RMSD: Root Mean Square deviation 是一种在分子模拟及预测中很常见的评价标准，通过Jacobi变换来的到一个大分子和目标分子的相似程度。常用来评价一个三维结构的预测结果是否足够准确.作者主页http://dillgroup.ucsf.edu/~bosco/ 压缩包里的html里还包括有Python代码
标签： deviation Square RMSD Mean
上传时间： 2015-08-12
上传用户：wyc199288
standard deviation mean for matlab
标签： deviation standard matlab mean
上传时间： 2017-04-15
上传用户：lanhuaying
In this paper, it is designed a platform for least deviation linear interpolation with two axis linear guides, and it realizes the linear interpolator by PIC microprocessor with MPLAB C language in PIC microprocessor.
标签： interpolation deviation designed platform
上传时间： 2017-07-24
上传用户：维子哥哥
Differential Nonlinearity: Ideally, any two adjacent digitalcodes correspond to output analog voltages that are exactlyone LSB apart. Differential non-linearity is a measure of theworst case deviation from the ideal 1 LSB step. For example,a DAC with a 1.5 LSB output change for a 1 LSB digital codechange exhibits 1⁄2 LSB differential non-linearity. Differentialnon-linearity may be expressed in fractional bits or as a percentageof full scale. A differential non-linearity greater than1 LSB will lead to a non-monotonic transfer function in aDAC.Gain Error (Full Scale Error): The difference between theoutput voltage (or current) with full scale input code and theideal voltage (or current) that should exist with a full scale inputcode.Gain Temperature Coefficient (Full Scale TemperatureCoefficient): Change in gain error divided by change in temperature.Usually expressed in parts per million per degreeCelsius (ppm/°C).Integral Nonlinearity (Linearity Error): Worst case deviationfrom the line between the endpoints (zero and full scale).Can be expressed as a percentage of full scale or in fractionof an LSB.LSB (Lease-Significant Bit): In a binary coded system thisis the bit that carries the smallest value or weight. Its value isthe full scale voltage (or current) divided by 2n, where n is theresolution of the converter.Monotonicity: A monotonic function has a slope whose signdoes not change. A monotonic DAC has an output thatchanges in the same direction (or remains constant) for eachincrease in the input code. the converse is true for decreasing codes.
标签： Converters Defini DAC
上传时间： 2013-10-29
上传用户：stvnash
模块电源的电气性能是通过一系列测试来呈现的，下列为一般的功能性测试项目，详细说明如下： 电源调整率(Line Regulation) 负载调整率(Load Regulation) 综合调整率(Conmine Regulation) 输出涟波及杂讯(Ripple & Noise) 输入功率及效率(Input Power, Efficiency) 动态负载或暂态负载(Dynamic or Transient Response) 起动(Set-Up)及保持(Hold-Up)时间 常规功能(Functions)测试 1. 电源调整率 电源调整率的定义为电源供应器于输入电压变化时提供其稳定输出电压的能力。测试步骤如下：于待测电源供应器以正常输入电压及负载状况下热机稳定后，分别于低输入电压(Min)，正常输入电压(Normal)，及高输入电压(Max)下测量并记录其输出电压值。 电源调整率通常以一正常之固定负载(Nominal Load)下，由输入电压变化所造成其输出电压偏差率(deviation)的百分比，如下列公式所示： [Vo(max)-Vo(min)] / Vo(normal) 2. 负载调整率 负载调整率的定义为开关电源于输出负载电流变化时，提供其稳定输出电压的能力。测试步骤如下：于待测电源供应器以正常输入电压及负载状况下热机稳定后，测量正常负载下之输出电压值，再分别于轻载(Min)、重载(Max)负载下，测量并记录其输出电压值(分别为Vo(max)与Vo(min))，负载调整率通常以正常之固定输入电压下，由负载电流变化所造成其输出电压偏差率的百分比，如下列公式所示： [Vo(max)-Vo(min)] / Vo(normal) 3. 综合调整率 综合调整率的定义为电源供应器于输入电压与输出负载电流变化时，提供其稳定输出电压的能力。这是电源调整率与负载调整率的综合，此项测试系为上述电源调整率与负载调整率的综合，可提供对电源供应器于改变输入电压与负载状况下更正确的性能验证。 综合调整率用下列方式表示：于输入电压与输出负载电流变化下，其输出电压之偏差量须于规定之上下限电压范围内(即输出电压之上下限绝对值以内)或某一百分比界限内。 4. 输出杂讯 输出杂讯(PARD)系指于输入电压与输出负载电流均不变的情况下，其平均直流输出电压上的周期性与随机性偏差量的电压值。输出杂讯是表示在经过稳压及滤波后的直流输出电压上所有不需要的交流和噪声部份(包含低频之50/60Hz电源倍频信号、高于20 KHz之高频切换信号及其谐波，再与其它之随机性信号所组成))，通常以mVp-p峰对峰值电压为单位来表示。 一般的开关电源的规格均以输出直流输出电压的1%以内为输出杂讯之规格，其频宽为20Hz到20MHz。电源实际工作时最恶劣的状况(如输出负载电流最大、输入电源电压最低等)，若电源供应器在恶劣环境状况下，其输出直流电压加上杂讯后之输出瞬时电压，仍能够维持稳定的输出电压不超过输出高低电压界限情形，否则将可能会导致电源电压超过或低于逻辑电路(如TTL电路)之承受电源电压而误动作，进一步造成死机现象。 同时测量电路必须有良好的隔离处理及阻抗匹配，为避免导线上产生不必要的干扰、振铃和驻波，一般都采用双同轴电缆并以50Ω于其端点上，并使用差动式量测方法(可避免地回路之杂讯电流)，来获得正确的测量结果。 5. 输入功率与效率 电源供应器的输入功率之定义为以下之公式： True Power = Pav(watt) = Vrms x Arms x Power Factor 即为对一周期内其输入电压与电流乘积之积分值，需注意的是Watt≠VrmsArms而是Watt=VrmsArmsxP.F.，其中P.F.为功率因素(Power Factor)，通常无功率因素校正电路电源供应器的功率因素在0.6～0.7左右，其功率因素为1～0之间。 电源供应器的效率之定义为为输出直流功率之总和与输入功率之比值。效率提供对电源供应器正确工作的验证，若效率超过规定范围，即表示设计或零件材料上有问题，效率太低时会导致散热增加而影响其使用寿命。 6. 动态负载或暂态负载 一个定电压输出的电源，于设计中具备反馈控制回路，能够将其输出电压连续不断地维持稳定的输出电压。由于实际上反馈控制回路有一定的频宽，因此限制了电源供应器对负载电流变化时的反应。若控制回路输入与输出之相移于增益(Unity Gain)为1时，超过180度，则电源供应器之输出便会呈现不稳定、失控或振荡之现象。实际上，电源供应器工作时的负载电流也是动态变化的，而不是始终维持不变(例如硬盘、软驱、CPU或RAM动作等)，因此动态负载测试对电源供应器而言是极为重要的。可编程序电子负载可用来模拟电源供应器实际工作时最恶劣的负载情况，如负载电流迅速上升、下降之斜率、周期等，若电源供应器在恶劣负载状况下，仍能够维持稳定的输出电压不产生过高激(Overshoot)或过低(Undershoot)情形，否则会导致电源之输出电压超过负载组件(如TTL电路其输出瞬时电压应介于4.75V至5.25V之间，才不致引起TTL逻辑电路之误动作)之承受电源电压而误动作，进一步造成死机现象。 7. 启动时间与保持时间 启动时间为电源供应器从输入接上电源起到其输出电压上升到稳压范围内为止的时间，以一输出为5V的电源供应器为例，启动时间为从电源开机起到输出电压达到4.75V为止的时间。 保持时间为电源供应器从输入切断电源起到其输出电压下降到稳压范围外为止的时间，以一输出为5V的电源供应器为例，保持时间为从关机起到输出电压低于4.75V为止的时间，一般值为17ms或20ms以上，以避免电力公司供电中于少了半周或一周之状况下而受影响。 8. 其它 在电源具备一些特定保护功能的前提下，还需要进行保护功能测试，如过电压保护(OVP)测试、短路保护测试、过功保护等
上传时间： 2013-10-22
上传用户：zouxinwang
在航电系统维护过程中，为解决定位故障的效率和降低维修成本等问题，提出了基于ICD（Interface Control Document，接口控制文件）的1553B总线的信息监控系统模型。该系统运用数据采集卡对总线中传输的信号有无失真、偏差等电气特性进行检测，并使用1553B通讯卡通过测控软件LabWindows/CVI编程与ICD数据库的动态链接，实现总线信息的解析和故障的判断。与传统的维护过程相比，这种模型能够从信号的电气特性以及信息的解析等全方位的去检测判断故障的来源，并且能够广泛在其他1553B总线系统内扩展应用。验证表明该监控系统可以对总线信息进行快速有效地监测分析，能满足应用需求。 Abstract: In the process of avionics system maintenance， to solve the problems such as improving the efficiency of fast orientation to troubles and reducing maintenance cost， system of 1553B bus information monitor model based on ICD was proposed. The system observed whether the data which transmitted on the bus appear distortion and deviation by using data acquisition card. And using 1553B communication card programming of the measure software LabWindows/CVI and the dynamic linking of ICD database， message analysis and fault estimation could be realized. Compared with traditional maintenance， this model can all-dimensionally detect and analyze the source of faults from both electrical characteristics of the signal and message analysis， and it can be widely applied in the other 1553B system. Experiment shown that this monitor system can effectively detect and analyze the bus message and can meet the application requirements.
上传时间： 2013-11-23
上传用户：18752787361
load initial_track s; % y:initial data,s:data with noiseT=0.1; % yp denotes the sample value of position% yv denotes the sample value of velocity% Y=[yp(n);yv(n)];% error deviation caused by the random acceleration % known dataY=zeros(2,200);Y0=[0;1];Y(:,1)=Y0;A=[1 T 0 1]; B=[1/2*(T)^2 T]';H=[1 0]; C0=[0 0 0 1];C=[C0 zeros(2,2*199)];Q=(0.25)^2; R=(0.25)^2;
上传时间： 2014-12-28
上传用户：asaqq
This errata sheet describes both the known functional problems and anydeviations from the electrical specifications known at the release date ofthis document.Each deviation is assigned a number and its history is tracked in a table atthe end of the document.
上传时间： 2013-11-22
上传用户：liangliang123
This errata sheet describes both the known functional problems and anydeviations from the electrical specifications known at the release date ofthis document.Each deviation is assigned a number and its history is tracked in a table atthe end of the document.
上传时间： 2014-12-30
上传用户：thuyenvinh
Spikes can be taken as absolute quantities of measuring values which are large than approximately four (expressed as variable [Times_SD] in the program)times of the standard deviation of the time series, and can be removed by repeating 3 times with each time series. When a measuring value with the deviation from the mean larger than four times of the standard deviation, the variable can be taken as NO_VALUE, and the number of spikes is saved into the variable [SpikeNum]. If the variable [Times_SD] is taken as four, many records will be removed, so the variable [Times_SD] can be taken as larger, for example eight.
标签： approximately quantities measuring absolute
上传时间： 2015-11-08
上传用户：yangbo69
