• 采样频率单位(英寸)采样(如像素)。

    SAMPLING FREQUENCY - the number of samples (e. g., pixels) per unit (e. g., inch).

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  • 成像系统基本满足了极成像探测在光灵敏度采样等方面的要求

    It concludes that this imaging system meets the demand of ultra-weak light imaging detection for ultra-weak light intensity, high sensitivity and few measurements.

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  • 测试客户端测量测试持续时间内平均响应时间成功采样(即得到了响应采样数)。

    The test client measures average response time and number of successful hits (i.e. hits that get responses) for the duration of the testing.

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  • 用户技术要求指标收到产品进行检验,并按GB/T6680确定采样

    Users should indicator of the technical requirements for testing before the product, according to several GB/T6680 of sampling.

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  • 编码器首先预设值持续时间计算出帧大小,然后拿结果采样帧大小限定的值作比较

    The encoder first calculates the frame size for the preset's frame Duration and then compares the resulting sample count with the frame size Limit value.

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  • 使用随机5生成器通过重复地根据不确定变量概率分布采样生成模型多重情境

    It typically USES random number 5 generators to generate multiple scenarios of a model by repeatedly sampling values from the probability distributions for the uncertain variables.

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  • 评测提供特定处理器事件收集采样百分比如高速缓存线路故障的量、传输后备缓存(TLB)故障的量,等等

    The profiling table provides the percentage and number of samples collected for specified processor events such as the number of cache line misses, Transition Lookaside Buffer (TLB) misses, and so on.

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  • r——在所选择任意采样间隔期间平均可运行内核线程

    RThe average number of runnable kernel threads over whatever sampling interval you have chosen.

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  • b——采样期间虚拟内存中等待队列平均内核线程

    Bthe average number of kernel threads that are in the virtual memory waiting queue over your sampling interval.

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  • 有理采样速率转换可以划分为整采样转换。

    Rational ratio conversion can be realized by integer and fraction ratio conversion.

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  • 为了解码需要样品宽度文件(比特),采样频率(赫兹),和信道

    In order to decode the file you need the width of the samples (number of bits), and the sampling frequency (Hertz), and the number of channels present.

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  • 这个公式中,M调节器K转换过程中的过采样速率。

    In this formula, m is the order of the modulator, and K is the oversampling ratio during the conversion.

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  • 室内用ANDERSEN生物粒子采样进行了不同采样时间采集空气细菌真菌粒子浓度、粒中值直径效果研究。

    The impact of sampling time on concentration of collected bacterium, fungus particles and mid-value diameter of particle number are studied by ANDERSEN bioparticle sampler in lab.

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  • 常规沉降法相比浮游细菌采样直接得到单位体积空气中所菌落而且不受环境气流影响

    Compared with the conventional settlement, planktonic bacteria sampler can be directly contained in unit volume of air bacteria counts, and the impact of air from the environment.

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  • 给出编程采样系统整体设计方案,利用CPLD强大的硬件可编程能力实现系统采样频率采样通道的可编程设置,介绍了原理特点

    The overall design scheme, as well as its principle and characteristics, are presented. With powerful CPLD, the sampling rate and channel number of the system are programmable.

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  • 研究采样补偿,以及姿态位置速度更新算法

    The sample and static error compensation, quaternion and attitude updating and algorithm of station and velocity updating were researched.

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  • 作为人机对话窗口可以通过软件系统采集通道采样频率进行选择

    As the dialogue window of the operator and the computer, the software can select acquisition channels and frequency.

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  • 这些包括模态采样频率车速、响应测点位置测点等。

    These parameters include mode number, sampling frequency, vehicle speed, locations and Numbers of measured stations.

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  • 调制器结构设计技术进行了研究,根据系统要求设计量化器位调制器采样和阶

    The architecture and design methods of - modulators are studied . based on it , the bits of quantizer , oversampling - ratio and the orders of modulator have been designed.

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  • 辨识精度算法拟合模型采样时间间隔采样有关信号中噪声影响,需加以改进。

    The identification accuracy is related to the order of the fitting model, sample interval and sample number, and also affected by signal noise, which shows the method should be improved.

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  • 同时研究噪声关联计算结果影响提出采样迭代奇异降噪算法原始据进行降噪处理。

    The influence of noise on the computational precision of correlation dimension is discussed, and iterative singular value decomposition for reducing noise is introduced.

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  • 同时研究噪声关联计算结果影响提出采样迭代奇异降噪算法原始据进行降噪处理。

    The influence of noise on the computational precision of correlation dimension is discussed, and iterative singular value decomposition for reducing noise is introduced.

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