特点(FEATURES) 精确度0.1%满刻度 (Accuracy 0.1%F.S.) 可作各式数学演算式功能如:A+B/A-B/AxB/A/B/A&B(Hi or Lo)/|A| (Math functioA+B/A-B/AxB/A/B/A&B(Hi&Lo)/|A|/etc.....) 16 BIT 类比输出功能(16 bit DAC isolating analog output function) 输入/输出1/输出2绝缘耐压2仟伏特/1分钟(Dielectric strength 2KVac/1min. (input/output1/output2/power)) 宽范围交直流两用电源设计(Wide input range for auxiliary power) 尺寸小,稳定性高(Dimension small and High stability)
上传时间： 2013-11-24
上传用户：541657925
The PCA9549 provides eight bits of high speed TTL-compatible bus switching controlledby the I2C-bus. The low ON-state resistance of the switch allows connections to be madewith minimal propagation delay. Any individual A to B channel or combination of channelscan be selected via the I2C-bus, determined by the contents of the programmable Controlregister. When the I2C-bus bit is HIGH (logic 1), the switch is on and data can flow fromPort A to Port B, or vice versa. When the I2C-bus bit is LOW (logic 0), the switch is open,creating a high-impedance state between the two ports, which stops the data flow.An active LOW reset input (RESET) allows the PCA9549 to recover from a situationwhere the I2C-bus is stuck in a LOW state. Pulling the RESET pin LOW resets the I2C-busstate machine and causes all the bits to be open, as does the internal power-on resetfunction.
上传时间： 2014-11-22
上传用户：xcy122677
This document describes part number speciÞc changes to recommended operating conditions and revised electrical speciÞcations,as applicable, from those described in the generalMPC7400 Hardware SpeciÞcations.SpeciÞcations provided in this Part Number SpeciÞcation supersede those in theMPC7400 Hardware SpeciÞcationsdated 9/99(order #: MPC7400EC/D) for these part numbers only; speciÞcations not addressed herein are unchanged. This document isfrequently updated, refer to the website at http://www.mot.com/SPS/PowerPC/ for the latest version.Note that headings and table numbers in this data sheet are not consecutively numbered. They are intended to correspond to theheading or table affected in the general hardware speciÞcation.Part numbers addressed in this document are listed in Table A. For more detailed ordering information see Table B.
上传时间： 2013-11-19
上传用户：qiaoyue
P C B 可测性设计布线规则之建议― ― 从源头改善可测率PCB 设计除需考虑功能性与安全性等要求外，亦需考虑可生产与可测试。这里提供可测性设计建议供设计布线工程师参考。1. 每一个铜箔电路支点，至少需要一个可测试点。如无对应的测试点，将可导致与之相关的开短路不可检出，并且与之相连的零件会因无测试点而不可测。2. 双面治具会增加制作成本，且上针板的测试针定位准确度差。所以Layout 时应通过Via Hole 尽可能将测试点放置于同一面。这样就只要做单面治具即可。3. 测试选点优先级：A.测垫(Test Pad) B.通孔(Through Hole) C.零件脚(Component Lead) D.贯穿孔(Via Hole)(未Mask)。而对于零件脚，应以AI 零件脚及其它较细较短脚为优先，较粗或较长的引脚接触性误判多。4. PCB 厚度至少要62mil(1.35mm)，厚度少于此值之PCB 容易板弯变形，影响测点精准度，制作治具需特殊处理。5. 避免将测点置于SMT 之PAD 上，因SMT 零件会偏移，故不可靠，且易伤及零件。6. 避免使用过长零件脚(>170mil(4.3mm))或过大的孔(直径>1.5mm)为测点。7. 对于电池(Battery)最好预留Jumper，在ICT 测试时能有效隔离电池的影响。8. 定位孔要求：(a) 定位孔(Tooling Hole)直径最好为125mil(3.175mm)及其以上。(b) 每一片PCB 须有2 个定位孔和一个防呆孔(也可说成定位孔,用以预防将PCB反放而导致机器压破板)，且孔内不能沾锡。(c) 选择以对角线，距离最远之2 孔为定位孔。(d) 各定位孔(含防呆孔)不应设计成中心对称,即PCB 旋转180 度角后仍能放入PCB,这样,作业员易于反放而致机器压破板)9. 测试点要求：(e) 两测点或测点与预钻孔之中心距不得小于50mil(1.27mm)，否则有一测点无法植针。以大于100mil(2.54mm)为佳，其次是75mil(1.905mm)。(f) 测点应离其附近零件(位于同一面者)至少100mil，如为高于3mm 零件，则应至少间距120mil，方便治具制作。(g) 测点应平均分布于PCB 表面，避免局部密度过高，影响治具测试时测试针压力平衡。(h) 测点直径最好能不小于35mil(0.9mm)，如在上针板，则最好不小于40mil(1.00mm)，圆形、正方形均可。小于0.030”(30mil)之测点需额外加工，以导正目标。(i) 测点的Pad 及Via 不应有防焊漆(Solder Mask)。(j) 测点应离板边或折边至少100mil。(k) 锡点被实践证实是最好的测试探针接触点。因为锡的氧化物较轻且容易刺穿。以锡点作测试点，因接触不良导致误判的机会极少且可延长探针使用寿命。锡点尤其以PCB 光板制作时的喷锡点最佳。PCB 裸铜测点，高温后已氧化，且其硬度高，所以探针接触电阻变化而致测试误判率很高。如果裸铜测点在SMT 时加上锡膏再经回流焊固化为锡点，虽可大幅改善，但因助焊剂或吃锡不完全的缘故，仍会出现较多的接触误判。
上传时间： 2014-01-14
上传用户：cylnpy
介绍了以PLC为控制单元，变频器为执行单元的控制系统及其在烟支输送储存系统中的应用，并给出了系统的组成、硬件的配置及具体的实现方法。关键词 : PLC 变频器输送储存系统 Ab str ac t;T hisp aperi ntroducest hec ontrols ystem whichc onsistso fP LCa ndf requencyc onvertera ndi ts application in the buffer conveyor for cigarettes. The system constitute, hardware disposal and realization method are also presented in detail.Keywords:PLC f requencyc onverter b ufferc onveyor
上传时间： 2013-10-22
上传用户：ouyang426
数字运算，判断一个数是否接近素数 A Niven number is a number such that the sum of its digits divides itself. For example, 111 is a Niven number because the sum of its digits is 3, which divides 111. We can also specify a number in another base b, and a number in base b is a Niven number if the sum of its digits divides its value. Given b (2 <= b <= 10) and a number in base b, determine whether it is a Niven number or not. Input Each line of input contains the base b, followed by a string of digits representing a positive integer in that base. There are no leading zeroes. The input is terminated by a line consisting of 0 alone. Output For each case, print "yes" on a line if the given number is a Niven number, and "no" otherwise. Sample Input 10 111 2 110 10 123 6 1000 8 2314 0 Sample Output yes yes no yes no
上传时间： 2015-05-21
上传用户：daguda
Computes the hafnian of a nonnegative integer matrix. Notes: Copy hafnian.c to main.c, in the same directory as Rothberg s code (see above). You can download the .tar directory with the code weighted-match.tar here. Then "make" the codes (this codes are in C, not C++). The program is then run by the command "wmatch".
标签： hafnian nonnegative the Computes
上传时间： 2013-12-23
上传用户：lmeeworm
* 高斯列主元素消去法求解矩阵方程AX=B,其中A是N*N的矩阵,B是N*M矩阵 * 输入: n----方阵A的行数 * a----矩阵A * m----矩阵B的列数 * b----矩阵B * 输出: det----矩阵A的行列式值 * a----A消元后的上三角矩阵 * b----矩阵方程的解X
上传时间： 2015-07-26
上传用户：xauthu
C-Talk is interpreted scripting language with C-like syntax and dynamic type checking. Variables in C-Talk have no type. So there is no compile time type checking in C-Talk, all checking is performed at runtime. To preserve reference integrity, explicit memory deallocation is prohibited in C-Talk, unused objects are automatically deallocated by garbage collector.
标签： interpreted Variables scripting checking
上传时间： 2015-08-18
上传用户：王者A
BNB20 Finds the constrained minimum of a function of several possibly integer variables. ％ Usage: [errmsg,Z,X,t,c,fail] = ％ BNB20(fun,x0,xstatus,xlb,xub,A,B,Aeq,Beq,nonlcon,settings,options,P1,P2,...) ％ ％ BNB solves problems of the form: ％ Minimize F(x) subject to: xlb <= x0 <=xub ％ A*x <= B Aeq*x=Beq ％ C(x)<=0 Ceq(x)=0 ％ x(i) is continuous for xstatus(i)=0 ％ x(i) integer for xstatus(i)= 1 ％ x(i) fixed for xstatus(i)=2 ％
标签： constrained variables function possibly
上传时间： 2014-01-13
上传用户：youth25
