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三项式的英文

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"三项式"怎么读用"三项式"造句

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  • trinomial

例句与用法

  • Trinomial property of p - ary sequences
    元序列的三项式特性
  • Based on the constraints on new transport protocol and requirements of data transmission of teleoperation systems , we first present a novel congestion control algorithm
    首先,根据开发新协议的约束要求及遥操作系统对数据传输的要求,提出了一种三项式拥塞控制机制。
  • The equation of state ( eos ) of metals can be described commendably by the so - called trinomial eos which have " the cold part " , the thermal part contributing by crystal ( or atoms ) and the thermal part contributing by electrons
    冲击压缩区的金属通常可以由所谓的三项式物态方程描述,即将物态方程分成相对独立的“冷贡献” 、 “晶格(原子实)热贡献”和“电子热贡献”三部分。
  • Thirdly , a novel parameter - varying adaptive algorithm for rtt and rto estimations based on the information theory and the maximum entropy principle ( mep ) is presented . it is used in the implementation of trinomial protocol to detect packet losses and to adjust the sending rate
    再次,给出了一种新的基于信息理论和最大熵原理( mep )的变参数自适应rtt和rto估计算法,在三项式协议实现过程中用于探测丢包及速率调整。
  • Based on this algorithm , an end - to - end rate - based transport protocol named the trinomial protocol is developed , in terms of individual performance and capacities , the trinomial protocol provides much better transmission service than current tcp or udp protocols : it minimizes transmission delays and delay jitter by omitting re - transmission ; in the steady state , its transmission rate is smooth ; and when available network bandwidth increases / decreases , it adapts to the change quickly
    基于该机制,开发了基于速率的点对点三项式协议。在个体性能和容量方面,三项式协议提供了比当前tcp和udp协议更好的传输服务;在稳态,它的传输速率是平滑的,并且当可用的网络带宽增加或减小时,能迅速而自适应地进行改变。
  • ( 1 ) the got by experiment may contain thermal contributing by electrons and this part is not can be ignored . ( 2 ) got by thermal dynamic experimental data under normal temperature and pressure can be a standard for various theoretical models , but its precision should be analysis carefully before to use . ( 3 ) the method of using the migault ' s formular associate tuning up parameter to express which often be used is not very reasonable
    本文第3章就gr neisen物态方程研究了三方面问题:第一方面,在分析了几种不同定义的gr neisen系数的区别与联系的基础上指出, ( 1 )在冲击压缩区,直接依据实验数据获得的往往包含不可忽略的电子热贡献; ( 2 )常态热力学可作为检验gr neisen系数理论模型的一个标准,但应注意该实验测量值的精度(包括由于实际材料中存在的“非三项式物态方程因素”的影响) ,而所总结的在周期表上所具有较明显的规律性,可作为对该值精确程度判断的参考; ( 3 )指出一种以调节参数的migault公式描述的常用方法的基础与实际情况并不相符。
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