Technical Note

Similar documents
Counter dan Register

Asynchronous (Ripple) Counters

1. Convert the decimal number to binary, octal, and hexadecimal.

NORTHWESTERN UNIVERSITY TECHNOLOGICAL INSTITUTE

Introduction. Serial In - Serial Out Shift Registers (SISO)

Sequential Digital Design. Laboratory Manual. Experiment #7. Counters

Slide 1. Flip-Flops. Cross-NOR SR flip-flop S R Q Q. hold reset set not used. Cross-NAND SR flip-flop S R Q Q. not used reset set hold 1 Q.

CHAPTER 4 RESULTS & DISCUSSION

Figure 30.1a Timing diagram of the divide by 60 minutes/seconds counter

NH 67, Karur Trichy Highways, Puliyur C.F, Karur District UNIT-III SEQUENTIAL CIRCUITS

Decade Counters Mod-5 counter: Decade Counter:

Experiment 8 Introduction to Latches and Flip-Flops and registers

BCN1043. By Dr. Mritha Ramalingam. Faculty of Computer Systems & Software Engineering

Registers and Counters

Register Transfer Level in Verilog: Part II

TIME SEQUENCE GENERATOR ( GIUSEPPE )

Registers and Counters

Lecture 12. Amirali Baniasadi

IT T35 Digital system desigm y - ii /s - iii

MODEL QUESTIONS WITH ANSWERS THIRD SEMESTER B.TECH DEGREE EXAMINATION DECEMBER CS 203: Switching Theory and Logic Design. Time: 3 Hrs Marks: 100

Dev Bhoomi Institute Of Technology Department of Electronics and Communication Engineering PRACTICAL INSTRUCTION SHEET

MAHARASHTRA STATE BOARD OF TECHNICAL EDUCATION (Autonomous)

Solution to Digital Logic )What is the magnitude comparator? Design a logic circuit for 4 bit magnitude comparator and explain it,

Chapter 4. Logic Design

Analogue Versus Digital [5 M]

UNIT-3: SEQUENTIAL LOGIC CIRCUITS

Digital Fundamentals: A Systems Approach

CSC Computer Architecture and Organization

The word digital implies information in computers is represented by variables that take a limited number of discrete values.

WINTER 15 EXAMINATION Model Answer

PHYSICS 5620 LAB 9 Basic Digital Circuits and Flip-Flops

Today 3/8/11 Lecture 8 Sequential Logic, Clocks, and Displays

1. a) For the circuit shown in figure 1.1, draw a truth table showing the output Q for all combinations of inputs A, B and C. [4] Figure 1.

SEQUENTIAL LOGIC. Satish Chandra Assistant Professor Department of Physics P P N College, Kanpur

YEDITEPE UNIVERSITY DEPARTMENT OF COMPUTER ENGINEERING. EXPERIMENT VIII: FLIP-FLOPS, COUNTERS 2014 Fall

MODULE 3. Combinational & Sequential logic

DIGITAL ELECTRONICS MCQs

1. True/False Questions (10 x 1p each = 10p) (a) I forgot to write down my name and student ID number.

Counters

Computer Systems Architecture

Computer Organization & Architecture Lecture #5

MAHARASHTRA STATE BOARD OF TECHNICAL EDUCATION (Autonomous) (ISO/IEC Certified) WINTER 2018 EXAMINATION MODEL ANSWER

ASYNCHRONOUS COUNTER CIRCUITS

MODU LE DAY. Class-A, B, AB and C amplifiers - basic concepts, power, efficiency Basic concepts of Feedback and Oscillation. Day 1

2. Counter Stages or Bits output bits least significant bit (LSB) most significant bit (MSB) 3. Frequency Division 4. Asynchronous Counters

Scanned by CamScanner

Contents Circuits... 1

EE292: Fundamentals of ECE

CPE 200L LABORATORY 3: SEQUENTIAL LOGIC CIRCUITS UNIVERSITY OF NEVADA, LAS VEGAS GOALS: BACKGROUND: SR FLIP-FLOP/LATCH

DEPARTMENT OF COMPUTER SCIENCE & ENGINEERING

MODULAR DIGITAL ELECTRONICS TRAINING SYSTEM

CHAPTER 6 COUNTERS & REGISTERS

INC 253 Digital and electronics laboratory I

Module -5 Sequential Logic Design

Advanced Devices. Registers Counters Multiplexers Decoders Adders. CSC258 Lecture Slides Steve Engels, 2006 Slide 1 of 20

AIM: To study and verify the truth table of logic gates

VTU NOTES QUESTION PAPERS NEWS RESULTS FORUMS Registers

UNIVERSITI TEKNOLOGI MALAYSIA

DALHOUSIE UNIVERSITY Department of Electrical & Computer Engineering Digital Circuits - ECED 220. Experiment 4 - Latches and Flip-Flops

EE 210. LOGIC DESIGN LAB.

ELE2120 Digital Circuits and Systems. Tutorial Note 8

RS flip-flop using NOR gate

MUHAMMAD NAEEM LATIF MCS 3 RD SEMESTER KHANEWAL

Asynchronous Counter

CHAPTER 4: Logic Circuits

Introduction to Digital Electronics

Logic Design. Flip Flops, Registers and Counters

DIGITAL ELECTRONICS LAB MANUAL FOR 2/4 B.Tech (ECE) COURSE CODE: EC-252

Massachusetts Institute of Technology Department of Electrical Engineering and Computer Science

Logic Design Viva Question Bank Compiled By Channveer Patil

Flip Flop. S-R Flip Flop. Sequential Circuits. Block diagram. Prepared by:- Anwar Bari

ECB DIGITAL ELECTRONICS PROJECT BASED LEARNING PROJECT REPORT ON 7 SEGMENT DIGITAL STOP WATCH USING DECODER

Final Exam review: chapter 4 and 5. Supplement 3 and 4

CprE 281: Digital Logic

Name Of The Experiment: Sequential circuit design Latch, Flip-flop and Registers

Rensselaer Polytechnic Institute Computer Hardware Design ECSE Report. Lab Three Xilinx Richards Controller and Logic Analyzer Laboratory

DIGITAL REGISTERS. Serial Input Serial Output. Block Diagram. Operation

AC103/AT103 ANALOG & DIGITAL ELECTRONICS JUN 2015

QUICK GUIDE COMPUTER LOGICAL ORGANIZATION - OVERVIEW

University of California at Berkeley College of Engineering Department of Electrical Engineering and Computer Science SOLUTIONS

Digital Circuits I and II Nov. 17, 1999

Digital Electronics Lab #4 February 12, 2008

Digital Networks and Systems Laboratory 2 Basic Digital Building Blocks Time 4 hours

Engineering College. Electrical Engineering Department. Digital Electronics Lab

ME 515 Mechatronics. Introduction to Digital Electronics

AE/AC/AT54 LINEAR ICs & DIGITAL ELECTRONICS DEC 2014

Introduction. NAND Gate Latch. Digital Logic Design 1 FLIP-FLOP. Digital Logic Design 1

DIGITAL SYSTEM FUNDAMENTALS (ECE421) DIGITAL ELECTRONICS FUNDAMENTAL (ECE422) COUNTERS

WINTER 14 EXAMINATION

CCE RR REVISED & UN-REVISED KARNATAKA SECONDARY EDUCATION EXAMINATION BOARD, MALLESWARAM, BANGALORE G È.G È.G È..

LATCHES & FLIP-FLOP. Chapter 7

CHAPTER 4: Logic Circuits

DIGITAL SYSTEM DESIGN UNIT I (2 MARKS)

Chapter 6 Registers and Counters

Discussion of New Equipment

Lesson 12. Advanced Digital Integrated Circuits Flip-Flops, Counters, Decoders, Displays

MAHARASHTRA STATE BOARD OF TECHNICAL EDUCATION (Autonomous) (ISO/IEC Certified)

DIGITAL TECHNICS. Dr. Bálint Pődör. Óbuda University, Microelectronics and Technology Institute

Bachelor Level/ First Year/ Second Semester/ Science Full Marks: 60 Computer Science and Information Technology (CSc. 151) Pass Marks: 24

CS302 Digital Logic Design Solved Objective Midterm Papers For Preparation of Midterm Exam

Transcription:

ESD-TR-f. 6-453 ESD RECORD COPY 1211 N DIVISION ESD ACCESSION LIST Call No. AL 531^8 Technical Note 1966-24 S. B. Russell Haystack Display Translator 10 October 1966 s Division Contract AF 19(628)-5]<- Lincoln Laboratory MASSACHUSETTS INSTITUTE OF TECHNOLOGY Lexington, Massachusetts

The work reported in this document was performed at Lincoln Laboratory, a center for research operated by Massachusetts Institute of Technology, with the support of the U.S. Air Force under Contract AF 19(628)-5167. This report may be reproduced to satisfy needs of U.S. Government agencies. Distribution of this document is unlimited.

13 MASSACHUSETTS INSTITUTE OF TECHNOLOGY LINCOLN LABORATORY HAYSTACK DISPLAY TRANSLATOR S. B. RUSSELL Group 62 TECHNICAL NOTE 1966-24 10 OCTOBER 1966 LEXINGTON MASSACHUSETTS

ABSTRACT The Haystack Display Translator provides decimal displays of the Haystack antenna azimuth and elevation position angles, command azimuth and elevation angles, azimuth and elevation bias angles, or alternately, azimuth and elevation center of scan angles, and EST and GMT displays. Each of the 19-bit binary angle inputs is multiplied by a scale factor, converted from binary to BCD, and stored for display. EST in BCD is stored for display and also converted to GMT and stored for display. Accepted for the Air Force Franklin C. Hudson Chief, Lincoln Laboratory Office iii

HAYSTACK DISPLAY TRANSLATOR GENERAL The Haystack Display Translator is a system which provides decimal displays of the Haystack antenna azimuth and elevation position angles, command azimuth and elevation angles, and azimuth and elevation bias angles or alternately azimuth and elevation center of scan angles. Local*time and Greenwich mean time displays are also provided. Table 1 shows the set of binary input words which are accepted by the Display Translator and Table 2 shows the set of output words. TABLE 1 Display Translator Input Words WORD LENGTH ANTENNA AZIMUTH 19 bit ANTENNA ELEVATION 19 bit LEAST SIGNIFICANT BIT VALUE 360 360 COMMAND AZIMUTH 19 bit 360 COMMAND ELEVATION 19 bit 360 AZIMUTH BIAS 19 bit (COMPUTER MODE ONLY) AND SIGN OR AZIMUTH CENTER OF SCAN 19 bit (SCAN MODE ONLY) ELEVATION BIAS 19 bit (COMPUTER MODE ONLY) AND SIGN OR ELEVATION CENTER OF SCAN 19 bit (SCAN MODE ONLY) LOCAL TIME (EST)* 20 bit 360 360 1 SECOND ^Station time will be converted to G. M. T. only in the future.

TABLE 2 Display Translator Output Words WORD ANTENNA AZIMUTH ANTENNA ELEVATION COMMAND AZIMUTH COMMAND ELEVATION AZIMUTH BIAS (COMPUTER MODE ONLY) OR AZIMUTH CENTER OF SCAN (SCAN MODE ONLY) LOCAL TIME (EST) GREENWICH TIME (GMT) LENGTH 6 DIGIT 6 DIGIT 6 DIGIT 6 DIGIT 6 DIGIT AND SIGN 6 DIGIT 6 DIGIT 6 DIGIT LEAST SIGNIFICANT DECIMAL DIGIT 0.001 DEGREE 0.001 DEGREE 0.00 1 DEGREE 0.001 DEGREE 0.001 DEGREE 1 SECOND 1 SECOND A block diagram of the Haystack Display Translator is shown in Fig. I and a signal flow chart is shown in Fig. 2. The input multiplex selects one of the six sets of 20 input lines and stores the 19-bit binary word on that set of lines in the flipflop input storage. The 20th line is an inhibit signal which is used to indicate that the 19-bit word is correct. The 19-bit word corresponds to parts of one revolution.,0( The word in input storage is then multiplied by a constant, Wv to converl word to thousandths of a degree. The binary output of the multiplier is passed through a binary to BCD converter to produce a 6 digit BCD number. The BCD number is (hen gated to the one set of six sets of six nixie drivers which corresponds to the sei of input lines selected by the input multiplex. The Display Translator then repeats the entire conversion for the next set of input lines. The time for conversion of the number is 1. 1 milliseconds and each set of nixie drivers receives a new set of numbers every 6.6 milliseconds. The plus and minus signs on azimuth and bias inputs go directly to a nixie driver for display- The input time is a 6 digit BCD number which corresponds to local station time. This number is sent to a set of six nixie drivers and at the same time goes to a conversion network which provides GMT hours output. The GMT hours output then goes to nixie drivers for display. The time nixie drivers w

2-.? < < a U «<* SJ O 1/1 o <" -I rsi a. </> < 10 M _l < o So "I a 5 * UJ UJ 5 2- N _l K X H 5 2 < Z UJ z Z O O UJ UJ 2-3 < I '-> u o > o ed s- be 2 - y c - c c 03 u * >. "a X u 03 >. bo U-

3-62-4724 DISPLAY TRANSLATOR FLOW CHART CLEAR INPUT STORAGE LOAD INPUT STORAGE FROM LINES X CHECK INHIBIT AT LOAD TIME MULTIPLY BY 360.000/2 19 HOLD HIGHEST 19 BITS CONVERT FROM BINARY TO BCD NIXIE DRIVER BRIGHTNESS SWITCH n INPUT CLEAR SET X+n (MOD 6) NIXIE DRIVERS CONVERT BCD TO DEC AND STORE IN SET X NIXIE DRIVERS INCREMENT X (MOD 6) Fig. 2. Display translator flow chart.

are cleared and strobed every 6.6 milliseconds. The brightness of all the nixie indicators is varied by changing the length of time the nixies are turned on. PRINTED CIRCUIT CARDS The Haystack Display Translator is constructed with cards made by Com [niter Control Company (3C). These cards are of the "nand" circuit type with the following logic levels: "1" = _6 volts "0" = 0 volts More detailed information about all of the 3C cards can be found in their "Instruction Manual, Publications No. 71-113A". SYSTEM OPERATION A. Input Multiplex The input multiplex consists of 2Ü six-input "exclusive OR" circuits, one for each of the nineteen data bits and one for the inhibit bit. A diagram of one stage of the input multiplex is shown in Fig. 3. The six sets of input lines are connected to the display translator through plugs s,, s, and s^ with position angles on s,, command angles on s,, command angles on s, and bias or center of scan angles on s~. Whenever line x, is true, the 19 bits of word 1 are gated to the flip-flop storage register inputs and similarly for lines x... x,. The 19 bits are loaded into the storage register when the "load input" line becomes true. The input storage flip-flops are cleared when the "clear input" line becomes true shortly before a new word is stored. The outputs of the 19 flip-flops (numbers and complements) are sent to the multiplier. The output of the inhibit gate is not stored but sent to the control generator. B. Multiplier The multiplier consists of a 20-bit combined shift-register adder. A typical stage is shown in Fig. 4. A shift-left command shifts the contents of the 20-bit register one position to the left. The bit in the most significant flip-flop is shifted into the first stage of the binary to BCD converter and a zero is shifted into the least significant flip-flop from the right. A shift-right command shifts the contents of the

<u 3 D- C CD So u ö 0 CO

ho ca u 0) 2 U D. >. H

20-bit register one position to the right. The least significant hit is Lost and a zero is shifted into the most significant flip-flop from the left. A "load sum" command loads the 20-bit register with the outputs of the 20 sum and carry networks. Each sum and carry network adds the contents of an input storage flip-flop and the contents of the corresponding element of the 20-bit combined shift-add register to produce sum and carry bits for that element. Consider multiplication of two binary numbers MULTIPLICAND MULTIPLIER PRODUCT 101101 1011 101101 ADD-SHIFT (1) 101101 ADD-SHIFT (1) 000000 SHIFT (0) 101101 ADD-SHIFT (1) 111101111 For each "1" in the multiplier there is a corresponding add-then-shift operation, while for each "zero" in the multiplier there is only a shift operation. The shift-add sequence in the multiplier was chosen by inverting the order of the desired constant multiplier (360, 000 in binary) and replacing each "1" by an 'add and shift-right" operation, and each zero with a "shift-right". is performed on the partial sum. The shift operation The 19 "shift-left" pulses shift the binary word through the binary to BCD 19 converter. Division by 2 is accomplished by a shilt of the binary point which is built into the shift register. C Binary to BCD Converter The binary to BCD converter is a 24-bit shift register which converts the multiplied 19-bit binary word to a six digit BCD number. Each of six digit-sections of the converter function according to the rules of Table 3. A typical section is shown in Fig. 5. The outputs and complements of all the 24 flip-flops are sent to the nixie drivers. The Present states (P) of the registers A, B, C, and D are sensed and the Next states (N) are forced as a new bit is shifted in from the right.

TABLE 3 Showing the Allowable Present (P) States and the Desired Next (N) States of the Flip Flops in One Section of the BCD Register One Section of BCD Register Carry A < B < c < D < Input p 0 N 0 P 0 N I) r I) N 0 p 0 X 0 i 1 0 N 0 P 0 N 1 P I) N 1 I 1 0 N 1 P 0 N 1 P 0 N 1 *x means don't use. i) 0 1) 0 0 0 0 x* 0 0 0 1 0 0 1 x 0 0 1 0 0 1 0 x 0 0 11 0 1 1 x 0 10 0 1 0 0 x 0 10 1 0 0 0 x 0 110 0 0 1 x 0 111 0 1 0 x 10 0 0 0 1 1 x 10 0 1 1 0 0 X

-*"l u B c D -* A -*> D -+" C' my Q B \ ] i, V A -H ; D -+\ B' \ * 3-62-4720 A *- CARRY CARRY Fig. 5. Binary to BCD converter. 10

D. Nixie Drivers Each decimal display (azimuth position, azimuth command, azimuth bias or center of scan, elevation position, elevation command, and elevation bias or center of scan) consists of six digits. The BCD inputs of corresponding digits are wired in parallel so that every translated word is presented to all six sets of nixie drivers. The selection of the set of six nixie drivers to be loaded is controlled by word counter No. 1 which also selects the set of input lines to be sampled. The loading is accomplished by a strobe or store pulse. Since each complete conversion takes 1100 JJL seconds and there are 6 conversions for one whole cycle, each set of six nixie drivers receives a strobe pulse to load new data every 6. 6 milliseconds. The brightness of the nixie indicators is controlled by the length of time between the strobe and the clear for each nixie driver. The selection of the set of nixie drivers to be cleared during each conversion cycle is controlled by word counter No. 2. This counter can be preset by the brightness switch to any number between 0 and 5. Thus a set of nixie drivers may be cleared between 0 and 5 conversion cycles before new data is loaded into that set. E. Control Generator A block diagram of the control generator is shown in Fig. 6. A train of 5/u second wide pulses spaced 20 JU seconds apart is derived from a 100 kc crystal oscillator and gated to a 6-bit parallel counter. The gate is opened at the end of a conversion cycle to allow the counter to be cleared. Each of the pulse trains used in the display translator is produced either by gating the 5 /i second pulse train with selected states of the clock or using selected clock output states directly. The control generator timing diagram is shown in Fig. 7. The inhibit bit from the input multiplex is gated with the "load input" pulse to set a flip-flop if the two pulses occur simultaneously, in which case the counter is cleared. The brightness of the nixie displays is controlled by changing the length of time between strobing and clearing the drivers. Word counter No. 1 is a six state recycling counter which is advanced once each word conversion cycle. This counter selects the set of nixie drivers which are to be strobed at the same time it selects an input word. Word counter No. 2 is a similar counter which can be preset with a number from 0 to 5. Both counters are advanced 11

CLOCK GATE -O INHIBIT 3-62 4719 SIX-BIT PARALLEL COUNTER RESET 55 32 50 4, 5, 6, 9,12,15, 18, 21, 24, 25, 28, 29 2, 8,11. 14, 17, 20, 23, 27, 31 V CLEAR LOAD INPUT INPUT y SHIFT LEFT SHIFT RIGHT LOAD SUM TO INPUT SELECTION GATES COUNTER DECODING NET WORD COUNTER No. I 54 SELECT CLEAR CLEAR WORD COUNTER No 2 COUNTER DECODING NET GATE 44, 45, 46, 47 CLEAR LINES TO NIXIE DRIVERS GATE 52, 53 STORE LINES TO NIXIE DRIVERS Fig. 6. Control generator block diagram. 12

^ <JE> IO B HP o L- lo p BO H l B 1 Od p 4 1 J OD 1 C\J p B [ N 1 «Of CJ 1 o, ml o, cjl - B B 00 p - B [ (O l Iß, B B CJ 1 Cjl B H m L- «1 B B (M p Cjl - 5 5 CJ B r~ ro L- p Cjl 1 CJ p B B CO ' B 00 r~ U cj p CJC B H o 1 B B CvJ p 5 5 ff> B 2 B ^ ^J 1 1 h- L c; CJ. Cjl B B ID setz 5 ro I U d L 2 1= in ' EC ' cc t\j I B ~C= [ B i 1? g 1 2d 00 Or 1 3 UJ a>(= 5 H 01 r < 1 1 ^ m l 1 UJ or H l L O "> r J e> o 1 OD j "^ y- < t- I p *~~l r ' < or </> 1 X 1 <-> U - 1 o a. t-- " ] o r-l 1 Z UJ I K z 3 UJ L_ 0. 1 U- z 3 or o f ' I UJ 0. Q 1 UJ p L. </> 1, Z I l- O ml CJ y, z "- i» 3 or _l 1 => ~, LJ *"~i f ' a. < in o O CJ ] UJ CJ < " T _l u o o l_ 1*2 i i O l- a> UJ -1 CVI i < 7 _l ro -1 ] 00 roc= 1 2 UJ u u UJ CI CD. 1 in «0 00 1 1- I CNJ 1 CJ CJ i- CVJtZ i u. o Z3 CVJ IO UJ UJi 1 UJ o p UJ r~^ UJ 1 10 1 -I 1 1 " d J 1 5 o *J id Qj Ö aj i i c h ß o u 0 [fl ß s- J-> m u id +-> B) UJ 13

o. o (Or 10 L m r " r in. in i 1 o' l m. J 0)1 i *l ID L * r or r- (0 cvj OD < in r> in ji CD 1, i) *l <r it' in 10 1 ' ml. or r- UJ Z > 3 or o a a UJ or X o z * UJ or o <3 z UJ <t -I > O o ^ < IO r^ 1 01 UJ 1 UJ a UJ r- 7 3 O o z < PJ > _i o r- UJ t- UJ co or I z EM i K>? ~~ UJ OJ UI - a d o U in L * r <* f ol t. Or 01 I m r Or o oo l r- < o _l o o Ul IO,! ) 10 IO UJ «1 *> -> IO a 5«: u ro O _i u ro <"i ' lol. loi ' X </> ror 2 3 O < o -J ^T^ UJ 14

together but word count No. 2 determines which set of nixie drivers is to be cleared during the current word conversion cycle. The drivers are cleared in 1. 1 msec steps from 1.1 ms to 6.6 msec after they are strobed. The set of strobe and clear pulses which drive the command azimuth nixie drivers are also sent to the General Purpose Input-Output rack to control the brightness of three sets of nixie drivers located there (R.A., Dec., Hour Ang.). F. Time Time is brought in from the station clock as a six digit BCD word. Each of the lines goes to an inverter to produce the bit and its complement. The time word and its complement then go to the EST nixie drivers. The six BCD lines for EST hours also go to a conversion section (Fig. 8) which adds 5 hours (mod. 24) to the EST hours. The output of the conversion section drives two nixie drivers which provide GMT Hours output. All of the time nixie drivers are strobed and cleared at the same time as the azimuth center of scan or bias drivers. G. Bias Signs The azimuth and elevation bias sign inputs go to a nixie driver (Fig. 9) which drives a diode matrix to decode the high voltage nixie sign voltages produced. H. Detailed Diagrams Table 4 is a list of the detailed diagrams of the Haystack Display Translator. T. A. F. Dockrey, J. E. Gillis, S. B. Russell, "General-Purpose I/O Channel and Interface for Haystack 490 Computer, " Lincoln Laboratory Technical Note (in preparation). 15

3-62-4718 GMT TENS OF HOURS EST TENS OF HOURS A O- B O- -*- G = CD + CE F + CF + B -+- H = BCD +BCEF + BDE CE + BC BDF C O- TIME CONVERSION LOGIC GMT UNITS OF HOURS -*- J=DE+EF + DF + C + AB EST UNITS OF D O- K = BC +AE + AF + AEF D +CF HOURS E O- *- L = DE + DF + CF + CDEF + CEF F O- -+~ M = F Fig. 8. Time conversion section. 3-62-4722 1N2071 AZ 2 HJ -O -EL 2~ H 1 O-AZ 0 - I + M * O + AZ EL 0-1 -- + N0-3I» * O+EL Fig. 9. Bias sign drivers. 16

Lincoln Lab Drawing Number 23425 2342h 23427 23428 23429 23430 23431 23432 23433 23434 23435 23436 23437 23438 23439 23440 23441 23442 23443 23444 23445 23446 23447 23448 23449 23450 23451 23452 23453 TABLE 4 Haystack Display Translator Detailed Logic Diagrams Block Diagram Input Multiplex Bits 1-4 Input Multiplex Bits 5-8 Input Multiplex Bits 9-12 Input Multiplex Bits 13-16 Input Multiplex Bits 17-20 Shift and Add Stages 1-4 Shift and Add Stages 5-8 Shift and Add Stages 9-12 Shift and Add Stages 13-16 Shift and Add Stages 17-20 Binary to BCD Converter BCD Words 1 & 2 Binary to BCD Converter BCD Words 3 & 4 Binary to BCD Converter BCD Words 5 & 6 Control Generator Part 1 of 8 Control Generator Part 2 of 8 Control Generator Part 3 of 8 Control Generator Part 4 of 8 Control Generator Part 5 of 8 Control Generator Part 6 of 8 Control Generator Timing Diagram Part 1 of 2 Control Generator Timing Diagram Part 2 of 2 Nixie Drivers 5th Nixie Drivers 4th Nixie Drivers 3rd Least Nixie Drivers 2nd Least Nixie Drivers 1st Least Nixie Drivers Time and Bias Signs Least Significant Digits all AZ-EL Displays Least Significant Digits all AZ-EL Displays GMT Hours Conversion and Nixie Drivers Significant Digits all AZ-EL Displays Significant Digits all AZ-EL Displays Significant Digits all AZ-EL Displays 17

DISTRIBUTION LIST W. E. Morrow, Jr. H. G. Weiss S. H. Dodd Group 3I J. R. Burdette P. Crowther R. F. Gagne (2) M. A. Gordon R. P. Ingalls M. L. Meeks G. H. Pettengill W. Rutkowski P. B. Sebring M. L. Stone Group 62 A. F. Dockrey F. E. Heart I. L. Lebow S. B. Russell P. Stylos Files (5) IS

UNCLASSIFIED Security Classification DOCUMENT CONTROL DATA - R&D (Security classification of title, body ot abstract and indexing annotation must be entered when the overall report is clarisjfiedj 1. ORIGINATING ACTIVITY (Corporate author) Lincoln Laboratory, M.I. T. 3. REPORT TITLE 2a. REPORT SECURITY CLASSIFICATION Unclassified 2b. GROUP None Haystack Display Translator 4. DESCRIPTIVE NOTES (Type of report and inclusive dates) Technical Note 5. AUTHORtS) (Last name, first name, initial) Russell, Stephen B. 6. REPORT DATE 10 October 1966 8a. CONTRACT OR GRANT NO. \F 19(628)-5167 b. PROJECT NO. 649L 7a. TOTAL NO. OF PAGES 24 9a. ORIGINATOR'S REPORT NUMEERIS) Technical Note 1966-24 76. NO. OF REFS 9b. OTHER REPORT NO(S) (Any other numbers that may be assigned this report) ESD-TR-66-453 1 10. AVAILABILITY/ LIMITATION NOTICES Distribution of this documeni is unlimited. II. SUPPLEMENTARY NOTES 12. SPONSORING MILITARY ACTIVITY None Air Force Systems Command, I v\i 13. ABSTRACT The Haystack Display Translator provides decimal displays of the Haystack antenna azimuth and elevation position angles, command azimuth and elevation angles, azimuth and elevation bias angles, or alternately, azimuth and elevation center of scan angles, and EST and GMT displays. Each of the l L '-hn binary angle inputs is multiplied by a scale factor, converted from binary to BCD, and stored for display. EST in BCD is stored for display and also converted to GMT and stored for display. 14. KEY WORDS I [aystack antenna display systems display translator 19 UNCLASSIFIED Security Classification