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    • 2. 发明申请
    • Method for estimating propagation noise based on effective capacitance in an integrated circuit chip
    • 基于集成电路芯片中的有效电容估计传播噪声的方法
    • US20060190881A1
    • 2006-08-24
    • US11048422
    • 2005-02-01
    • Haihua SuDavid WidigerYing LiuByron KrauterChandramouli Kashyap
    • Haihua SuDavid WidigerYing LiuByron KrauterChandramouli Kashyap
    • G06F17/50
    • G06F17/5036
    • A system and method for estimating propagation noise that is induced by a non-zero noise glitch at the input of the driver circuit. Such propagation noise is a function of both the input noise glitch and the driver output effective capacitive load, which is typically part of the total wiring capacitance due to resistive shielding in deep sub-micron interconnects. The noise-driven effective capacitance solution provided herein also estimates the propagation noise induced by a non-zero noise glitch at the input of the driving gate. Gate propagation noise rules describing a relationship between the output noise properties and the input noise properties and the output loading capacitance are used within the noise-driven effective capacitance process to determine the linear Thevenin model of the driving gate. The linearized Thevenin driver model is then employed to analyze both the propagation noise and the combined coupling and propagation noise typically seen in global signal nets.
    • 用于估计在驱动器电路的输入处由非零噪声毛刺引起的传播噪声的系统和方法。 这种传播噪声是输入噪声毛刺和驱动器输出有效电容性负载两者的函数,这通常是由于深亚微米互连中的电阻屏蔽而导致的总布线电容的一部分。 本文提供的噪声驱动的有效电容解决方案还估计在驱动门的输入处由非零噪声毛刺引起的传播噪声。 在噪声驱动的有效电容过程中使用描述输出噪声特性和输入噪声特性与输出负载电容之间的关系的门传播噪声规则来确定驱动门的线性戴维宁模型。 然后使用线性化的戴维南驱动器模型来分析传播噪声和通常在全局信号网中看到的组合耦合和传播噪声。
    • 3. 发明授权
    • Method for estimating propagation noise based on effective capacitance in an integrated circuit chip
    • 基于集成电路芯片中的有效电容估计传播噪声的方法
    • US07346867B2
    • 2008-03-18
    • US11048422
    • 2005-02-01
    • Haihua SuDavid J. WidigerYing LiuByron L. KrauterChandramouli V. Kashyap
    • Haihua SuDavid J. WidigerYing LiuByron L. KrauterChandramouli V. Kashyap
    • G06F17/50
    • G06F17/5036
    • A system and method for estimating propagation noise that is induced by a non-zero noise glitch at the input of the driver circuit. Such propagation noise is a function of both the input noise glitch and the driver output effective capacitive load, which is typically part of the total wiring capacitance due to resistive shielding in deep sub-micron interconnects. The noise-driven effective capacitance solution provided herein also estimates the propagation noise induced by a non-zero noise glitch at the input of the driving gate. Gate propagation noise rules describing a relationship between the output noise properties and the input noise properties and the output loading capacitance are used within the noise-driven effective capacitance process to determine the linear Thevenin model of the driving gate. The linearized Thevenin driver model is then employed to analyze both the propagation noise and the combined coupling and propagation noise typically seen in global signal nets.
    • 用于估计在驱动器电路的输入处由非零噪声毛刺引起的传播噪声的系统和方法。 这种传播噪声是输入噪声毛刺和驱动器输出有效电容性负载两者的函数,这通常是由于深亚微米互连中的电阻屏蔽而导致的总布线电容的一部分。 本文提供的噪声驱动的有效电容解决方案还估计在驱动门的输入处由非零噪声毛刺引起的传播噪声。 在噪声驱动的有效电容过程中使用描述输出噪声特性和输入噪声特性与输出负载电容之间的关系的门传播噪声规则来确定驱动门的线性戴维宁模型。 然后使用线性化的戴维南驱动器模型来分析传播噪声和通常在全局信号网中看到的组合耦合和传播噪声。
    • 6. 发明授权
    • Decoupling capacitor sizing and placement
    • 去耦电容器尺寸和放置
    • US06898769B2
    • 2005-05-24
    • US10268236
    • 2002-10-10
    • Sani Richard NassifHaihua Su
    • Sani Richard NassifHaihua Su
    • G06F17/50
    • G06F17/5072
    • A method and system for reducing noise in a power grid of an integrated circuit, which optimizes the placement and sizing of decoupling capacitors in the power grid. Logic cells are located in a first layout of the integrated circuit with empty spaces between the adjacent cells, and the placement of the cells is changed to a second layout wherein the size of the empty spaces between the adjacent cells also change. The decoupling capacitors are placed in the empty spaces of the second layout. In the example of a row-oriented cell structure, the empty spaces may be uniformly distributed along each row for the initial layout. An adjoint sensitivity analysis is performed of the sensitivity of a noise function of the integrated circuit with respect to sizes of the empty spaces between adjacent cells, and an original noise waveform is convolved with an adjoint noise waveform. The convolution may use piecewise linear compressions of the original and adjoint noise waveforms. A quadratic programming solver is then used to iteratively determine the sizes of the empty spaces between adjacent cells.
    • 一种用于降低集成电路电网噪声的方法和系统,其优化了电网中去耦电容器的布局和尺寸。 逻辑单元位于集成电路的第一布局中,在相邻单元之间具有空白空间,并且单元的布置被改变为第二布局,其中相邻单元之间的空白空间的大小也改变。 去耦电容器被放置在第二布局的空的空间中。 在面向行的单元结构的示例中,空格可以沿着每一行均匀地分布用于初始布局。 执行集成电路的噪声功能相对于相邻小区之间的空白空间的大小的灵敏度的伴随灵敏度分析,原始噪声波形与伴随噪声波形卷积。 卷积可以使用原始和伴随噪声波形的分段线性压缩。 然后使用二次规划求解器来迭代地确定相邻单元之间的空白空间的大小。