve desired thermal variations across a chip, meet design assertions on selected portions of the chip, and verify overall performance and reliability of the chip over designated operating ranges and manufacturing variations. In a second variation, a discretization approach models chip temperature distributions using heuristics to adaptively grid space in three dimensions. Adaptive and locally variable grid spacing techniques are used to efficiently and accurately converge for steady state and/or transient temperature solutions. The modeling optionally reads a mesh initialization file specifying selected aspects and parameters associated with controlling use and behavior of the variable grid spacing techniques.
摘要:
A level-shifting static random access memory cell includes a first stage having a first P-Channel MOS transistor having its source connected to a high voltage supply rail, and its drain connected to the drain of a first N-Channel MOS transistor. The source of the first N-Channel MOS transistor is connected to the drain of a second N-Channel MOS transistor. The source of the second N-channel MOS transistor is connected to a VSS power supply rail. A second stage comprises a second P-Channel MOS transistor having its source connected to the high voltage supply rail V.sub.HS, and its drain connected to the drain of a third N-Channel MOS transistor. The source of the third N-Channel MOS transistor is connected to the drain of a fourth N-Channel MOS transistor. The source of the fourth N-channel MOS transistor is connected to VSS. The gates of the first and second P-Channel MOS transistors are cross coupled and the gates of the second and fourth N-Channel MOS transistors are cross coupled. The gates of the first and third N-channel MOS transistors are connected together to power supply rail V.sub.DD, usually 5 volts. The first and second P-channel MOS transistors are formed in an n-well biased at power supply voltage V.sub.HS. A bit line coupled to the drain of the second N-Channel MOS transistor through a fifth N-Channel MOS transistor, having its gate connected to a word line.
摘要:
A level-shifting static random access memory cell includes a first stage having a first P-Channel MOS transistor having its source connected to a high voltage supply rail, and its drain connected to the drain of a first N-Channel MOS transistor. The source of the first N-Channel MOS transistor is connected to the drain of a second N-Channel MOS transistor. The source of the second N-channel MOS transistor is connected to a VSS power supply rail. A second stage comprises a second P-Channel MOS transistor having its source connected to the high voltage supply rail V.sub.HS, and its drain connected to the drain of a third N-Channel MOS transistor. The source of the third N-Channel MOS transistor is connected to the drain of a fourth N-Channel MOS transistor. The source of the fourth N-channel MOS transistor is connected to VSS. The gates of the first and second P-Channel MOS transistors are cross coupled and the gates of the second and fourth N-Channel MOS transistors are cross coupled. The gates of the first and third N-channel MOS transistors are connected together to power supply rail V.sub.DD, usually 5 volts. The first and second P-channel MOS transistors are formed in an n-well biased at power supply voltage V.sub.HS. A bit line coupled to the drain of the second N-Channel MOS transistor through a fifth N-Channel MOS transistor, having its gate connected to a word line.
摘要:
A method for computing a position for a zero-skew driver insertion point in an area occupied by nodes driven by the driver is described. The zero-skew driver insertion point is the position in the area where the spread of the signal arrival times at the nodes driven by the driver is minimized. The method includes: expressing a function describing a distance from each of the nodes to the zero-skew driver insertion point, expressing the variance of the function, minimizing the variance of the function, and solving an equation representative of the minimization of the variance of the function to determine the position of the zero-skew driver insertion point. In one embodiment, the minimizing the variance of the function includes: taking a first derivative of the function with respect to the distance, and setting the first derivative of the function to zero.