会员体验
专利管家(专利管理)
工作空间(专利管理)
风险监控(情报监控)
数据分析(专利分析)
侵权分析(诉讼无效)
联系我们
交流群
官方交流:
QQ群: 891211   
微信请扫码    >>>
现在联系顾问~
热词
    • 2. 发明授权
    • Logarithmic number system for performing calculations in a processor
    • 用于在处理器中执行计算的对数编号系统
    • US06678710B1
    • 2004-01-13
    • US09706467
    • 2000-11-03
    • Ravi ShankarSubramania I. Sudharsanan
    • Ravi ShankarSubramania I. Sudharsanan
    • G06F700
    • G06F7/4833
    • A computation unit employs a logarithmic number system that uses a logarithmic numerical representation that differs from an IEEE standard representation to improve the efficiency of computation, both by reducing the time expended in performing the computation and by reducing the size of the integrated circuit that performs the computation. The illustrative computation unit employs a numerical representation that is similar to the IEEE format except that the sign term is omitted. Thus only positive numbers are represented. The value of the mantissa is defined as a fractional number between zero and one. The logarithmic number system is a useful number system domain for multiplication, division, reciprocal, square root, and power computations using multiplication, division, and square root computation techniques described by following equations: A*B=Anti-log(log(A)+log(B)),  (3) A/B=Anti-log(log(A)−log(B)),  (4) B½=Anti-log(log(B)/2).  (5)
    • 计算单元使用对数数字系统,其使用与IEEE标准表示不同的对数数字表示,以通过减少执行计算所花费的时间和减少执行计算的集成电路的大小来提高计算效率 计算。 说明性计算单元采用类似于IEEE格式的数字表示,除了省略符号项。 因此,仅表示正数。 尾数的值被定义为零和一之间的分数。 对数次数系统是使用以下等式描述的乘法,除法和平方根计算技术的乘法,除法,倒数,平方根和功率计算的有用数字系统域:
    • 4. 发明授权
    • Floating point square root and reciprocal square root computation unit in a processor
    • 处理器中的浮点平方根和倒数平方根计算单元
    • US06349319B1
    • 2002-02-19
    • US09240765
    • 1999-01-29
    • Ravi ShankarSubramania I. Sudharsanan
    • Ravi ShankarSubramania I. Sudharsanan
    • G06F7552
    • G06F9/30014G06F7/5525G06F2207/5521
    • A method of computing a square root or a reciprocal square root of a number in a computing device uses a piece-wise quadratic approximation of the number. The square root computation uses the piece-wise quadratic approximation in the form: squareroot(X)={overscore (A)}ix2+{overscore (B)}ix+{overscore (C)}i, in each interval i. The reciprocal square root computation uses the piece-wise quadratic approximation in the form: 1/squareroot(X)=Aix2+Bix+Ci, in each interval i. The coefficients {overscore (A)}i, {overscore (B)}i, and {overscore (C)}i, and Ai, Bi, and Ci are derived for the square root operation and for the reciprocal square root operation to reduce the least mean square error using a least squares approximation of a plurality of equally-spaced points within an interval. In one embodiment, 256 equally-spaced intervals are defined to represent the 23 bits of the mantissa. The coefficients are stored in a storage and accessed during execution of the square root or reciprocal square root computation instruction.
    • 在计算装置中计算数字的平方根或倒数平方根的方法使用数字的分段二次近似。 平方根计算使用分段二次近似形式:在每个间隔i。 互逆平方根计算使用分段二次逼近形式:在每个间隔i。 导出了平方根运算和倒数平方根运算的系数{overscore(A)} i,{overscore(B)} i和{overscore(C)} i以及Ai,Bi和Ci 使用在间隔内的多个等间隔点的最小平方近似的最小均方误差。 在一个实施例中,256个等间隔的间隔被定义为表示尾数的23位。 系数存储在存储器中,并在执行平方根或倒数平方根计算指令期间访问。
    • 9. 发明授权
    • Post facto identification and prioritization of causes of buffer consumption
    • 缓冲区消费原因的事后识别和优先级排序
    • US08776008B2
    • 2014-07-08
    • US12610228
    • 2009-10-30
    • Ajai KapoorRavi ShankarXiangting YuanAnthony H. HoangPrakash K. Pati
    • Ajai KapoorRavi ShankarXiangting YuanAnthony H. HoangPrakash K. Pati
    • G06F9/44G06Q10/00
    • G06Q10/06
    • Some embodiments of the present invention provide systems and techniques for collecting task status information. During operation, the system can receive a status update for a task from a task manager through a GUI. Next, the system can determine whether the first status update for the task indicates that the task is delayed. If the status update indicates that the task is delayed, the system can request the task manager to indicate the help needed to resolve the task delay. Next, the system can receive a help needed descriptor from the task manager. Subsequently, the system can receive another status update for the task from the task manager, wherein the status update indicates that the help specified in the help needed descriptor is no longer required. Next, the system can determine an amount of delay associated with the help needed descriptor.
    • 本发明的一些实施例提供了用于收集任务状态信息的系统和技术。 在操作期间,系统可以通过GUI从任务管理器接收任务的状态更新。 接下来,系统可以确定任务的第一状态更新是否指示任务被延迟。 如果状态更新指示任务延迟,则系统可以请求任务管理器指示解决任务延迟所需的帮助。 接下来,系统可以从任务管理器接收需要帮助的描述符。 随后,系统可以从任务管理器接收任务的另一状态更新,其中状态更新指示不再需要在帮助需求描述符中指定的帮助。 接下来,系统可以确定与帮助需要的描述符相关联的延迟量。
    • 10. 发明授权
    • Switch with increased magnetic sensitivity
    • 切换灵敏度提高
    • US08581679B2
    • 2013-11-12
    • US12713390
    • 2010-02-26
    • Tang MinOlivier Le NeelRavi Shankar
    • Tang MinOlivier Le NeelRavi Shankar
    • H01H51/22H01H57/00
    • H01H1/0036
    • Switches that are actuated through exposure to a magnetic field are described. A mobile element of a switch includes one or more anchoring members that are in electrical contact with one of the conductive portions. The mobile element also has a beam that is attached to the one or more anchoring members. The beam can be attached to the one or more anchoring members by flexures. The beam has an end portion that is configured to move toward the other conductive portion when exposed to an external force, such as a magnetic field. Various configurations of anchoring members may significantly decrease initial upward beam deformation upon manufacture of the mobile element, resulting in an increased sensitivity upon exposure to a magnetic field. Methods for manufacturing switches that exhibit increased sensitivity to magnetic fields are also disclosed.
    • 描述通过暴露于磁场而被致动的开关。 开关的移动元件包括与导电部分之一电接触的一个或多个锚定构件。 移动元件还具有附接到一个或多个锚固构件的梁。 梁可以通过弯曲连接到一个或多个锚固构件。 梁具有端部,其被配置为当暴露于诸如磁场的外力时朝向另一导电部分移动。 锚定构件的各种构造可以在制造移动元件时显着降低初始向上的梁变形,导致暴露于磁场时的灵敏度增加。 还公开了对磁场具有增强的灵敏度的开关的制造方法。